digraph pic {
 fontsize=10;
 bgcolor="#ECEA81";
 node [shape=box, color=white, style=filled];
 ranksep=3.0;
 /* nodsep=inches */
 /* size="x,y", size="7.5,10" fits 8.5x11 page */
 /* ratio=auto */ /* page="x,y" */ /* generates multipage layout */
 /* margin=0 */

"Category" [color="#4488FF"]
"Category" -> "."

"Domain" [color="#88FF44"]
"Domain" -> "."

"Package" [color="#FF4488"]
"Package" -> "."

/* layer 0 */
/* depends on: Category Domain Package Bootstrap */
/* provides: BASTYPE CFCAT KOERCE KONVERT TYPE */

"AHYP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=AHYP"]
"AHYP" -> "Category"

"ATTREG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ATTREG"]
"ATTREG"  -> "Category"

/* nobody seems to go to bastype by itself */
/* we combine these two to minimize edges in the graph */
/* note that koerce is duplicated */
"BASTYPE/KOERCE" [color="blue",href="bookvol10.2.pdf#nameddest=BASTYPE"]
"BASTYPE/KOERCE" -> "Category"
/*"BASTYPE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=BASTYPE"]*/
/*"BASTYPE" -> "Category"*/
/*"BASTYPE" -> "BOOLEAN"*/
"KOERCE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=KOERCE"]
"KOERCE"  -> "Category"

"BASTYPE-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BASTYPE"]
"BASTYPE-" -> "Domain"
/*"BASTYPE-" -> "BOOLEAN"*/

"CFCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=CFCAT"]
"CFCAT"  -> "Category"

"ELTAB" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ELTAB"]
"ELTAB"  -> "Category"

"ESCONT1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ESCONT1"]
"ESCONT1" -> "Package"
/*"ESCONT1" -> "DFLOAT"*/
/*"ESCONT1" -> "BOOLEAN"*/

"GRDEF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GRDEF"]
"GRDEF" -> "Package"
/*"GRDEF" -> "BOOLEAN"*/

"INTBIT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTBIT"]
"INTBIT" -> "Package"
/*"INTBIT" -> "INT"*/

"KONVERT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=KONVERT"]
"KONVERT"  -> "Category"

"MSYSCMD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MSYSCMD"]
"MSYSCMD" -> "Package"

"ODEIFTBL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ODEIFTBL"]
"ODEIFTBL" -> "Domain"

"OM" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OM"]
"OM"  -> "Category"

"OMCONN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OMCONN"]
"OMCONN" -> "Domain"

"OMDEV" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OMDEV"]
"OMDEV" -> "Domain"

"OUT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=OUT"]
"OUT" -> "Package"

"PRIMCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PRIMCAT"]
"PRIMCAT"  -> "Category"

"PRINT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PRINT"]
"PRINT" -> "Package"

"PTRANFN" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PTRANFN"]
"PTRANFN"  -> "Category"

"RFDIST" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RFDIST"]
"RFDIST" -> "Package"
/*"RFDIST" -> "INT"*/
/*"RFDIST" -> "PI"*/
/*"RFDIST" -> "NNI"*/
/*"RFDIST" -> "BOOLEAN"*/
/*"RFDIST" -> "SINT"*/

"RIDIST" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RIDIST"]
"RIDIST" -> "Package"
/*"RIDIST" -> "SINT"*/
/*"RIDIST" -> "NNI"*/
/*"RIDIST" -> "INT"*/

"SPFCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SPFCAT"]
"SPFCAT"  -> "Category"

"TYPE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=TYPE"]
"TYPE"  -> "Category"

/* layer 1 */
/* depends on: BASTYPE CFCAT KOERCE KONVERT TYPE */
/* provides: FORTCAT RETRACT SEGCAT */

"AGG"  [color="#4488FF",href="bookvol10.2.pdf#nameddest=AGG"]
"AGG" -> "TYPE"
/*"AGG" -> "NNI"*/
/*"AGG" -> "INT"*/

"AGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=AGG"]
"AGG-" -> "TYPE"
/*"AGG-" -> "NNI"*/
/*"AGG-" -> "INT"*/

"ANON" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ANON"]
/*"ANON" -> "SETCAT"*/
"ANON" -> "BASTYPE/KOERCE"
/*"ANON" -> "KOERCE"*/

"ANY1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ANY1"]
"ANY1" -> "TYPE"

"CABMON" [color="#4488FF",href="bookvol10.2.pdf#nameddest=CABMON",
           shape=ellipse]
/*"CABMON" -> "ABELMON"*/
/*"CABMON" -> "ABELSG"*/
/*"CABMON" -> "SETCAT"*/
"CABMON" -> "BASTYPE/KOERCE"
/*"CABMON" -> "KOERCE"*/

"COLOR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=COLOR"]
/*"COLOR" -> "ABELSG"*/
/*"COLOR" -> "SETCAT"*/
"COLOR" -> "BASTYPE/KOERCE"
/*"COLOR" -> "KOERCE"*/
/*"COLOR" -> "DFLOAT"*/
/*"COLOR" -> "INT"*/
/*"COLOR" -> "FPS-"*/
/*"COLOR" -> "RNS-"*/
/*"COLOR" -> "NNI"*/
/*"COLOR" -> "PI"*/
/*"COLOR" -> "BOOLEAN"*/

"COMBOPC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=COMBOPC"]
"COMBOPC" -> "CFCAT"

"COMM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=COMM"]
/*"COMM" -> "SETCAT"*/
"COMM" -> "BASTYPE/KOERCE"
/*"COMM" -> "KOERCE"*/
/*"COMM" -> "BOOLEAN"*/

"COMPPROP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=COMPPROP"]
/*"COMPPROP" -> "SETCAT"*/
"COMPPROP" -> "BASTYPE/KOERCE"
/*"COMPPROP" -> "KOERCE"*/
/*"COMPPROP" -> "BOOLEAN"*/

"DROPT1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DROPT1"]
"DROPT1" -> "TYPE"

"ELTAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ELTAGG"]
/*"ELTAGG" -> "ELTAB"*/
/*"ELTAGG" -> "SETCAT"*/
"ELTAGG" -> "BASTYPE/KOERCE"
/*"ELTAGG" -> "KOERCE"*/
"ELTAGG" -> "TYPE"

"ELTAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ELTAGG"]
/*"ELTAGG-" -> "ELTAB"*/
/*"ELTAGG-" -> "SETCAT"*/
"ELTAGG-" -> "BASTYPE/KOERCE"
/*"ELTAGG-" -> "KOERCE"*/
"ELTAGG-" -> "TYPE"

"EQ2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EQ2"]
"EQ2" -> "TYPE"

"EXIT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EXIT"]
/*"EXIT" -> "SETCAT"*/
"EXIT" -> "BASTYPE/KOERCE"
/*"EXIT" -> "KOERCE"*/

"FILECAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FILECAT"]
/*"FILECAT" -> "SETCAT"*/
"FILECAT" -> "BASTYPE/KOERCE"
/*"FILECAT" -> "KOERCE"*/

"FINITE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FINITE"]
/*"FINITE" -> "SETCAT"*/
"FINITE" -> "BASTYPE/KOERCE"
/*"FINITE" -> "KOERCE"*/

"FNCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FNCAT"]
/*"FNCAT" -> "SETCAT"*/
"FNCAT" -> "BASTYPE/KOERCE"
/*"FNCAT" -> "KOERCE"*/

"FORMULA1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FORMULA1"]
/*"FORMULA1" -> "SETCAT"*/
"FORMULA1" -> "BASTYPE/KOERCE"
/*"FORMULA1" -> "KOERCE"*/

"FORTCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FORTCAT"]
"FORTCAT" -> "TYPE"
/*"FORTCAT" -> "KOERCE"*/

"IDPC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=IDPC"]
/*"IDPC" -> "SETCAT"*/
"IDPC" -> "BASTYPE/KOERCE"
/*"IDPC" -> "KOERCE"*/

"IEVALAB" [color="#4488FF",href="bookvol10.2.pdf#nameddest=IEVALAB"]
/*"IEVALAB" -> "SETCAT"*/
"IEVALAB" -> "BASTYPE/KOERCE"
/*"IEVALAB" -> "KOERCE"*/
"IEVALAB" -> "TYPE"

"IEVALAB-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IEVALAB"]
/*"IEVALAB-" -> "SETCAT"*/
"IEVALAB-" -> "BASTYPE/KOERCE"
/*"IEVALAB-" -> "KOERCE"*/
"IEVALAB-" -> "TYPE"

"ITFUN2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ITFUN2"]
"ITFUN2" -> "TYPE"

"ITFUN3" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ITFUN3"]
"ITFUN3" -> "TYPE"

"ITUPLE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ITUPLE"]
/*"ITUPLE" -> "KOERCE"*/
"ITUPLE" -> "TYPE"

"LIST3" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LIST3"]
"LIST3" -> "TYPE"
/*"LIST3" -> "INT"*/
/*"LIST3" -> "LIST"*/
/*"LIST3" -> "ILIST"*/

"LOGIC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=LOGIC"]
"LOGIC" -> "BASTYPE/KOERCE"

"LOGIC-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LOGIC"]
"LOGIC-" -> "BASTYPE/KOERCE"

"MAPHACK1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MAPHACK1"]
/*"MAPHACK1" -> "SETCAT"*/
"MAPHACK1" -> "BASTYPE/KOERCE"
/*"MAPHACK1" -> "KOERCE"*/
/*"MAPHACK1" -> "SINT"*/
/*"MAPHACK1" -> "NNI"*/
/*"MAPHACK1" -> "INT"*/

"MAPHACK2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MAPHACK2"]
/*"MAPHACK2" -> "SETCAT"*/
"MAPHACK2" -> "BASTYPE/KOERCE"
/*"MAPHACK2" -> "KOERCE"*/

"MAPHACK3" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MAPHACK3"]
/*"MAPHACK3" -> "SETCAT"*/
"MAPHACK3" -> "BASTYPE/KOERCE"
/*"MAPHACK3" -> "KOERCE"*/

"MAPPKG1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MAPPKG1"]
/*"MAPPKG1" -> "SETCAT"*/
"MAPPKG1" -> "BASTYPE/KOERCE"
/*"MAPPKG1" -> "KOERCE"*/
/*"MAPPKG1" -> "SINT"*/
/*"MAPPKG1" -> "NNI"*/
/*"MAPPKG1" -> "INT"*/
/*"MAPPKG1" -> "BOOLEAN"*/

"MAPPKG2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MAPPKG2"]
/*"MAPPKG2" -> "SETCAT"*/
"MAPPKG2" -> "BASTYPE/KOERCE"
/*"MAPPKG2" -> "KOERCE"*/

"MAPPKG3" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MAPPKG3"]
/*"MAPPKG3" -> "SETCAT"*/
"MAPPKG3" -> "BASTYPE/KOERCE"
/*"MAPPKG3" -> "KOERCE"*/

"MKBCFUNC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MKBCFUNC"]
"MKBCFUNC" -> "KONVERT"
"MKBCFUNC" -> "TYPE"

"MKFUNC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MKFUNC"]
"MKFUNC" -> "KONVERT"
/*"MKFUNC" -> "INT"*/
/*"MKFUNC" -> "LIST"*/

"MKRECORD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MKRECORD"]
"MKRECORD" -> "TYPE"

"MKUCFUNC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MKUCFUNC"]
"MKUCFUNC" -> "KONVERT"
"MKUCFUNC" -> "TYPE"

"MONAD" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MONAD"]
/*"MONAD" -> "SETCAT"*/
"MONAD" -> "BASTYPE/KOERCE"
/*"MONAD" -> "KOERCE"*/
/*"MONAD" -> "PI"*/
/*"MONAD" -> "NNI"*/
/*"MONAD" -> "INT"*/
/*"MONAD" -> "SINT"*/

"MONAD-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MONAD"]
/*"MONAD-" -> "SETCAT"*/
"MONAD-" -> "BASTYPE/KOERCE"
/*"MONAD-" -> "KOERCE"*/
/*"MONAD-" -> "PI"*/
/*"MONAD-" -> "NNI"*/
/*"MONAD-" -> "INT"*/
/*"MONAD-" -> "SINT"*/

"NIPROB" [color="#88FF44",href="bookvol10.3.pdf#nameddest=NIPROB"]
/*"NIPROB" -> "SETCAT"*/
"NIPROB" -> "BASTYPE/KOERCE"
/*"NIPROB" -> "KOERCE"*/

"NONE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=NONE"]
/*"NONE" -> "SETCAT"*/
"NONE" -> "BASTYPE/KOERCE"
/*"NONE" -> "KOERCE"*/

"NONE1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NONE1"]
"NONE1" -> "TYPE"

"NUMINT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=NUMINT"]
/*"NUMINT" -> "SETCAT"*/
"NUMINT" -> "BASTYPE/KOERCE"
/*"NUMINT" -> "KOERCE"*/

"ODECAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ODECAT"]
/*"ODECAT" -> "SETCAT"*/
"ODECAT" -> "BASTYPE/KOERCE"
/*"ODECAT" -> "KOERCE"*/

"ODEPROB" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ODEPROB"]
/*"ODEPROB" -> "SETCAT"*/
"ODEPROB" -> "BASTYPE/KOERCE"
/*"ODEPROB" -> "KOERCE"*/

"OMENC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OMENC"]
/*"OMENC" -> "SETCAT"*/
"OMENC" -> "BASTYPE/KOERCE"
/*"OMENC" -> "KOERCE"*/
/*"OMENC" -> "SINT"*/

"ONECOMP2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ONECOMP2"]
/*"ONECOMP2" -> "SETCAT"*/
"ONECOMP2" -> "BASTYPE/KOERCE"
/*"ONECOMP2" -> "KOERCE"*/

"OPTCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OPTCAT"]
/*"OPTCAT" -> "SETCAT"*/
"OPTCAT" -> "BASTYPE/KOERCE"
/*"OPTCAT" -> "KOERCE"*/

"OPTPROB" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OPTPROB"]
/*"OPTPROB" -> "SETCAT"*/
"OPTPROB" -> "BASTYPE/KOERCE"
/*"OPTPROB" -> "KOERCE"*/

"ORDCOMP2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ORDCOMP2"]
/*"ORDCOMP2" -> "SETCAT"*/
"ORDCOMP2" -> "BASTYPE/KOERCE"
/*"ORDCOMP2" -> "KOERCE"*/
/*"ORDCOMP2" -> "SINT"*/

"ORDSET" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ORDSET"]
/*"ORDSET" -> "SETCAT"*/
"ORDSET" -> "BASTYPE/KOERCE"
/*"ORDSET" -> "KOERCE"*/
/*"ORDSET" -> "BOOLEAN"*/

"ORDSET-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ORDSET"]
/*"ORDSET-" -> "SETCAT"*/
"ORDSET-" -> "BASTYPE/KOERCE"
/*"ORDSET-" -> "KOERCE"*/
/*"ORDSET-" -> "BOOLEAN"*/

"PALETTE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PALETTE"]
/*"PALETTE" -> "SETCAT"*/
"PALETTE" -> "BASTYPE/KOERCE"
/*"PALETTE" -> "KOERCE"*/
/*"PALETTE" -> "INT"*/
/*"PALETTE" -> "LIST"*/
/*"PALETTE" -> "ILIST"*/
/*"PALETTE" -> "LSAGG-"*/
/*"PALETTE" -> "STAGG-"*/

"PARPCURV" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PARPCURV"]
"PARPCURV" -> "TYPE"
/*"PARPCURV" -> "NNI"*/
/*"PARPCURV" -> "INT"*/

"PARPC2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PARPC2"]
"PARPC2" -> "TYPE"
/*"PARPC2" -> "NNI"*/
/*"PARPC2" -> "INT"*/

"PARSCURV" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PARSCURV"]
"PARSCURV" -> "TYPE"
/*"PARSCURV" -> "NNI"*/
/*"PARSCURV" -> "INT"*/

"PARSC2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PARSC2"]
"PARSC2" -> "TYPE"
/*"PARSC2" -> "NNI"*/
/*"PARSC2" -> "INT"*/

"PARSURF" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PARSURF"]
"PARSURF" -> "TYPE"
/*"PARSURF" -> "NNI"*/
/*"PARSURF" -> "INT"*/

"PARSU2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PARSU2"]
"PARSU2" -> "TYPE"
/*"PARSU2" -> "NNI"*/
/*"PARSU2" -> "INT"*/

"PATAB" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PATAB"]
"PATAB" -> "KONVERT"

"PATMAB" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PATMAB"]
/*"PATMAB" -> "SETCAT"*/
"PATMAB" -> "BASTYPE/KOERCE"
/*"PATMAB" -> "KOERCE"*/

"PATRES2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PATRES2"]
/*"PATRES2" -> "SETCAT"*/
"PATRES2" -> "BASTYPE/KOERCE"
/*"PATRES2" -> "KOERCE" */

"PATTERN1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PATTERN1"]
/*"PATTERN1" -> "SETCAT"*/
"PATTERN1" -> "BASTYPE/KOERCE"
/*"PATTERN1" -> "KOERCE"*/
"PATTERN1" -> "TYPE"
/*"PATTERN1" -> "INT"*/
/*"PATTERN1" -> "LIST"*/
/*"PATTERN1" -> "ILIST"*/
/*"PATTERN1" -> "LSAGG-"*/
/*"PATTERN1" -> "STAGG-"*/
/*"PATTERN1" -> "BOOLEAN"*/

"PDECAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PDECAT"]
/*"PDECAT" -> "SETCAT"*/
"PDECAT" -> "BASTYPE/KOERCE"
/*"PDECAT" -> "KOERCE"*/

"PDEPROB" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PDEPROB"]
/*"PDEPROB" -> "SETCAT"*/
"PDEPROB" -> "BASTYPE/KOERCE"
/*"PDEPROB" -> "KOERCE"*/

"PLOT1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PLOT1"]
"PLOT1" -> "KONVERT"

"PPCURVE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PPCURVE"]
"PPCURVE" -> "KOERCE"

"REAL" [color="#4488FF",href="bookvol10.2.pdf#nameddest=REAL"]
"REAL" -> "KONVERT"

"REF" [color="#88FF44",href="bookvol10.3.pdf#nameddest=REF",
          shape=ellipse]
"REF" -> "TYPE"
/*"REF" -> "SETCAT"*/
"REF" -> "BASTYPE/KOERCE"
/*"REF" -> "KOERCE"*/

"REPDB" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REPDB"]
/*"REPDB" -> "SETCAT"*/
"REPDB" -> "BASTYPE/KOERCE"
/*"REPDB" -> "KOERCE"*/
/*"REPDB" -> "PI"*/
/*"REPDB" -> "NNI"*/
/*"REPDB" -> "INT"*/

"REPSQ" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REPSQ"]
/*"REPSQ" -> "SETCAT"*/
"REPSQ" -> "BASTYPE/KOERCE"
/*"REPSQ" -> "KOERCE"*/
/*"REPSQ" -> "PI"*/
/*"REPSQ" -> "NNI"*/
/*"REPSQ" -> "INT"*/

"RESLATC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RESLATC"]
"RESLATC" -> "TYPE"

"RETRACT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RETRACT"]
"RETRACT" -> "TYPE"

"RETRACT-" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RETRACT"]
"RETRACT-" -> "TYPE"

"RMODULE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RMODULE"]
/*"RMODULE" -> "ABELGRP"*/
/*"RMODULE" -> "CABMON"*/
/*"RMODULE" -> "ABELMON"*/
/*"RMODULE" -> "ABELSG"*/
/*"RMODULE" -> "SETCAT"*/
"RMODULE" -> "BASTYPE/KOERCE"
/*"RMODULE" -> "KOERCE"*/

"SEGBIND2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SEGBIND2"]
"SEGBIND2" -> "TYPE"

"SEGCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SEGCAT"]
"SEGCAT" -> "TYPE"

"SETCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SETCAT",
          shape=ellipse]
"SETCAT" -> "BASTYPE/KOERCE"
/*"SETCAT" -> "KOERCE"*/
/*"SETCAT" -> "SINT"*/

"SETCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SETCAT",
          shape=ellipse]
"SETCAT-" -> "BASTYPE/KOERCE"
/*"SETCAT-" -> "KOERCE"*/
/*"SETCAT-" -> "SINT"*/

"SEXCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SEXCAT"]
/*"SEXCAT" -> "SETCAT"*/
"SEXCAT" -> "BASTYPE/KOERCE"
/*"SEXCAT" -> "KOERCE"*/

/* We combine LMODULE and SGROUP to minimize edges */
"LMODULE/SGROUP" [color="blue",href="bookvol10.2.pdf#nameddest=LMODULE"]
"LMODULE/SGROUP" -> "BASTYPE/KOERCE"
/*"LMODULE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=LMODULE"]*/
/*"LMODULE" -> "ABELGRP"*/
/*"LMODULE" -> "CABMON"*/
/*"LMODULE" -> "ABELMON"*/
/*"LMODULE" -> "ABELSG"*/
/*"LMODULE" -> "SETCAT"*/
/*"LMODULE" -> "BASTYPE/KOERCE"*/
/*"LMODULE" -> "KOERCE"*/

"SGROUP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SGROUP"]
/*"SGROUP" -> "SETCAT"*/
"SGROUP" -> "BASTYPE/KOERCE"
/*"SGROUP" -> "KOERCE"*/

"SGROUP-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SGROUP"]
/*"SGROUP" -> "SETCAT"*/
"SGROUP-" -> "BASTYPE/KOERCE"
/*"SGROUP-" -> "KOERCE"*/

"SPACEC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SPACEC"]
/*"SPACEC" -> "SETCAT"*/
"SPACEC" -> "BASTYPE/KOERCE"
/*"SPACEC" -> "KOERCE"*/

"SPLNODE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SPLNODE"]
/*"SPLNODE" -> "SETCAT"*/
"SPLNODE" -> "BASTYPE/KOERCE"
/*"SPLNODE" -> "KOERCE"*/
/*"SPLNODE" -> "AGG"*/
"SPLNODE" -> "TYPE"
/*"SPLNODE" -> "BOOLEAN"*/

"STEP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=STEP"]
/*"STEP" -> "SETCAT"*/
"STEP" -> "BASTYPE/KOERCE"
/*"STEP" -> "KOERCE"*/

"STREAM1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=STREAM1"]
"STREAM1" -> "TYPE"

"STREAM2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=STREAM2"]
"STREAM2" -> "TYPE"

"STREAM3" [color="#FF4488",href="bookvol10.4.pdf#nameddest=STREAM3"]
"STREAM3" -> "TYPE"

"SUCH" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SUCH"]
/*"SUCH" -> "SETCAT"*/
"SUCH" -> "BASTYPE/KOERCE"
/*"SUCH" -> "KOERCE"*/

"TEX1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TEX1"]
/*"TEX1" -> "SETCAT"*/
"TEX1" -> "BASTYPE/KOERCE"
/*"TEX1" -> "KOERCE"*/

"UDVO" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UDVO"]
/*"UDVO" -> "INT"*/
/*"UDVO" -> "LIST"*/
/*"UDVO" -> "ILIST"*/
/*"UDVO" -> "ORDSET"*/
/*"UDVO" -> "SETCAT"*/
"UDVO" -> "BASTYPE/KOERCE"
/*"UDVO" -> "KOERCE"*/

"YSTREAM" [color="#FF4488",href="bookvol10.4.pdf#nameddest=YSTREAM"]
"YSTREAM" -> "TYPE"
/*"YSTREAM" -> "INT"*/
/*"YSTREAM" -> "SINT"*/
/*"YSTREAM" -> "NNI"*/

/* layer 2 */
/* AGG ELTAGG FINITE FORTCAT IDPC IEVALAB LMODULE MONAD ORDSET */
/* PATMAB RETRACT RMODULE SEGCAT SGROUP */

"ABELGRP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ABELGRP",
           shape=ellipse]
/*"ABELGRP" -> "CABMON"*/
/*"ABELGRP" -> "ABELMON"*/
/*"ABELGRP" -> "ABELSG"*/
/*"ABELGRP" -> "SETCAT"*/
/*"ABELGRP" -> "BASTYPE"*/
/*"ABELGRP" -> "KOERCE"*/
/*"ABELGRP" -> "RING"*/
/*"ABELGRP" -> "RNG"*/
/*"ABELGRP" -> "SGROUP"*/
/*"ABELGRP" -> "MONOID"*/
"ABELGRP" -> "LMODULE/SGROUP"
/*"ABELGRP" -> "INT"*/

"ABELGRP-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ABELGRP-",
           shape=ellipse]
/*"ABELGRP-" -> "CABMON"*/
/*"ABELGRP-" -> "ABELMON"*/
/*"ABELGRP-" -> "ABELSG"*/
/*"ABELGRP-" -> "SETCAT"*/
/*"ABELGRP-" -> "BASTYPE"*/
/*"ABELGRP-" -> "KOERCE"*/
/*"ABELGRP-" -> "RING"*/
/*"ABELGRP-" -> "RNG"*/
/*"ABELGRP-" -> "SGROUP"*/
/*"ABELGRP-" -> "MONOID"*/
"ABELGRP-" -> "LMODULE/SGROUP"
/*"ABELGRP-" -> "INT"*/

"ABELMON" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ABELMON",
           shape=ellipse]
/*"ABELMON" -> "ABELSG"*/
/*"ABELMON" -> "SETCAT"*/
/*"ABELMON" -> "BASTYPE"*/
/*"ABELMON" -> "KOERCE"*/
/*"ABELMON" -> "RING"*/
/*"ABELMON" -> "RNG"*/
/*"ABELMON" -> "ABELGRP"*/
/*"ABELMON" -> "CABMON"*/
/*"ABELMON" -> "SGROUP"*/
/*"ABELMON" -> "MONOID"*/
"ABELMON" -> "LMODULE/SGROUP"
/*"ABELMON" -> "NNI"*/
/*"ABELMON" -> "INT"*/

"ABELMON-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ABELMON-",
           shape=ellipse]
/*"ABELMON-" -> "ABELSG"*/
/*"ABELMON-" -> "SETCAT"*/
/*"ABELMON-" -> "BASTYPE"*/
/*"ABELMON-" -> "KOERCE"*/
/*"ABELMON-" -> "RING"*/
/*"ABELMON-" -> "RNG"*/
/*"ABELMON-" -> "ABELGRP"*/
/*"ABELMON-" -> "CABMON"*/
/*"ABELMON-" -> "SGROUP"*/
/*"ABELMON-" -> "MONOID"*/
"ABELMON-" -> "LMODULE/SGROUP"
/*"ABELMON-" -> "NNI"*/
/*"ABELMON-" -> "INT"*/

"ABELSG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ABELSG",
           shape=ellipse]
/*"ABELSG" -> "SETCAT"*/
/*"ABELSG" -> "BASTYPE"*/
/*"ABELSG" -> "KOERCE"*/
/*"ABELSG" -> "RING"*/
/*"ABELSG" -> "RNG"*/
/*"ABELSG" -> "ABELGRP"*/
/*"ABELSG" -> "CABMON"*/
/*"ABELSG" -> "ABELMON"*/
/*"ABELSG" -> "SGROUP"*/
/*"ABELSG" -> "MONOID"*/
"ABELSG" -> "LMODULE/SGROUP"

"ABELSG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ABELSG",
           shape=ellipse]
/*"ABELSG-" -> "SETCAT"*/
/*"ABELSG-" -> "BASTYPE"*/
/*"ABELSG-" -> "KOERCE"*/
/*"ABELSG-" -> "RING"*/
/*"ABELSG-" -> "RNG"*/
/*"ABELSG-" -> "ABELGRP"*/
/*"ABELSG-" -> "CABMON"*/
/*"ABELSG-" -> "ABELMON"*/
/*"ABELSG-" -> "SGROUP"*/
/*"ABELSG-" -> "MONOID"*/
"ABELSG-" -> "LMODULE/SGROUP"

"ASP29" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP29"]
"ASP29" -> "FORTCAT"
/*"ASP29" -> "TYPE"*/
/*"ASP29" -> "KOERCE"*/
/*"ASP29" -> "BOOLEAN"*/

"ATRIG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ATRIG"]
/*"ATRIG" -> "RING"*/
/*"ATRIG" -> "RNG"*/
/*"ATRIG" -> "ABELGRP"*/
/*"ATRIG" -> "CABMON"*/
/*"ATRIG" -> "ABELMON"*/
/*"ATRIG" -> "ABELSG"*/
/*"ATRIG" -> "SETCAT"*/
/*"ATRIG" -> "BASTYPE"*/
/*"ATRIG" -> "KOERCE"*/
/*"ATRIG" -> "SGROUP"*/
/*"ATRIG" -> "MONOID"*/
"ATRIG" -> "LMODULE/SGROUP"

"ATRIG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ATRIG"]
/*"ATRIG-" -> "RING"*/
/*"ATRIG-" -> "RNG"*/
/*"ATRIG-" -> "ABELGRP"*/
/*"ATRIG-" -> "CABMON"*/
/*"ATRIG-" -> "ABELMON"*/
/*"ATRIG-" -> "ABELSG"*/
/*"ATRIG-" -> "SETCAT"*/
/*"ATRIG-" -> "BASTYPE"*/
/*"ATRIG-" -> "KOERCE"*/
/*"ATRIG-" -> "SGROUP"*/
/*"ATRIG-" -> "MONOID"*/
"ATRIG-" -> "LMODULE/SGROUP"

"BMODULE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=BMODULE"]
/*"BMODULE" -> "RING"*/
/*"BMODULE" -> "RNG"*/
/*"BMODULE" -> "ABELGRP"*/
/*"BMODULE" -> "CABMON"*/
/*"BMODULE" -> "ABELMON"*/
/*"BMODULE" -> "ABELSG"*/
/*"BMODULE" -> "SETCAT"*/
/*"BMODULE" -> "BASTYPE"*/
/*"BMODULE" -> "KOERCE"*/
/*"BMODULE" -> "SGROUP"*/
/*"BMODULE" -> "MONOID"*/
"BMODULE" -> "LMODULE/SGROUP"
"BMODULE" -> "RMODULE"

"CACHSET" [color="#4488FF",href="bookvol10.2.pdf#nameddest=CACHSET"]
"CACHSET" -> "ORDSET"
/*"CACHSET" -> "SETCAT"*/
/*"CACHSET" -> "BASTYPE"*/
/*"CACHSET" -> "KOERCE"*/

"CHARNZ" [color="#4488FF",href="bookvol10.2.pdf#nameddest=CHARNZ"]
/*"CHARNZ" -> "RING"*/
/*"CHARNZ" -> "RNG"*/
/*"CHARNZ" -> "ABELGRP"*/
/*"CHARNZ" -> "CABMON"*/
/*"CHARNZ" -> "ABELMON"*/
/*"CHARNZ" -> "ABELSG"*/
/*"CHARNZ" -> "SETCAT"*/
/*"CHARNZ" -> "BASTYPE"*/
/*"CHARNZ" -> "KOERCE"*/
/*"CHARNZ" -> "SGROUP"*/
/*"CHARNZ" -> "MONOID"*/
"CHARNZ" -> "LMODULE/SGROUP"

"CHARZ" [color="#4488FF",href="bookvol10.2.pdf#nameddest=CHARZ"]
/*"CHARZ" -> "RING"*/
/*"CHARZ" -> "RNG"*/
/*"CHARZ" -> "ABELGRP"*/
/*"CHARZ" -> "CABMON"*/
/*"CHARZ" -> "ABELMON"*/
/*"CHARZ" -> "ABELSG"*/
/*"CHARZ" -> "SETCAT"*/
/*"CHARZ" -> "BASTYPE"*/
/*"CHARZ" -> "KOERCE"*/
/*"CHARZ" -> "SGROUP"*/
/*"CHARZ" -> "MONOID"*/
"CHARZ" -> "LMODULE/SGROUP"

"DIFRING" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DIFRING",
           shape=ellipse]
/*"DIFRING" -> "RING"*/
/*"DIFRING" -> "RNG"*/
/*"DIFRING" -> "ABELGRP"*/
/*"DIFRING" -> "CABMON"*/
/*"DIFRING" -> "ABELMON"*/
/*"DIFRING" -> "ABELSG"*/
/*"DIFRING" -> "SETCAT"*/
/*"DIFRING" -> "BASTYPE"*/
/*"DIFRING" -> "KOERCE"*/
/*"DIFRING" -> "SGROUP"*/
/*"DIFRING" -> "MONOID"*/
"DIFRING" -> "LMODULE/SGROUP"
/*"DIFRING" -> "SINT"*/
/*"DIFRING" -> "NNI"*/
/*"DIFRING" -> "INT"*/

"DIFRING-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DIFRING-",
           shape=ellipse]
/*"DIFRING-" -> "RING"*/
/*"DIFRING-" -> "RNG"*/
/*"DIFRING-" -> "ABELGRP"*/
/*"DIFRING-" -> "CABMON"*/
/*"DIFRING-" -> "ABELMON"*/
/*"DIFRING-" -> "ABELSG"*/
/*"DIFRING-" -> "SETCAT"*/
/*"DIFRING-" -> "BASTYPE"*/
/*"DIFRING-" -> "KOERCE"*/
/*"DIFRING-" -> "SGROUP"*/
/*"DIFRING-" -> "MONOID"*/
"DIFRING-" -> "LMODULE/SGROUP"
/*"DIFRING-" -> "SINT"*/
/*"DIFRING-" -> "NNI"*/
/*"DIFRING-" -> "INT"*/

"DVARCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DVARCAT"]
"DVARCAT" -> "ORDSET"
/*"DVARCAT" -> "SETCAT"*/
/*"DVARCAT" -> "BASTYPE"*/
/*"DVARCAT" -> "KOERCE"*/
"DVARCAT" -> "RETRACT"
/*"DVARCAT" -> "NNI"*/
/*"DVARCAT" -> "INT"*/
/*"DVARCAT" -> "BOOLEAN"*/

"DVARCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DVARCAT"]
"DVARCAT-" -> "ORDSET"
/*"DVARCAT-" -> "SETCAT"*/
/*"DVARCAT-" -> "BASTYPE"*/
/*"DVARCAT-" -> "KOERCE"*/
"DVARCAT-" -> "RETRACT"
/*"DVARCAT-" -> "NNI"*/
/*"DVARCAT-" -> "INT"*/
/*"DVARCAT-" -> "BOOLEAN"*/

"ELEMFUN" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ELEMFUN"]
/*"ELEMFUN" -> "MONOID"*/
"ELEMFUN" -> "SGROUP"
/*"ELEMFUN" -> "SETCAT"*/
/*"ELEMFUN" -> "BASTYPE"*/
/*"ELEMFUN" -> "KOERCE"*/

"ELEMFUN-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ELEMFUN"]
/*"ELEMFUN-" -> "MONOID"*/
"ELEMFUN-" -> "SGROUP"
/*"ELEMFUN-" -> "SETCAT"*/
/*"ELEMFUN-" -> "BASTYPE"*/
/*"ELEMFUN-" -> "KOERCE"*/

"ESTOOLS2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ESTOOLS2"]
/*"ESTOOLS2" -> "RING"*/
/*"ESTOOLS2" -> "RNG"*/
/*"ESTOOLS2" -> "ABELGRP"*/
/*"ESTOOLS2" -> "CABMON"*/
/*"ESTOOLS2" -> "ABELMON"*/
/*"ESTOOLS2" -> "ABELSG"*/
/*"ESTOOLS2" -> "SETCAT"*/
/*"ESTOOLS2" -> "BASTYPE"*/
/*"ESTOOLS2" -> "KOERCE"*/
/*"ESTOOLS2" -> "SGROUP"*/
/*"ESTOOLS2" -> "MONOID"*/
"ESTOOLS2" -> "LMODULE/SGROUP"

"EVALAB" [color="#4488FF",href="bookvol10.2.pdf#nameddest=EVALAB"]
"EVALAB" -> "IEVALAB"
/*"EVALAB" -> "SETCAT"*/
/*"EVALAB" -> "BASTYPE"*/
/*"EVALAB" -> "KOERCE"*/

"EVALAB-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EVALAB"]
"EVALAB-" -> "IEVALAB"
/*"EVALAB-" -> "SETCAT"*/
/*"EVALAB-" -> "BASTYPE"*/
/*"EVALAB-" -> "KOERCE"*/

"FAMONC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FAMONC"]
/*"FAMONC" -> "CABMON"*/
/*"FAMONC" -> "ABELMON"*/
/*"FAMONC" -> "ABELSG"*/
/*"FAMONC" -> "SETCAT"*/
/*"FAMONC" -> "BASTYPE"*/
/*"FAMONC" -> "KOERCE"*/
"FAMONC" -> "RETRACT"

"FCOMP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FCOMP"]
"FCOMP" -> "ORDSET"
/*"FCOMP" -> "SETCAT"*/
/*"FCOMP" -> "BASTYPE"*/
/*"FCOMP" -> "KOERCE"*/
/*"FCOMP" -> "BOOLEAN"*/

"FEVALAB" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FEVALAB"]
/*"FEVALAB" -> "ELTAB"*/
/*"FEVALAB" -> "EVALAB"*/
"FEVALAB" -> "IEVALAB"
/*"FEVALAB" -> "SETCAT"*/
/*"FEVALAB" -> "BASTYPE"*/
/*"FEVALAB" -> "KOERCE"*/

"FEVALAB-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FEVALAB"]
/*"FEVALAB-" -> "ELTAB"*/
/*"FEVALAB-" -> "EVALAB"*/
"FEVALAB-" -> "IEVALAB"
/*"FEVALAB-" -> "SETCAT"*/
/*"FEVALAB-" -> "BASTYPE"*/
/*"FEVALAB-" -> "KOERCE"*/

"FMC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FMC"]
"FMC" -> "FORTCAT"
/*"FMC" -> "TYPE"*/
/*"FMC" -> "KOERCE"*/

"FMFUN" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FMFUN"]
"FMFUN" -> "FORTCAT"
/*"FMFUN" -> "TYPE"*/
/*"FMFUN" -> "KOERCE"*/

"FORTFN" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FORTFN"]
"FORTFN" -> "FORTCAT"
/*"FORTFN" -> "TYPE"*/
/*"FORTFN" -> "KOERCE"*/

"FPATMAB" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FPATMAB"]
/*"FPATMAB" -> "TYPE"*/
"FPATMAB" -> "PATMAB"
/*"FPATMAB" -> "SETCAT"*/
/*"FPATMAB" -> "BASTYPE"*/
/*"FPATMAB" -> "KOERCE"*/

"FVC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FVC"]
"FVC" -> "FORTCAT"
/*"FVC" -> "TYPE"*/
/*"FVC" -> "KOERCE"*/

"FVFUN" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FVFUN"]
"FVFUN" -> "FORTCAT"
/*"FVFUN" -> "TYPE"*/
/*"FVFUN" -> "KOERCE"*/

"GROUP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=GROUP"]
/*"GROUP" -> "MONOID"*/
"GROUP" -> "SGROUP"
/*"GROUP" -> "SETCAT"*/
/*"GROUP" -> "BASTYPE"*/
/*"GROUP" -> "KOERCE"*/
/*"GROUP" -> "INT"*/

"GROUP-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=GROUP"]
/*"GROUP-" -> "MONOID"*/
"GROUP-" -> "SGROUP"
/*"GROUP-" -> "SETCAT"*/
/*"GROUP-" -> "BASTYPE"*/
/*"GROUP-" -> "KOERCE"*/
/*"GROUP-" -> "INT"*/

"IDPAG" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IDPAG"]
/*"IDPAG" -> "ABELGRP"*/
/*"IDPAG" -> "CABMON"*/
/*"IDPAG" -> "ABELMON"*/
/*"IDPAG" -> "ABELSG"*/
/*"IDPAG" -> "SETCAT"*/
/*"IDPAG" -> "BASTYPE"*/ 
/*"IDPAG" -> "KOERCE"*/ 
"IDPAG" -> "IDPC"
"IDPAG" -> "ORDSET"
/*"IDPAG" -> "INT"*/
/*"IDPAG" -> "BOOLEAN"*/
/*"IDPAG" -> "LIST"*/
/*"IDPAG" -> "ILIST"*/

"IDPAM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IDPAM"]
/*"IDPAM" -> "ABELMON"*/
/*"IDPAM" -> "ABELSG"*/
/*"IDPAM" -> "SETCAT"*/
/*"IDPAM" -> "BASTYPE"*/
/*"IDPAM" -> "KOERCE"*/
"IDPAM" -> "IDPC"
"IDPAM" -> "ORDSET"
/*"IDPAM" -> "INT"*/
/*"IDPAM" -> "LIST"*/
/*"IDPAM" -> "ILIST"*/
/*"IDPAM" -> "BOOLEAN"*/
/*"IDPAM" -> "NNI"*/

"IDPO" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IDPO"]
"IDPO" -> "IDPC"
/*"IDPO" -> "SETCAT"*/
/*"IDPO" -> "BASTYPE"*/
/*"IDPO" -> "KOERCE"*/
"IDPO" -> "ORDSET"
/*"IDPO" -> "INT"*/
/*"IDPO" -> "LIST"*/
/*"IDPO" -> "BOOLEAN"*/
/*"IDPO" -> "ILIST"*/

"INCRMAPS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INCRMAPS"]
/*"INCRMAPS" -> "MONOID"*/
"INCRMAPS" -> "SGROUP"
/*"INCRMAPS" -> "SETCAT"*/
/*"INCRMAPS" -> "BASTYPE"*/
/*"INCRMAPS" -> "KOERCE"*/
/*"INCRMAPS" -> "ABELSG"*/

"INTRET" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTRET"]
"INTRET" -> "RETRACT"

"IXAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=IXAGG"]
/*"IXAGG" -> "HOAGG"*/
"IXAGG" -> "AGG"
/*"IXAGG" -> "TYPE"*/
/*"IXAGG" -> "SETCAT"*/
/*"IXAGG" -> "BASTYPE"*/
/*"IXAGG" -> "KOERCE"*/
/*"IXAGG" -> "EVALAB"*/
/*"IXAGG" -> "IEVALAB"*/
"IXAGG" -> "ELTAGG"
/*"IXAGG" -> "ELTAB"*/
"IXAGG" -> "ORDSET"

"IXAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IXAGG"]
/*"IXAGG-" -> "HOAGG"*/
"IXAGG-" -> "AGG"
/*"IXAGG-" -> "TYPE"*/
/*"IXAGG-" -> "SETCAT"*/
/*"IXAGG-" -> "BASTYPE"*/
/*"IXAGG-" -> "KOERCE"*/
/*"IXAGG-" -> "EVALAB"*/
/*"IXAGG-" -> "IEVALAB"*/
"IXAGG-" -> "ELTAGG"
/*"IXAGG-" -> "ELTAB"*/
"IXAGG-" -> "ORDSET"

"KERNEL2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=KERNEL2"]
"KERNEL2" -> "ORDSET"
/*"KERNEL2" -> "SETCAT"*/
/*"KERNEL2" -> "BASTYPE"*/
/*"KERNEL2" -> "KOERCE"*/
/*"KERNEL2" -> "INT"*/
/*"KERNEL2" -> "LIST"*/
/*"KERNEL2" -> "NNI"*/

"LALG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=LALG"]
/*"LALG" -> "RING"*/
/*"LALG" -> "RNG"*/
/*"LALG" -> "ABELGRP"*/
/*"LALG" -> "CABMON"*/
/*"LALG" -> "ABELMON"*/
/*"LALG" -> "ABELSG"*/
/*"LALG" -> "SETCAT"*/
/*"LALG" -> "BASTYPE"*/
/*"LALG" -> "KOERCE"*/
/*"LALG" -> "SGROUP"*/
/*"LALG" -> "MONOID"*/
"LALG" -> "LMODULE/SGROUP"

"LALG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LALG"]
/*"LALG-" -> "RING"*/
/*"LALG-" -> "RNG"*/
/*"LALG-" -> "ABELGRP"*/
/*"LALG-" -> "CABMON"*/
/*"LALG-" -> "ABELMON"*/
/*"LALG-" -> "ABELSG"*/
/*"LALG-" -> "SETCAT"*/
/*"LALG-" -> "BASTYPE"*/
/*"LALG-" -> "KOERCE"*/
/*"LALG-" -> "SGROUP"*/
/*"LALG-" -> "MONOID"*/
"LALG-" -> "LMODULE/SGROUP"

"LINEXP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=LINEXP"]
/*"LINEXP" -> "RING"*/
/*"LINEXP" -> "RNG"*/
/*"LINEXP" -> "ABELGRP"*/
/*"LINEXP" -> "CABMON"*/
/*"LINEXP" -> "ABELMON"*/
/*"LINEXP" -> "ABELSG"*/
/*"LINEXP" -> "SETCAT"*/
/*"LINEXP" -> "BASTYPE"*/
/*"LINEXP" -> "KOERCE"*/
/*"LINEXP" -> "SGROUP"*/
/*"LINEXP" -> "MONOID"*/
"LINEXP" -> "LMODULE/SGROUP"

"MODMONOM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MODMONOM"]
"MODMONOM" -> "ORDSET"
/*"MODMONOM" -> "SETCAT"*/
/*"MODMONOM" -> "BASTYPE"*/
/*"MODMONOM" -> "KOERCE"*/

"MONADWU" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MONADWU"]
"MONADWU" -> "MONAD"
/*"MONADWU" -> "SETCAT"*/
/*"MONADWU" -> "BASTYPE"*/
/*"MONADWU" -> "KOERCE"*/
/*"MONADWU" -> "NNI"*/
/*"MONADWU" -> "INT"*/
/*"MONADWU" -> "SINT"*/

"MONADWU-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MONADWU"]
"MONADWU-" -> "MONAD"
/*"MONADWU-" -> "SETCAT"*/
/*"MONADWU-" -> "BASTYPE"*/
/*"MONADWU-" -> "KOERCE"*/
/*"MONADWU-" -> "NNI"*/
/*"MONADWU-" -> "INT"*/
/*"MONADWU-" -> "SINT"*/

"MONOID" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MONOID",
          shape=ellipse]
"MONOID" -> "SGROUP"
/*"MONOID" -> "SETCAT"*/
/*"MONOID" -> "BASTYPE"*/
/*"MONOID" -> "KOERCE"*/
/*"MONOID" -> "NNI"*/
/*"MONOID" -> "INT"*/

"MONOID-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MONOID",
          shape=ellipse]
"MONOID-" -> "SGROUP"
/*"MONOID-" -> "SETCAT"*/
/*"MONOID-" -> "BASTYPE"*/
/*"MONOID-" -> "KOERCE"*/
/*"MONOID-" -> "NNI"*/
/*"MONOID-" -> "INT"*/

"MRF2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MRF2"]
/*"MRF2" -> "RING"*/
/*"MRF2" -> "RNG"*/
/*"MRF2" -> "ABELGRP"*/
/*"MRF2" -> "CABMON"*/
/*"MRF2" -> "ABELMON"*/
/*"MRF2" -> "ABELSG"*/
/*"MRF2" -> "SETCAT"*/
/*"MRF2" -> "BASTYPE"*/
/*"MRF2" -> "KOERCE"*/
/*"MRF2" -> "SGROUP"*/
/*"MRF2" -> "MONOID"*/
"MRF2" -> "LMODULE/SGROUP"

"NARNG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=NARNG"]
/*"NARNG" -> "ABELGRP"*/
/*"NARNG" -> "CABMON"*/
/*"NARNG" -> "ABELMON"*/
/*"NARNG" -> "ABELSG"*/
/*"NARNG" -> "SETCAT"*/
/*"NARNG" -> "BASTYPE"*/
/*"NARNG" -> "KOERCE"*/
"NARNG" -> "MONAD"

"NARNG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=NARNG"]
/*"NARNG-" -> "ABELGRP"*/
/*"NARNG-" -> "CABMON"*/
/*"NARNG-" -> "ABELMON"*/
/*"NARNG-" -> "ABELSG"*/
/*"NARNG-" -> "SETCAT"*/
/*"NARNG-" -> "BASTYPE"*/
/*"NARNG-" -> "KOERCE"*/
"NARNG-" -> "MONAD"

"NSUP2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NSUP2"]
/*"NSUP2" -> "RING"*/
/*"NSUP2" -> "RNG"*/
/*"NSUP2" -> "ABELGRP"*/
/*"NSUP2" -> "CABMON"*/
/*"NSUP2" -> "ABELMON"*/
/*"NSUP2" -> "ABELSG"*/
/*"NSUP2" -> "SETCAT"*/
/*"NSUP2" -> "BASTYPE"*/
/*"NSUP2" -> "KOERCE"*/
/*"NSUP2" -> "SGROUP"*/
/*"NSUP2" -> "MONOID"*/
"NSUP2" -> "LMODULE/SGROUP"

"OASGP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OASGP"]
"OASGP" -> "ORDSET"
/*"OASGP" -> "SETCAT"*/
/*"OASGP" -> "BASTYPE"*/
/*"OASGP" -> "KOERCE"*/
/*"OASGP" -> "ABELMON"*/
/*"OASGP" -> "ABELSG"*/

"ODVAR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ODVAR"]
/*"ODVAR" -> "DVARCAT"*/
"ODVAR" -> "ORDSET"
/*"ODVAR" -> "SETCAT"*/
/*"ODVAR" -> "BASTYPE"*/
/*"ODVAR" -> "KOERCE"*/
"ODVAR" -> "RETRACT"

"OPQUERY" [color="#FF4488",href="bookvol10.4.pdf#nameddest=OPQUERY"]
"OPQUERY" -> "ORDSET"
/*"OPQUERY" -> "SETCAT"*/
/*"OPQUERY" -> "BASTYPE"*/
/*"OPQUERY" -> "KOERCE"*/

"ORDFIN" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ORDFIN"]
"ORDFIN" -> "ORDSET"
/*"ORDFIN" -> "SETCAT"*/
/*"ORDFIN" -> "BASTYPE"*/
/*"ORDFIN" -> "KOERCE"*/
"ORDFIN" -> "FINITE"

"ORDMON" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ORDMON"]
"ORDMON" -> "ORDSET"
/*"ORDMON" -> "SETCAT"*/
/*"ORDMON" -> "BASTYPE"*/
/*"ORDMON" -> "KOERCE"*/
/*"ORDMON" -> "MONOID"*/
"ORDMON" -> "SGROUP"

"PATMATCH" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PATMATCH"]
/*"PATMATCH" -> "SETCAT"*/
/*"PATMATCH" -> "BASTYPE"*/
/*"PATMATCH" -> "KOERCE"*/
"PATMATCH" -> "PATMAB"
/*"PATMATCH" -> "KONVERT"*/
/*"PATMATCH" -> "BOOLEAN"*/
"PATMATCH" -> "RETRACT"
/*"PATMATCH" -> "INT"*/
/*"PATMATCH" -> "LIST"*/
/*"PATMATCH" -> "ILIST"*/
/*"PATMATCH" -> "RING"*/
/*"PATMATCH" -> "RNG"*/
/*"PATMATCH" -> "ABELGRP"*/
/*"PATMATCH" -> "CABMON"*/
/*"PATMATCH" -> "ABELMON"*/
/*"PATMATCH" -> "ABELSG"*/
/*"PATMATCH" -> "SGROUP"*/
/*"PATMATCH" -> "MONOID"*/
"PATMATCH" -> "LMODULE/SGROUP"

"PDRING"  [color="#4488FF",href="bookvol10.2.pdf#nameddest=PDRING"]
/*"PDRING" -> "RING"*/
/*"PDRING" -> "RNG"*/
/*"PDRING" -> "ABELGRP"*/
/*"PDRING" -> "CABMON"*/
/*"PDRING" -> "ABELMON"*/
/*"PDRING" -> "ABELSG"*/
/*"PDRING" -> "SETCAT"*/
/*"PDRING" -> "BASTYPE"*/
/*"PDRING" -> "KOERCE"*/
/*"PDRING" -> "SGROUP"*/
/*"PDRING" -> "MONOID"*/
"PDRING" -> "LMODULE/SGROUP"
/*"PDRING" -> "SINT"*/
/*"PDRING" -> "NNI"*/
/*"PDRING" -> "INT"*/

"PDRING-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PDRING"]
/*"PDRING-" -> "RING"*/
/*"PDRING-" -> "RNG"*/
/*"PDRING-" -> "ABELGRP"*/
/*"PDRING-" -> "CABMON"*/
/*"PDRING-" -> "ABELMON"*/
/*"PDRING-" -> "ABELSG"*/
/*"PDRING-" -> "SETCAT"*/
/*"PDRING-" -> "BASTYPE"*/
/*"PDRING-" -> "KOERCE"*/
/*"PDRING-" -> "SGROUP"*/
/*"PDRING-" -> "MONOID"*/
"PDRING-" -> "LMODULE/SGROUP"
/*"PDRING-" -> "SINT"*/
/*"PDRING-" -> "NNI"*/
/*"PDRING-" -> "INT"*/

"PERMCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PERMCAT"]
/*"PERMCAT" -> "GROUP"*/
/*"PERMCAT" -> "MONOID"*/
"PERMCAT" -> "SGROUP"
/*"PERMCAT" -> "SETCAT"*/
/*"PERMCAT" -> "BASTYPE"*/
/*"PERMCAT" -> "KOERCE"*/
"PERMCAT" -> "ORDSET"
"PERMCAT" -> "FINITE"

"PI" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PI",
          shape=ellipse]
/*"PI" -> "ABELSG"*/
/*"PI" -> "SETCAT"*/
/*"PI" -> "BASTYPE"*/
/*"PI" -> "KOERCE"*/
"PI" -> "ORDSET"
/*"PI" -> "MONOID"*/
"PI" -> "SGROUP"
/*"PI" -> "NNI"*/
/*"PI" -> "INT"*/

"RING" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RING",
          shape=ellipse]
/*"RING" -> "RING"*/
/*"RING" -> "RNG"*/
/*"RING" -> "ABELGRP"*/
/*"RING" -> "CABMON"*/
/*"RING" -> "ABELMON"*/
/*"RING" -> "ABELSG"*/
/*"RING" -> "SETCAT"*/
/*"RING" -> "BASTYPE"*/
/*"RING" -> "KOERCE"*/
/*"RING" -> "SGROUP"*/
/*"RING" -> "MONOID"*/
"RING" -> "LMODULE/SGROUP"

"RING-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RING",
          shape=ellipse]
/*"RING-" -> "RING"*/
/*"RING-" -> "RNG"*/
/*"RING-" -> "ABELGRP"*/
/*"RING-" -> "CABMON"*/
/*"RING-" -> "ABELMON"*/
/*"RING-" -> "ABELSG"*/
/*"RING-" -> "SETCAT"*/
/*"RING-" -> "BASTYPE"*/
/*"RING-" -> "KOERCE"*/
/*"RING-" -> "SGROUP"*/
/*"RING-" -> "MONOID"*/
"RING-" -> "LMODULE/SGROUP"

"RNG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RNG",
          shape=ellipse]
/*"RNG" -> "ABELGRP"*/
/*"RNG" -> "CABMON"*/
/*"RNG" -> "ABELMON"*/
/*"RNG" -> "ABELSG"*/
/*"RNG" -> "SETCAT"*/
/*"RNG" -> "BASTYPE"*/
/*"RNG" -> "KOERCE"*/
"RNG" -> "SGROUP"

"SDVAR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SDVAR"]
/*"SDVAR" -> "DVARCAT"*/
"SDVAR" -> "ORDSET"
/*"SDVAR" -> "SETCAT"*/
/*"SDVAR" -> "BASTYPE"*/
/*"SDVAR" -> "KOERCE"*/
"SDVAR" -> "RETRACT"
/*"SDVAR" -> "NNI"*/
/*"SDVAR" -> "INT"*/

"SEGXCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SEGXCAT"]
"SEGXCAT" -> "SEGCAT"
/*"SEGXCAT" -> "TYPE"*/

"SUP2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SUP2"]
/*"SUP2" -> "RING"*/
/*"SUP2" -> "RNG"*/
/*"SUP2" -> "ABELGRP"*/
/*"SUP2" -> "CABMON"*/
/*"SUP2" -> "ABELMON"*/
/*"SUP2" -> "ABELSG"*/
/*"SUP2" -> "SETCAT"*/
/*"SUP2" -> "BASTYPE"*/
/*"SUP2" -> "KOERCE"*/
/*"SUP2" -> "SGROUP"*/
/*"SUP2" -> "MONOID"*/
"SUP2" -> "LMODULE/SGROUP"

"TRIGCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=TRIGCAT"]
/*"TRIGCAT" -> "RING"*/
/*"TRIGCAT" -> "RNG"*/
/*"TRIGCAT" -> "ABELGRP"*/
/*"TRIGCAT" -> "CABMON"*/
/*"TRIGCAT" -> "ABELMON"*/
/*"TRIGCAT" -> "ABELSG"*/
/*"TRIGCAT" -> "SETCAT"*/
/*"TRIGCAT" -> "BASTYPE"*/
/*"TRIGCAT" -> "KOERCE"*/
/*"TRIGCAT" -> "SGROUP"*/
/*"TRIGCAT" -> "MONOID"*/
"TRIGCAT" -> "LMODULE/SGROUP"

"TRIGCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TRIGCAT"]
/*"TRIGCAT-" -> "RING"*/
/*"TRIGCAT-" -> "RNG"*/
/*"TRIGCAT-" -> "ABELGRP"*/
/*"TRIGCAT-" -> "CABMON"*/
/*"TRIGCAT-" -> "ABELMON"*/
/*"TRIGCAT-" -> "ABELSG"*/
/*"TRIGCAT-" -> "SETCAT"*/
/*"TRIGCAT-" -> "BASTYPE"*/
/*"TRIGCAT-" -> "KOERCE"*/
/*"TRIGCAT-" -> "SGROUP"*/
/*"TRIGCAT-" -> "MONOID"*/
"TRIGCAT-" -> "LMODULE/SGROUP"

"ULS2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ULS2"]
/*"ULS2" -> "RING"*/
/*"ULS2" -> "RNG"*/
/*"ULS2" -> "ABELGRP"*/
/*"ULS2" -> "CABMON"*/
/*"ULS2" -> "ABELMON"*/
/*"ULS2" -> "ABELSG"*/
/*"ULS2" -> "SETCAT"*/
/*"ULS2" -> "BASTYPE"*/
/*"ULS2" -> "KOERCE"*/
/*"ULS2" -> "SGROUP"*/
/*"ULS2" -> "MONOID"*/
"ULS2" -> "LMODULE/SGROUP"

"UP2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UP2"]
/*"UP2" -> "RING"*/
/*"UP2" -> "RNG"*/
/*"UP2" -> "ABELGRP"*/
/*"UP2" -> "CABMON"*/
/*"UP2" -> "ABELMON"*/
/*"UP2" -> "ABELSG"*/
/*"UP2" -> "SETCAT"*/
/*"UP2" -> "BASTYPE"*/
/*"UP2" -> "KOERCE"*/
/*"UP2" -> "SGROUP"*/
/*"UP2" -> "MONOID"*/
"UP2" -> "LMODULE/SGROUP"

/* layer 3 */
/* depends on: BMODULE CACHSET ELEMFUN EVALAB GROUP IXAGG MONADWU NARNG */
/* OASGP PDRING */

"AUTOMOR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=AUTOMOR"]
"AUTOMOR" -> "GROUP"
/*"AUTOMOR" -> "MONOID"*/
/*"AUTOMOR" -> "SGROUP"*/
/*"AUTOMOR" -> "SETCAT"*/
/*"AUTOMOR" -> "BASTYPE"*/
/*"AUTOMOR" -> "KOERCE"*/
/*"AUTOMOR" -> "ELTAB"*/
/*"AUTOMOR" -> "RING"*/
/*"AUTOMOR" -> "RNG"*/
/*"AUTOMOR" -> "ABELGRP"*/
/*"AUTOMOR" -> "CABMON"*/
/*"AUTOMOR" -> "ABELMON"*/
/*"AUTOMOR" -> "ABELSG"*/
/*"AUTOMOR" -> "LMODULE"*/
/*"AUTOMOR" -> "INT"*/
/*"AUTOMOR" -> "SINT"*/
/*"AUTOMOR" -> "NNI"*/

"BGAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=BGAGG"]
/*"BGAGG" -> "HOAGG"*/
/*"BGAGG" -> "AGG"*/
/*"BGAGG" -> "TYPE"*/
/*"BGAGG" -> "SETCAT"*/
/*"BGAGG" -> "BASTYPE"*/
/*"BGAGG" -> "KOERCE"*/
"BGAGG" -> "EVALAB"
/*"BGAGG" -> "IEVALAB"*/

"BGAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BGAGG"]
/*"BGAGG-" -> "HOAGG"*/
/*"BGAGG-" -> "AGG"*/
/*"BGAGG-" -> "TYPE"*/
/*"BGAGG-" -> "SETCAT"*/
/*"BGAGG-" -> "BASTYPE"*/
/*"BGAGG-" -> "KOERCE"*/
"BGAGG-" -> "EVALAB"
/*"BGAGG-" -> "IEVALAB"*/

"BRAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=BRAGG"]
/*"BRAGG" -> "RCAGG"*/
/*"BRAGG" -> "HOAGG"*/
/*"BRAGG" -> "AGG"*/
/*"BRAGG" -> "TYPE"*/
/*"BRAGG" -> "SETCAT"*/
/*"BRAGG" -> "BASTYPE"*/
/*"BRAGG" -> "KOERCE"*/
"BRAGG" -> "EVALAB"
/*"BRAGG" -> "IEVALAB"*/
/*"BRAGG" -> "BOOLEAN"*/
/*"BRAGG" -> "INT"*/
/*"BRAGG" -> "LIST"*/
/*"BRAGG" -> "ILIST"*/
/*"BRAGG" -> "LSAGG-"*/
/*"BRAGG" -> "STAGG-"*/
/*"BRAGG" -> "SETAGG"*/
/*"BRAGG" -> "CLAGG"*/
/*"BRAGG" -> "KONVERT"*/
/*"BRAGG" -> "NNI"*/

"BRAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BRAGG"]
/*"BRAGG-" -> "RCAGG"*/
/*"BRAGG-" -> "HOAGG"*/
/*"BRAGG-" -> "AGG"*/
/*"BRAGG-" -> "TYPE"*/
/*"BRAGG-" -> "SETCAT"*/
/*"BRAGG-" -> "BASTYPE"*/
/*"BRAGG-" -> "KOERCE"*/
"BRAGG-" -> "EVALAB"
/*"BRAGG-" -> "IEVALAB"*/
/*"BRAGG-" -> "BOOLEAN"*/
/*"BRAGG-" -> "INT"*/
/*"BRAGG-" -> "LIST"*/
/*"BRAGG-" -> "ILIST"*/
/*"BRAGG-" -> "LSAGG-"*/
/*"BRAGG-" -> "STAGG-"*/
/*"BRAGG-" -> "SETAGG"*/
/*"BRAGG-" -> "CLAGG"*/
/*"BRAGG-" -> "KONVERT"*/
/*"BRAGG-" -> "NNI"*/

"CARTEN2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CARTEN2"]
/*"CARTEN2" -> "COMRING"*/
/*"CARTEN2" -> "RING"*/
/*"CARTEN2" -> "RNG"*/
/*"CARTEN2" -> "ABELGRP"*/
/*"CARTEN2" -> "CABMON"*/
/*"CARTEN2" -> "ABELMON"*/
/*"CARTEN2" -> "ABELSG"*/
/*"CARTEN2" -> "SETCAT"*/
/*"CARTEN2" -> "BASTYPE"*/
/*"CARTEN2" -> "KOERCE"*/
/*"CARTEN2" -> "SGROUP"*/
/*"CARTEN2" -> "MONOID"*/
/*"CARTEN2" -> "LMODULE"*/
"CARTEN2" -> "BMODULE"
/*"CARTEN2" -> "RMODULE"*/

"CHARPOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CHARPOL"]
/*"CHARPOL" -> "COMRING"*/
/*"CHARPOL" -> "RING"*/
/*"CHARPOL" -> "RNG"*/
/*"CHARPOL" -> "ABELGRP"*/
/*"CHARPOL" -> "CABMON"*/
/*"CHARPOL" -> "ABELMON"*/
/*"CHARPOL" -> "ABELSG"*/
/*"CHARPOL" -> "SETCAT"*/
/*"CHARPOL" -> "BASTYPE"*/
/*"CHARPOL" -> "KOERCE"*/
/*"CHARPOL" -> "SGROUP"*/
/*"CHARPOL" -> "MONOID"*/
/*"CHARPOL" -> "LMODULE"*/
"CHARPOL" -> "BMODULE"
/*"CHARPOL" -> "RMODULE"*/
/*"CHARPOL" -> "NNI"*/
/*"CHARPOL" -> "INT"*/
/*"CHARPOL" -> "SINT"*/
/*"CHARPOL" -> "PI"*/

"COMPLEX2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=COMPLEX2"]
/*"COMPLEX2" -> "COMRING"*/
/*"COMPLEX2" -> "RING"*/
/*"COMPLEX2" -> "RNG"*/
/*"COMPLEX2" -> "ABELGRP"*/
/*"COMPLEX2" -> "CABMON"*/
/*"COMPLEX2" -> "ABELMON"*/
/*"COMPLEX2" -> "ABELSG"*/
/*"COMPLEX2" -> "SETCAT"*/
/*"COMPLEX2" -> "BASTYPE"*/
/*"COMPLEX2" -> "KOERCE"*/
/*"COMPLEX2" -> "SGROUP"*/
/*"COMPLEX2" -> "MONOID"*/
/*"COMPLEX2" -> "LMODULE"*/
"COMPLEX2" -> "BMODULE"
/*"COMPLEX2" -> "RMODULE"*/

"COMRING" [color="#4488FF",href="bookvol10.2.pdf#nameddest=COMRING",
           shape=ellipse]
/*"COMRING" -> "COMRING"*/
/*"COMRING" -> "RING"*/
/*"COMRING" -> "RNG"*/
/*"COMRING" -> "ABELGRP"*/
/*"COMRING" -> "CABMON"*/
/*"COMRING" -> "ABELMON"*/
/*"COMRING" -> "ABELSG"*/
/*"COMRING" -> "SETCAT"*/
/*"COMRING" -> "BASTYPE"*/
/*"COMRING" -> "KOERCE"*/
/*"COMRING" -> "SGROUP"*/
/*"COMRING" -> "MONOID"*/
/*"COMRING" -> "LMODULE"*/
"COMRING" -> "BMODULE"
/*"COMRING" -> "RMODULE"*/

"DIFEXT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DIFEXT"]
/*"DIFEXT" -> "RING"*/
/*"DIFEXT" -> "RNG"*/
/*"DIFEXT" -> "ABELGRP"*/
/*"DIFEXT" -> "CABMON"*/
/*"DIFEXT" -> "ABELMON"*/
/*"DIFEXT" -> "ABELSG"*/
/*"DIFEXT" -> "SETCAT"*/
/*"DIFEXT" -> "BASTYPE"*/
/*"DIFEXT" -> "KOERCE"*/ 
/*"DIFEXT" -> "SGROUP"*/ 
/*"DIFEXT" -> "MONOID"*/
/*"DIFEXT" -> "LMODULE"*/ 
/*"DIFEXT" -> "DIFRING"*/
"DIFEXT" -> "PDRING"
/*"DIFEXT" -> "SINT"*/
/*"DIFEXT" -> "NNI"*/
/*"DIFEXT" -> "INT"*/

"DIFEXT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DIFEXT"]
/*"DIFEXT-" -> "RING"*/
/*"DIFEXT-" -> "RNG"*/
/*"DIFEXT-" -> "ABELGRP"*/
/*"DIFEXT-" -> "CABMON"*/
/*"DIFEXT-" -> "ABELMON"*/
/*"DIFEXT-" -> "ABELSG"*/
/*"DIFEXT-" -> "SETCAT"*/
/*"DIFEXT-" -> "BASTYPE"*/
/*"DIFEXT-" -> "KOERCE"*/
/*"DIFEXT-" -> "SGROUP"*/
/*"DIFEXT-" -> "MONOID"*/
/*"DIFEXT-" -> "LMODULE"*/
/*"DIFEXT-" -> "DIFRING"*/
"DIFEXT-" -> "PDRING"
/*"DIFEXT-" -> "SINT"*/
/*"DIFEXT-" -> "NNI"*/
/*"DIFEXT-" -> "INT"*/

"DLAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DLAGG"]
/*"DLAGG" -> "RCAGG"*/
/*"DLAGG" -> "HOAGG"*/
/*"DLAGG" -> "AGG"*/
/*"DLAGG" -> "TYPE"*/
/*"DLAGG" -> "SETCAT"*/
/*"DLAGG" -> "BASTYPE"*/
/*"DLAGG" -> "KOERCE"*/
"DLAGG" -> "EVALAB"
/*"DLAGG" -> "IEVALAB"*/

"ELAGG"  [color="#4488FF",href="bookvol10.2.pdf#nameddest=ELAGG"]
/*"ELAGG" -> "LNAGG"*/
"ELAGG" -> "IXAGG"
/*"ELAGG" -> "HOAGG"*/
/*"ELAGG" -> "AGG"*/
/*"ELAGG" -> "TYPE"*/
/*"ELAGG" -> "SETCAT"*/
/*"ELAGG" -> "BASTYPE"*/
/*"ELAGG" -> "KOERCE"*/
"ELAGG" -> "EVALAB"
/*"ELAGG" -> "IEVALAB"*/
/*"ELAGG" -> "ELTAGG"*/
/*"ELAGG" -> "ELTAB"*/
/*"ELAGG" -> "CLAGG"*/
/*"ELAGG" -> "KONVERT"*/
/*"ELAGG" -> "NNI"*/
/*"ELAGG" -> "INT"*/
/*"ELAGG" -> "ORDSET"*/

"ELAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ELAGG"]
/*"ELAGG-" -> "LNAGG"*/
"ELAGG-" -> "IXAGG"
/*"ELAGG-" -> "HOAGG"*/
/*"ELAGG-" -> "AGG"*/
/*"ELAGG-" -> "TYPE"*/
/*"ELAGG-" -> "SETCAT"*/
/*"ELAGG-" -> "BASTYPE"*/
/*"ELAGG-" -> "KOERCE"*/
"ELAGG-" -> "EVALAB"
/*"ELAGG-" -> "IEVALAB"*/
/*"ELAGG-" -> "ELTAGG"*/
/*"ELAGG-" -> "ELTAB"*/
/*"ELAGG-" -> "CLAGG"*/
/*"ELAGG-" -> "KONVERT"*/
/*"ELAGG-" -> "NNI"*/
/*"ELAGG-" -> "INT"*/
/*"ELAGG-" -> "ORDSET"*/

/* Note that ENTIRER has a circular self reference */
"ENTIRER" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ENTIRER",
           shape=ellipse]
/*"ENTIRER" -> "ENTIRER"*/
/*"ENTIRER" -> "RING"*/
/*"ENTIRER" -> "RNG"*/
/*"ENTIRER" -> "ABELGRP"*/
/*"ENTIRER" -> "CABMON"*/
/*"ENTIRER" -> "ABELMON"*/
/*"ENTIRER" -> "ABELSG"*/
/*"ENTIRER" -> "SETCAT"*/
/*"ENTIRER" -> "BASTYPE"*/
/*"ENTIRER" -> "KOERCE"*/
/*"ENTIRER" -> "SGROUP"*/
/*"ENTIRER" -> "MONOID"*/
/*"ENTIRER" -> "LMODULE"*/
"ENTIRER" -> "BMODULE"
/*"ENTIRER" -> "RMODULE"*/

"ES1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ES1"]
/*"ES1" -> "ES"*/
/*"ES1" -> "ORDSET"*/
/*"ES1" -> "SETCAT"*/
/*"ES1" -> "BASTYPE"*/
/*"ES1" -> "KOERCE"*/
/*"ES1" -> "RETRACT"*/
/*"ES1" -> "IEVALAB"*/
"ES1" -> "EVALAB"
/*"ES1" -> "TYPE"*/

"ES2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ES2"]
/*"ES2" -> "ES"*/
/*"ES2" -> "ORDSET"*/
/*"ES2" -> "SETCAT"*/
/*"ES2" -> "BASTYPE"*/
/*"ES2" -> "KOERCE"*/
/*"ES2" -> "RETRACT"*/
/*"ES2" -> "IEVALAB"*/
"ES2" -> "EVALAB"

"GRMOD" [color="#4488FF",href="bookvol10.2.pdf#nameddest=GRMOD"]
/*"GRMOD" -> "SETCAT"*/
/*"GRMOD" -> "BASTYPE"*/
/*"GRMOD" -> "KOERCE"*/
/*"GRMOD" -> "COMRING"*/
/*"GRMOD" -> "RING"*/
/*"GRMOD" -> "RNG"*/
/*"GRMOD" -> "ABELGRP"*/
/*"GRMOD" -> "CABMON"*/
/*"GRMOD" -> "ABELMON"*/
/*"GRMOD" -> "ABELSG"*/
/*"GRMOD" -> "SGROUP"*/
/*"GRMOD" -> "MONOID"*/
/*"GRMOD" -> "LMODULE"*/
"GRMOD" -> "BMODULE"
/*"GRMOD" -> "RMODULE"*/

"GRMOD-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=GRMOD"]
/*"GRMOD-" -> "SETCAT"*/
/*"GRMOD-" -> "BASTYPE"*/
/*"GRMOD-" -> "KOERCE"*/
/*"GRMOD-" -> "COMRING"*/
/*"GRMOD-" -> "RING"*/
/*"GRMOD-" -> "RNG"*/
/*"GRMOD-" -> "ABELGRP"*/
/*"GRMOD-" -> "CABMON"*/
/*"GRMOD-" -> "ABELMON"*/
/*"GRMOD-" -> "ABELSG"*/
/*"GRMOD-" -> "SGROUP"*/
/*"GRMOD-" -> "MONOID"*/
/*"GRMOD-" -> "LMODULE"*/
"GRMOD-" -> "BMODULE"
/*"GRMOD-" -> "RMODULE"*/

"HYPCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=HYPCAT"]
/*"HYPCAT" -> "RING"*/
/*"HYPCAT" -> "RNG"*/
/*"HYPCAT" -> "ABELGRP"*/
/*"HYPCAT" -> "CABMON"*/
/*"HYPCAT" -> "ABELMON"*/
/*"HYPCAT" -> "ABELSG"*/
/*"HYPCAT" -> "SETCAT"*/
/*"HYPCAT" -> "BASTYPE"*/
/*"HYPCAT" -> "KOERCE"*/
/*"HYPCAT" -> "SGROUP"*/
/*"HYPCAT" -> "MONOID"*/
/*"HYPCAT" -> "LMODULE"*/
"HYPCAT" -> "ELEMFUN"

"HYPCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=HYPCAT"]
/*"HYPCAT-" -> "RING"*/
/*"HYPCAT-" -> "RNG"*/
/*"HYPCAT-" -> "ABELGRP"*/
/*"HYPCAT-" -> "CABMON"*/
/*"HYPCAT-" -> "ABELMON"*/
/*"HYPCAT-" -> "ABELSG"*/
/*"HYPCAT-" -> "SETCAT"*/
/*"HYPCAT-" -> "BASTYPE"*/
/*"HYPCAT-" -> "KOERCE"*/
/*"HYPCAT-" -> "SGROUP"*/
/*"HYPCAT-" -> "MONOID"*/
/*"HYPCAT-" -> "LMODULE"*/
"HYPCAT-" -> "ELEMFUN"

"MKCHSET" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MKCHSET"]
"MKCHSET" -> "CACHSET"
/*"MKCHSET" -> "ORDSET"*/
/*"MKCHSET" -> "SETCAT"*/
/*"MKCHSET" -> "BASTYPE"*/
/*"MKCHSET" -> "KOERCE"*/
/*"MKCHSET" -> "NNI"*/
/*"MKCHSET" -> "INT"*/

"MODRING" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MODRING"]
/*"MODRING" -> "RING"*/
/*"MODRING" -> "RNG"*/
/*"MODRING" -> "ABELGRP"*/
/*"MODRING" -> "CABMON"*/
/*"MODRING" -> "ABELMON"*/
/*"MODRING" -> "ABELSG"*/
/*"MODRING" -> "SETCAT"*/
/*"MODRING" -> "BASTYPE"*/
/*"MODRING" -> "KOERCE"*/
/*"MODRING" -> "SGROUP"*/
/*"MODRING" -> "MONOID"*/
/*"MODRING" -> "LMODULE"*/
/*"MODRING" -> "COMRING"*/
"MODRING" -> "BMODULE"
/*"MODRING" -> "RMODULE"*/
/*"MODRING" -> "BOOLEAN"*/

"MODULE" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MODULE"]
/*"MODULE" -> "COMRING"*/
/*"MODULE" -> "RING"*/
/*"MODULE" -> "RNG"*/
/*"MODULE" -> "ABELGRP"*/
/*"MODULE" -> "CABMON"*/
/*"MODULE" -> "ABELMON"*/
/*"MODULE" -> "ABELSG"*/
/*"MODULE" -> "SETCAT"*/
/*"MODULE" -> "BASTYPE"*/
/*"MODULE" -> "KOERCE"*/
/*"MODULE" -> "SGROUP"*/
/*"MODULE" -> "MONOID"*/
/*"MODULE" -> "LMODULE"*/
"MODULE" -> "BMODULE"
/*"MODULE" -> "RMODULE"*/

"MODULE-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MODULE"]
/*"MODULE-" -> "COMRING"*/
/*"MODULE-" -> "RING"*/
/*"MODULE-" -> "RNG"*/
/*"MODULE-" -> "ABELGRP"*/
/*"MODULE-" -> "CABMON"*/
/*"MODULE-" -> "ABELMON"*/
/*"MODULE-" -> "ABELSG"*/
/*"MODULE-" -> "SETCAT"*/
/*"MODULE-" -> "BASTYPE"*/
/*"MODULE-" -> "KOERCE"*/
/*"MODULE-" -> "SGROUP"*/
/*"MODULE-" -> "MONOID"*/
/*"MODULE-" -> "LMODULE"*/
"MODULE-" -> "BMODULE"
/*"MODULE-" -> "RMODULE"*/

"NASRING" [color="#4488FF",href="bookvol10.2.pdf#nameddest=NASRING"]
"NASRING" -> "NARNG"
/*"NASRING" -> "ABELGRP"*/
/*"NASRING" -> "CABMON"*/
/*"NASRING" -> "ABELMON"*/
/*"NASRING" -> "ABELSG"*/
/*"NASRING" -> "SETCAT"*/
/*"NASRING" -> "BASTYPE"*/
/*"NASRING" -> "KOERCE"*/
/*"NASRING" -> "MONAD"*/
"NASRING" -> "MONADWU"

"NASRING-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=NASRING"]
"NASRING-" -> "NARNG"
/*"NASRING-" -> "ABELGRP"*/
/*"NASRING-" -> "CABMON"*/
/*"NASRING-" -> "ABELMON"*/
/*"NASRING-" -> "ABELSG"*/
/*"NASRING-" -> "SETCAT"*/
/*"NASRING-" -> "BASTYPE"*/
/*"NASRING-" -> "KOERCE"*/
/*"NASRING-" -> "MONAD"*/
"NASRING-" -> "MONADWU"

"OAMON" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OAMON"]
"OAMON" -> "OASGP"
/*"OAMON" -> "ORDSET"*/
/*"OAMON" -> "SETCAT"*/
/*"OAMON" -> "BASTYPE"*/
/*"OAMON" -> "KOERCE"*/
/*"OAMON" -> "ABELMON"*/
/*"OAMON" -> "ABELSG"*/

"SETAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SETAGG",
          shape=ellipse]
/*"SETAGG" -> "SETCAT"*/
/*"SETAGG" -> "BASTYPE"*/
/*"SETAGG" -> "KOERCE"*/
/*"SETAGG" -> "CLAGG"*/
/*"SETAGG" -> "HOAGG"*/
/*"SETAGG" -> "AGG"*/
/*"SETAGG" -> "TYPE"*/
"SETAGG" -> "EVALAB"
/*"SETAGG" -> "IEVALAB"*/
/*"SETAGG" -> "KONVERT"*/

"SETAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SETAGG",
          shape=ellipse]
/*"SETAGG-" -> "SETCAT"*/
/*"SETAGG-" -> "BASTYPE"*/
/*"SETAGG-" -> "KOERCE"*/
/*"SETAGG-" -> "CLAGG"*/
/*"SETAGG-" -> "HOAGG"*/
/*"SETAGG-" -> "AGG"*/
/*"SETAGG-" -> "TYPE"*/
"SETAGG-" -> "EVALAB"
/*"SETAGG-" -> "IEVALAB"*/
/*"SETAGG-" -> "KONVERT"*/

"SORTPAK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SORTPAK"]
/*"SORTPAK" -> "TYPE"*/
"SORTPAK" -> "IXAGG"
/*"SORTPAK" -> "HOAGG"*/
/*"SORTPAK" -> "AGG"*/
/*"SORTPAK" -> "SETCAT"*/
/*"SORTPAK" -> "BASTYPE"*/
/*"SORTPAK" -> "KOERCE"*/
"SORTPAK" -> "EVALAB"
/*"SORTPAK" -> "IEVALAB"*/
/*"SORTPAK" -> "ELTAGG"*/
/*"SORTPAK" -> "ELTAB"*/
/*"SORTPAK" -> "SINT"*/
/*"SORTPAK" -> "NNI"*/
/*"SORTPAK" -> "INT"*/
/*"SORTPAK" -> "BOOLEAN"*/
/*"SORTPAK" -> "PI"*/
/*"SORTPAK" -> "ORDSET"*/
/*"SORTPAK" -> "URAGG"*/
/*"SORTPAK" -> "RCAGG"*/

"ZMOD" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ZMOD"]
/*"ZMOD" -> "COMRING"*/
/*"ZMOD" -> "RING"*/
/*"ZMOD" -> "RNG"*/
/*"ZMOD" -> "ABELGRP"*/
/*"ZMOD" -> "CABMON"*/
/*"ZMOD" -> "ABELMON"*/
/*"ZMOD" -> "ABELSG"*/
/*"ZMOD" -> "SETCAT"*/
/*"ZMOD" -> "BASTYPE"*/
/*"ZMOD" -> "KOERCE"*/
/*"ZMOD" -> "SGROUP"*/
/*"ZMOD" -> "MONOID"*/
/*"ZMOD" -> "LMODULE"*/
"ZMOD" -> "BMODULE"
/*"ZMOD" -> "RMODULE"*/
/*"ZMOD" -> "FINITE"*/
/*"ZMOD" -> "KONVERT"*/
/*"ZMOD" -> "STEP"*/
/*"ZMOD" -> "SINT"*/
/*"ZMOD" -> "INT"*/
/*"ZMOD" -> "PI"*/
/*"ZMOD" -> "NNI"*/
/*"ZMOD" -> "INS-"*/
/*"ZMOD" -> "EUCDOM-"*/

/* layer 4 */
/* dpends on: BGAGG BRAGG GRMOD MODULE OAMON */

"ALGEBRA" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ALGEBRA"]
/*"ALGEBRA" -> "RING"*/
/*"ALGEBRA" -> "RNG"*/
/*"ALGEBRA" -> "ABELGRP"*/
/*"ALGEBRA" -> "CABMON"*/
/*"ALGEBRA" -> "ABELMON"*/
/*"ALGEBRA" -> "ABELSG"*/
/*"ALGEBRA" -> "SETCAT"*/
/*"ALGEBRA" -> "BASTYPE"*/
/*"ALGEBRA" -> "KOERCE"*/
/*"ALGEBRA" -> "SGROUP"*/
/*"ALGEBRA" -> "MONOID"*/
/*"ALGEBRA" -> "LMODULE"*/
"ALGEBRA" -> "MODULE"
/*"ALGEBRA" -> "BMODULE"*/
/*"ALGEBRA" -> "RMODULE"*/
/*"ALGEBRA" -> "COMRING"*/

"ALGEBRA-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ALGEBRA"]
/*"ALGEBRA-" -> "RING"*/
/*"ALGEBRA-" -> "RNG"*/
/*"ALGEBRA-" -> "ABELGRP"*/
/*"ALGEBRA-" -> "CABMON"*/
/*"ALGEBRA-" -> "ABELMON"*/
/*"ALGEBRA-" -> "ABELSG"*/
/*"ALGEBRA-" -> "SETCAT"*/
/*"ALGEBRA-" -> "BASTYPE"*/
/*"ALGEBRA-" -> "KOERCE"*/
/*"ALGEBRA-" -> "SGROUP"*/
/*"ALGEBRA-" -> "MONOID"*/
/*"ALGEBRA-" -> "LMODULE"*/
"ALGEBRA-" -> "MODULE"
/*"ALGEBRA-" -> "BMODULE"*/
/*"ALGEBRA-" -> "RMODULE"*/
/*"ALGEBRA-" -> "COMRING"*/

"BTCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=BTCAT"]
"BTCAT" -> "BRAGG"
/*"BTCAT" -> "RCAGG"*/
/*"BTCAT" -> "HOAGG"*/
/*"BTCAT" -> "AGG"*/
/*"BTCAT" -> "TYPE"*/
/*"BTCAT" -> "SETCAT"*/
/*"BTCAT" -> "BASTYPE"*/
/*"BTCAT" -> "KOERCE"*/
/*"BTCAT" -> "EVALAB"*/
/*"BTCAT" -> "IEVALAB"*/
/*"BTCAT" -> "NNI"*/
/*"BTCAT" -> "INT"*/

"BTCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BTCAT"]
"BTCAT-" -> "BRAGG"
/*"BTCAT-" -> "RCAGG"*/
/*"BTCAT-" -> "HOAGG"*/
/*"BTCAT-" -> "AGG"*/
/*"BTCAT-" -> "TYPE"*/
/*"BTCAT-" -> "SETCAT"*/
/*"BTCAT-" -> "BASTYPE"*/
/*"BTCAT-" -> "KOERCE"*/
/*"BTCAT-" -> "EVALAB"*/
/*"BTCAT-" -> "IEVALAB"*/
/*"BTCAT-" -> "NNI"*/
/*"BTCAT-" -> "INT"*/

"FMCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FMCAT"]
/*"FMCAT" -> "BMODULE"*/
/*"FMCAT" -> "LMODULE"*/
/*"FMCAT" -> "ABELGRP"*/
/*"FMCAT" -> "CABMON"*/
/*"FMCAT" -> "ABELMON"*/
/*"FMCAT" -> "ABELSG"*/
/*"FMCAT" -> "SETCAT"*/
/*"FMCAT" -> "BASTYPE"*/
/*"FMCAT" -> "KOERCE"*/
/*"FMCAT" -> "RMODULE"*/
/*"FMCAT" -> "RETRACT"*/
"FMCAT" -> "MODULE"

"IDPOAM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IDPOAM"]
"IDPOAM" -> "OAMON"
/*"IDPOAM" -> "OASGP"*/
/*"IDPOAM" -> "ORDSET"*/
/*"IDPOAM" -> "SETCAT"*/
/*"IDPOAM" -> "BASTYPE"*/
/*"IDPOAM" -> "KOERCE"*/
/*"IDPOAM" -> "ABELMON"*/
/*"IDPOAM" -> "ABELSG"*/
/*"IDPOAM" -> "IDPC"*/
/*"IDPOAM" -> "INT"*/
/*"IDPOAM" -> "LIST"*/
/*"IDPOAM" -> "ILIST"*/
/*"IDPOAM" -> "BOOLEAN"*/

"IFAMON" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IFAMON"]
/*"IFAMON" -> "CABMON"*/
/*"IFAMON" -> "ABELMON"*/
/*"IFAMON" -> "ABELSG"*/
/*"IFAMON" -> "SETCAT"*/
/*"IFAMON" -> "BASTYPE"*/
/*"IFAMON" -> "KOERCE"*/
/*"IFAMON" -> "FAMONC"*/
/*"IFAMON" -> "RETRACT"*/
/*"IFAMON" -> "INT"*/
/*"IFAMON" -> "LIST"*/
/*"IFAMON" -> "ILIST"*/
"IFAMON" -> "OAMON"
/*"IFAMON" -> "OASGP"*/
/*"IFAMON" -> "ORDSET"*/

"GRALG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=GRALG"]
"GRALG" -> "GRMOD"
/*"GRALG" -> "SETCAT"*/
/*"GRALG" -> "BASTYPE"*/
/*"GRALG" -> "KOERCE"*/
/*"GRALG" -> "RETRACT"*/
/*"GRALG" -> "COMRING"*/
/*"GRALG" -> "RING"*/
/*"GRALG" -> "RNG"*/
/*"GRALG" -> "ABELGRP"*/
/*"GRALG" -> "CABMON"*/
/*"GRALG" -> "ABELMON"*/
/*"GRALG" -> "ABELSG"*/
/*"GRALG" -> "SGROUP"*/
/*"GRALG" -> "MONOID"*/
/*"GRALG" -> "LMODULE"*/
/*"GRALG" -> "BMODULE"*/
/*"GRALG" -> "RMODULE"*/

"GRALG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=GRALG"]
"GRALG-" -> "GRMOD"
/*"GRALG-" -> "SETCAT"*/
/*"GRALG-" -> "BASTYPE"*/
/*"GRALG-" -> "KOERCE"*/
/*"GRALG-" -> "RETRACT"*/
/*"GRALG-" -> "COMRING"*/
/*"GRALG-" -> "RING"*/
/*"GRALG-" -> "RNG"*/
/*"GRALG-" -> "ABELGRP"*/
/*"GRALG-" -> "CABMON"*/
/*"GRALG-" -> "ABELMON"*/
/*"GRALG-" -> "ABELSG"*/
/*"GRALG-" -> "SGROUP"*/
/*"GRALG-" -> "MONOID"*/
/*"GRALG-" -> "LMODULE"*/
/*"GRALG-" -> "BMODULE"*/
/*"GRALG-" -> "RMODULE"*/

"NAALG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=NAALG"]
/*"NAALG" -> "NARNG"*/
/*"NAALG" -> "ABELGRP"*/
/*"NAALG" -> "CABMON"*/
/*"NAALG" -> "ABELMON"*/
/*"NAALG" -> "ABELSG"*/
/*"NAALG" -> "SETCAT"*/
/*"NAALG" -> "BASTYPE"*/
/*"NAALG" -> "KOERCE"*/
/*"NAALG" -> "MONAD"*/
"NAALG" -> "MODULE"
/*"NAALG" -> "BMODULE"*/
/*"NAALG" -> "LMODULE"*/
/*"NAALG" -> "RMODULE"*/
/*"NAALG" -> "COMRING"*/
/*"NAALG" -> "RING"*/
/*"NAALG" -> "RNG"*/
/*"NAALG" -> "SGROUP"*/
/*"NAALG" -> "MONOID"*/
/*"NAALG" -> "PI"*/
/*"NAALG" -> "NNI"*/
/*"NAALG" -> "INT"*/

"NAALG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=NAALG"]
/*"NAALG-" -> "NARNG"*/
/*"NAALG-" -> "ABELGRP"*/
/*"NAALG-" -> "CABMON"*/
/*"NAALG-" -> "ABELMON"*/
/*"NAALG-" -> "ABELSG"*/
/*"NAALG-" -> "SETCAT"*/
/*"NAALG-" -> "BASTYPE"*/
/*"NAALG-" -> "KOERCE"*/
/*"NAALG-" -> "MONAD"*/
"NAALG-" -> "MODULE"
/*"NAALG-" -> "BMODULE"*/
/*"NAALG-" -> "LMODULE"*/
/*"NAALG-" -> "RMODULE"*/
/*"NAALG-" -> "COMRING"*/
/*"NAALG-" -> "RING"*/
/*"NAALG-" -> "RNG"*/
/*"NAALG-" -> "SGROUP"*/
/*"NAALG-" -> "MONOID"*/
/*"NAALG-" -> "PI"*/
/*"NAALG-" -> "NNI"*/
/*"NAALG-" -> "INT"*/

"OCAMON" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OCAMON"]
"OCAMON" -> "OAMON"
/*"OCAMON" -> "OASGP"*/
/*"OCAMON" -> "ORDSET"*/
/*"OCAMON" -> "SETCAT"*/
/*"OCAMON" -> "BASTYPE"*/
/*"OCAMON" -> "KOERCE"*/
/*"OCAMON" -> "ABELMON"*/
/*"OCAMON" -> "ABELSG"*/
/*"OCAMON" -> "CABMON"*/

"PRQAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PRQAGG"]
"PRQAGG" -> "BGAGG"
/*"PRQAGG" -> "HOAGG"*/
/*"PRQAGG" -> "AGG"*/
/*"PRQAGG" -> "TYPE"*/
/*"PRQAGG" -> "SETCAT"*/
/*"PRQAGG" -> "BASTYPE"*/
/*"PRQAGG" -> "KOERCE"*/
/*"PRQAGG" -> "EVALAB"*/
/*"PRQAGG" -> "IEVALAB"*/

"QUAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=QUAGG"]
"QUAGG" -> "BGAGG"
/*"QUAGG" -> "HOAGG"*/
/*"QUAGG" -> "AGG"*/
/*"QUAGG" -> "TYPE"*/
/*"QUAGG" -> "SETCAT"*/
/*"QUAGG" -> "BASTYPE"*/
/*"QUAGG" -> "KOERCE"*/
/*"QUAGG" -> "EVALAB"*/
/*"QUAGG" -> "IEVALAB"*/

"SKAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SKAGG"]
"SKAGG" -> "BGAGG"
/*"SKAGG" -> "HOAGG"*/
/*"SKAGG" -> "AGG"*/
/*"SKAGG" -> "TYPE"*/
/*"SKAGG" -> "SETCAT"*/
/*"SKAGG" -> "BASTYPE"*/
/*"SKAGG" -> "KOERCE"*/
/*"SKAGG" -> "EVALAB"*/
/*"SKAGG" -> "IEVALAB"*/

/* layer 5 */
/* depends on: ALGEBRA ALGEBRA- BTCAT OCAMON QUAGG SKAGG */

"BSTREE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BSTREE"]
"BSTREE" -> "BTCAT"
/*"BSTREE" -> "BRAGG"*/
/*"BSTREE" -> "RCAGG"*/
/*"BSTREE" -> "HOAGG"*/
/*"BSTREE" -> "AGG"*/
/*"BSTREE" -> "TYPE"*/
/*"BSTREE" -> "SETCAT"*/
/*"BSTREE" -> "BASTYPE"*/
/*"BSTREE" -> "KOERCE"*/
/*"BSTREE" -> "EVALAB"*/
/*"BSTREE" -> "IEVALAB"*/
/*"BSTREE" -> "ORDSET"*/
/*"BSTREE" -> "INT"*/
/*"BSTREE" -> "LIST"*/
/*"BSTREE" -> "ILIST"*/

"BTOURN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BTOURN"]
"BTOURN" -> "BTCAT"
/*"BTOURN" -> "BRAGG"*/
/*"BTOURN" -> "RCAGG"*/
/*"BTOURN" -> "HOAGG"*/
/*"BTOURN" -> "AGG"*/
/*"BTOURN" -> "TYPE"*/
/*"BTOURN" -> "SETCAT"*/
/*"BTOURN" -> "BASTYPE"*/
/*"BTOURN" -> "KOERCE"*/
/*"BTOURN" -> "EVALAB"*/
/*"BTOURN" -> "IEVALAB"*/
/*"BTOURN" -> "ORDSET"*/
/*"BTOURN" -> "INT"*/
/*"BTOURN" -> "LIST"*/
/*"BTOURN" -> "ILIST"*/

"CARD" [color="#88FF44",href="bookvol10.3.pdf#nameddest=CARD"]
/*"CARD" -> "ORDSET"*/
/*"CARD" -> "SETCAT"*/
/*"CARD" -> "BASTYPE"*/
/*"CARD" -> "KOERCE"*/
/*"CARD" -> "ABELMON"*/
/*"CARD" -> "ABELSG"*/
/*"CARD" -> "MONOID"*/
/*"CARD" -> "SGROUP"*/
/*"CARD" -> "RETRACT"*/
/*"CARD" -> "BOOLEAN"*/
/*"CARD" -> "INT"*/
/*"CARD" -> "NNI"*/
/*"CARD" -> "INS-"*/
/*"CARD" -> "EUCDOM-"*/
/*"CARD" -> "UFD-"*/
/*"CARD" -> "GCDDOM-"*/
/*"CARD" -> "INTDOM-"*/
"CARD" -> "ALGEBRA-"
/*"CARD" -> "DIFRING-"*/
/*"CARD" -> "ORDRING-"*/
/*"CARD" -> "MODULE-"*/
/*"CARD" -> "RING-"*/
/*"CARD" -> "ABELGRP-"*/

"DRAWHACK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DRAWHACK"]
/*"DRAWHACK" -> "ORDSET"*/
/*"DRAWHACK" -> "SETCAT"*/
/*"DRAWHACK" -> "BASTYPE"*/
/*"DRAWHACK" -> "KOERCE"*/
/*"DRAWHACK" -> "INTDOM"*/
/*"DRAWHACK" -> "COMRING"*/
/*"DRAWHACK" -> "RING"*/
/*"DRAWHACK" -> "RNG"*/
/*"DRAWHACK" -> "ABELGRP"*/
/*"DRAWHACK" -> "CABMON"*/
/*"DRAWHACK" -> "ABELMON"*/
/*"DRAWHACK" -> "ABELSG"*/
/*"DRAWHACK" -> "SGROUP"*/
/*"DRAWHACK" -> "MONOID"*/
/*"DRAWHACK" -> "LMODULE"*/
/*"DRAWHACK" -> "BMODULE"*/
/*"DRAWHACK" -> "RMODULE"*/
"DRAWHACK" -> "ALGEBRA"
/*"DRAWHACK" -> "MODULE"*/
/*"DRAWHACK" -> "ENTIRER"*/
/*"DRAWHACK" -> "KONVERT"*/

"DQAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DQAGG"]
"DQAGG" -> "SKAGG"
/*"DQAGG" -> "BGAGG"*/
/*"DQAGG" -> "HOAGG"*/
/*"DQAGG" -> "AGG"*/
/*"DQAGG" -> "TYPE"*/
/*"DQAGG" -> "SETCAT"*/
/*"DQAGG" -> "BASTYPE"*/
/*"DQAGG" -> "KOERCE"*/
/*"DQAGG" -> "EVALAB"*/
/*"DQAGG" -> "IEVALAB"*/
"DQAGG" -> "QUAGG"

"FACTFUNC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FACTFUNC"]
/*"FACTFUNC" -> "INTDOM"*/
/*"FACTFUNC" -> "COMRING"*/
/*"FACTFUNC" -> "RING"*/
/*"FACTFUNC" -> "RNG"*/
/*"FACTFUNC" -> "ABELGRP"*/
/*"FACTFUNC" -> "CABMON"*/
/*"FACTFUNC" -> "ABELMON"*/
/*"FACTFUNC" -> "ABELSG"*/
/*"FACTFUNC" -> "SETCAT"*/
/*"FACTFUNC" -> "BASTYPE"*/
/*"FACTFUNC" -> "KOERCE"*/
/*"FACTFUNC" -> "SGROUP"*/
/*"FACTFUNC" -> "MONOID"*/
/*"FACTFUNC" -> "LMODULE"*/
/*"FACTFUNC" -> "BMODULE"*/
/*"FACTFUNC" -> "RMODULE"*/
"FACTFUNC" -> "ALGEBRA"
/*"FACTFUNC" -> "MODULE"*/
/*"FACTFUNC" -> "ENTIRER"*/
/*"FACTFUNC" -> "INT"*/
/*"FACTFUNC" -> "LIST"*/
/*"FACTFUNC" -> "ILIST"*/
/*"FACTFUNC" -> "INS-"*/
/*"FACTFUNC" -> "EUCDOM-"*/
/*"FACTFUNC" -> "UFD-"*/
/*"FACTFUNC" -> "GCDDOM-"*/
/*"FACTFUNC" -> "NNI"*/
/*"FACTFUNC" -> "LSAGG-"*/
/*"FACTFUNC" -> "STAGG-"*/
/*"FACTFUNC" -> "ELAGG-"*/

"FMTC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FMTC"]
/*"FMTC" -> "INTDOM"*/
/*"FMTC" -> "COMRING"*/
/*"FMTC" -> "RING"*/
/*"FMTC" -> "RNG"*/
/*"FMTC" -> "ABELGRP"*/
/*"FMTC" -> "CABMON"*/
/*"FMTC" -> "ABELMON"*/
/*"FMTC" -> "ABELSG"*/
/*"FMTC" -> "SETCAT"*/
/*"FMTC" -> "BASTYPE"*/
/*"FMTC" -> "KOERCE"*/
/*"FMTC" -> "SGROUP"*/
/*"FMTC" -> "MONOID"*/
/*"FMTC" -> "LMODULE"*/
/*"FMTC" -> "BMODULE"*/
/*"FMTC" -> "RMODULE"*/
"FMTC" -> "ALGEBRA"
/*"FMTC" -> "MODULE"*/
/*"FMTC" -> "ENTIRER"*/
/*"FMTC" -> "ORDSET"*/
/*"FMTC" -> "RETRACT"*/

"FR2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FR2"]
/*"FR2" -> "INTDOM"*/
/*"FR2" -> "COMRING"*/
/*"FR2" -> "RING"*/
/*"FR2" -> "RNG"*/
/*"FR2" -> "ABELGRP"*/
/*"FR2" -> "CABMON"*/
/*"FR2" -> "ABELMON"*/
/*"FR2" -> "ABELSG"*/
/*"FR2" -> "SETCAT"*/
/*"FR2" -> "BASTYPE"*/
/*"FR2" -> "KOERCE"*/
/*"FR2" -> "SGROUP"*/
/*"FR2" -> "MONOID"*/
/*"FR2" -> "LMODULE"*/
/*"FR2" -> "BMODULE"*/
/*"FR2" -> "RMODULE"*/
"FR2" -> "ALGEBRA"
/*"FR2" -> "MODULE"*/
/*"FR2" -> "ENTIRER"*/

"FRAC2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FRAC2"]
/*"FRAC2" -> "INTDOM"*/
/*"FRAC2" -> "COMRING"*/
/*"FRAC2" -> "RING"*/
/*"FRAC2" -> "RNG"*/
/*"FRAC2" -> "ABELGRP"*/
/*"FRAC2" -> "CABMON"*/
/*"FRAC2" -> "ABELMON"*/
/*"FRAC2" -> "ABELSG"*/
/*"FRAC2" -> "SETCAT"*/
/*"FRAC2" -> "BASTYPE"*/
/*"FRAC2" -> "KOERCE"*/
/*"FRAC2" -> "SGROUP"*/
/*"FRAC2" -> "MONOID"*/
/*"FRAC2" -> "LMODULE"*/
/*"FRAC2" -> "BMODULE"*/
/*"FRAC2" -> "RMODULE"*/
"FRAC2" -> "ALGEBRA"
/*"FRAC2" -> "MODULE"*/
/*"FRAC2" -> "ENTIRER"*/

"FRUTIL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FRUTIL"]
/*"FRUTIL" -> "INTDOM"*/
/*"FRUTIL" -> "COMRING"*/
/*"FRUTIL" -> "RING"*/
/*"FRUTIL" -> "RNG"*/
/*"FRUTIL" -> "ABELGRP"*/
/*"FRUTIL" -> "CABMON"*/
/*"FRUTIL" -> "ABELMON"*/
/*"FRUTIL" -> "ABELSG"*/
/*"FRUTIL" -> "SETCAT"*/
/*"FRUTIL" -> "BASTYPE"*/
/*"FRUTIL" -> "KOERCE"*/
/*"FRUTIL" -> "SGROUP"*/
/*"FRUTIL" -> "MONOID"*/
/*"FRUTIL" -> "LMODULE"*/
/*"FRUTIL" -> "BMODULE"*/
/*"FRUTIL" -> "RMODULE"*/
"FRUTIL" -> "ALGEBRA"
/*"FRUTIL" -> "MODULE"*/
/*"FRUTIL" -> "ENTIRER"*/
/*"FRUTIL" -> "INT"*/
/*"FRUTIL" -> "LIST"*/
/*"FRUTIL" -> "ILIST"*/
/*"FRUTIL" -> "PI"*/
/*"FRUTIL" -> "NNI"*/
/*"FRUTIL" -> "LSAGG-"*/
/*"FRUTIL" -> "STAGG-"*/

"ITAYLOR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ITAYLOR"]
/*"ITAYLOR" -> "RING"*/
/*"ITAYLOR" -> "RNG"*/
/*"ITAYLOR" -> "ABELGRP"*/
/*"ITAYLOR" -> "CABMON"*/
/*"ITAYLOR" -> "ABELMON"*/
/*"ITAYLOR" -> "ABELSG"*/
/*"ITAYLOR" -> "SETCAT"*/
/*"ITAYLOR" -> "BASTYPE"*/
/*"ITAYLOR" -> "KOERCE"*/
/*"ITAYLOR" -> "SGROUP"*/
/*"ITAYLOR" -> "MONOID"*/
/*"ITAYLOR" -> "LMODULE"*/
/*"ITAYLOR" -> "INTDOM"*/
/*"ITAYLOR" -> "COMRING"*/
/*"ITAYLOR" -> "BMODULE"*/
/*"ITAYLOR" -> "RMODULE"*/
"ITAYLOR" -> "ALGEBRA"
/*"ITAYLOR" -> "MODULE"*/
/*"ITAYLOR" -> "ENTIRER"*/
/*"ITAYLOR" -> "SINT"*/
/*"ITAYLOR" -> "NNI"*/
/*"ITAYLOR" -> "INT"*/
/*"ITAYLOR" -> "BOOLEAN"*/

"MLO" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MLO"]
/*"MLO" -> "RING"*/
/*"MLO" -> "RNG"*/
/*"MLO" -> "ABELGRP"*/
/*"MLO" -> "CABMON"*/
/*"MLO" -> "ABELMON"*/
/*"MLO" -> "ABELSG"*/
/*"MLO" -> "SETCAT"*/
/*"MLO" -> "BASTYPE"*/
/*"MLO" -> "KOERCE"*/
/*"MLO" -> "SGROUP"*/
/*"MLO" -> "MONOID"*/
/*"MLO" -> "LMODULE"*/
/*"MLO" -> "BMODULE"*/
/*"MLO" -> "RMODULE"*/
"MLO" -> "ALGEBRA"
/*"MLO" -> "MODULE"*/

"NEWTON" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NEWTON"]
/*"NEWTON" -> "INTDOM"*/
/*"NEWTON" -> "COMRING"*/
/*"NEWTON" -> "RING"*/
/*"NEWTON" -> "RNG"*/
/*"NEWTON" -> "ABELGRP"*/
/*"NEWTON" -> "CABMON"*/
/*"NEWTON" -> "ABELMON"*/
/*"NEWTON" -> "ABELSG"*/
/*"NEWTON" -> "SETCAT"*/
/*"NEWTON" -> "BASTYPE"*/
/*"NEWTON" -> "KOERCE"*/
/*"NEWTON" -> "SGROUP"*/
/*"NEWTON" -> "MONOID"*/
/*"NEWTON" -> "LMODULE"*/
/*"NEWTON" -> "BMODULE"*/
/*"NEWTON" -> "RMODULE"*/
"NEWTON" -> "ALGEBRA"
/*"NEWTON" -> "MODULE"*/
/*"NEWTON" -> "ENTIRER"*/
/*"NEWTON" -> "INT"*/
/*"NEWTON" -> "LIST"*/
/*"NEWTON" -> "ILIST"*/
/*"NEWTON" -> "NNI"*/
/*"NEWTON" -> "LSAGG-"*/
/*"NEWTON" -> "STAGG-"*/

/* The PID/OAGROUP node is added to the graph to simplify the layout*/
/* Note that PID and OAGROUP also exist */
"PID/OAGROUP" [color="blue",href="bookvol10.2.pdf#nameddest=OAGROUP"]
"PID/OAGROUP" -> "OCAMON"
"PID/OAGROUP" -> "ALGEBRA"

"OAGROUP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OAGROUP"]
"OAGROUP" -> "OCAMON"
/*"OAGROUP" -> "OAMON"*/
/*"OAGROUP" -> "OASGP"*/
/*"OAGROUP" -> "ORDSET"*/
/*"OAGROUP" -> "SETCAT"*/
/*"OAGROUP" -> "BASTYPE"*/
/*"OAGROUP" -> "KOERCE"*/
/*"OAGROUP" -> "ABELMON"*/
/*"OAGROUP" -> "ABELSG"*/
/*"OAGROUP" -> "CABMON"*/
/*"OAGROUP" -> "ABELGRP"*/

"PID" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PID"]
/*"PID" -> "GCDDOM"*/
/*"PID" -> "INTDOM"*/
/*"PID" -> "COMRING"*/
/*"PID" -> "RING"*/
/*"PID" -> "RNG"*/
/*"PID" -> "ABELGRP"*/
/*"PID" -> "CABMON"*/
/*"PID" -> "ABELMON"*/
/*"PID" -> "ABELSG"*/
/*"PID" -> "SETCAT"*/
/*"PID" -> "BASTYPE"*/
/*"PID" -> "KOERCE"*/
/*"PID" -> "SGROUP"*/
/*"PID" -> "MONOID"*/
/*"PID" -> "LMODULE"*/
/*"PID" -> "BMODULE"*/
/*"PID" -> "RMODULE"*/
"PID" -> "ALGEBRA"
/*"PID" -> "MODULE"*/
/*"PID" -> "ENTIRER"*/

"OAMONS" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OAMONS"]
"OAMONS" -> "OCAMON"
/*"OAMONS" -> "OAMON"*/
/*"OAMONS" -> "OASGP"*/
/*"OAMONS" -> "ORDSET"*/
/*"OAMONS" -> "SETCAT"*/
/*"OAMONS" -> "BASTYPE"*/
/*"OAMONS" -> "KOERCE"*/
/*"OAMONS" -> "ABELMON"*/
/*"OAMONS" -> "ABELSG"*/
/*"OAMONS" -> "CABMON"*/

"OP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OP"]
/*"OP" -> "RING"*/
/*"OP" -> "RNG"*/
/*"OP" -> "ABELGRP"*/
/*"OP" -> "CABMON"*/
/*"OP" -> "ABELMON"*/
/*"OP" -> "ABELSG"*/
/*"OP" -> "SETCAT"*/
/*"OP" -> "BASTYPE"*/
/*"OP" -> "KOERCE"*/
/*"OP" -> "SGROUP"*/
/*"OP" -> "MONOID"*/
/*"OP" -> "LMODULE"*/
/*"OP" -> "RETRACT"*/
/*"OP" -> "ELTAB"*/
/*"OP" -> "CHARZ"*/
/*"OP" -> "CHARNZ"*/
"OP" -> "ALGEBRA"
/*"OP" -> "MODULE"*/
/*"OP" -> "BMODULE"*/
/*"OP" -> "RMODULE"*/
/*"OP" -> "COMRING"*/
/*"OP" -> "ORDSET"*/

"RANDSRC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RANDSRC"]
/*"RANDSRC" -> "INT"*/
/*"RANDSRC" -> "PI"*/
/*"RANDSRC" -> "NNI"*/
/*"RANDSRC" -> "INS-"*/
/*"RANDSRC" -> "EUCDOM-"*/
/*"RANDSRC" -> "UFD-"*/
/*"RANDSRC" -> "GCDDOM-"*/
/*"RANDSRC" -> "INTDOM-"*/
"RANDSRC" -> "ALGEBRA-"
/*"RANDSRC" -> "DIFRING-"*/
/*"RANDSRC" -> "ORDRING-"*/
/*"RANDSRC" -> "MODULE-"*/
/*"RANDSRC" -> "RING-"*/
/*"RANDSRC" -> "ABELGRP-"*/
/*"RANDSRC" -> "ABELMON-"*/

"UNISEG2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UNISEG2"]
/*"UNISEG2" -> "TYPE"*/
/*"UNISEG2" -> "ORDRING"*/
/*"UNISEG2" -> "OAGROUP"*/
"UNISEG2" -> "OCAMON"
/*"UNISEG2" -> "OAMON"*/
/*"UNISEG2" -> "OASGP"*/
/*"UNISEG2" -> "ORDSET"*/
/*"UNISEG2" -> "SETCAT"*/
/*"UNISEG2" -> "BASTYPE"*/
/*"UNISEG2" -> "KOERCE"*/
/*"UNISEG2" -> "ABELMON"*/
/*"UNISEG2" -> "ABELSG"*/
/*"UNISEG2" -> "CABMON"*/
/*"UNISEG2" -> "ABELGRP"*/
/*"UNISEG2" -> "RING"*/
/*"UNISEG2" -> "RNG"*/
/*"UNISEG2" -> "SGROUP"*/
/*"UNISEG2" -> "MONOID"*/
/*"UNISEG2" -> "LMODULE"*/

"XALG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=XALG"]
/*"XALG" -> "RING"*/
/*"XALG" -> "RNG"*/
/*"XALG" -> "ABELGRP"*/
/*"XALG" -> "CABMON"*/
/*"XALG" -> "ABELMON"*/
/*"XALG" -> "ABELSG"*/
/*"XALG" -> "SETCAT"*/
/*"XALG" -> "BASTYPE"*/
/*"XALG" -> "KOERCE"*/
/*"XALG" -> "SGROUP"*/
/*"XALG" -> "MONOID"*/
/*"XALG" -> "LMODULE"*/
/*"XALG" -> "BMODULE"*/
/*"XALG" -> "RMODULE"*/
"XALG" -> "ALGEBRA"
/*"XALG" -> "MODULE"*/

/* layer 6 */
/* MLO OAGROUP OAMONS PID XALG */

"AMR" [color="#4488FF",href="bookvol10.2.pdf#nameddest=AMR"]
/*"AMR" -> "RING"*/
/*"AMR" -> "RNG"*/
/*"AMR" -> "ABELGRP"*/
/*"AMR" -> "CABMON"*/
/*"AMR" -> "ABELMON"*/
/*"AMR" -> "ABELSG"*/
/*"AMR" -> "SETCAT"*/
/*"AMR" -> "BASTYPE"*/
/*"AMR" -> "KOERCE"*/
/*"AMR" -> "SGROUP"*/
/*"AMR" -> "MONOID"*/
/*"AMR" -> "LMODULE"*/
/*"AMR" -> "BMODULE"*/
/*"AMR" -> "RMODULE"*/
/*"AMR" -> "COMRING"*/
/*"AMR" -> "ALGEBRA"*/
/*"AMR" -> "MODULE"*/
/*"AMR" -> "CHARZ"*/
/*"AMR" -> "CHARNZ"*/
/*"AMR" -> "INTDOM"*/
/*"AMR" -> "ENTIRER"*/
/*"AMR" -> "OAMON"*/
/*"AMR" -> "OASGP"*/
/*"AMR" -> "ORDSET"*/
/*"AMR" -> "INS"*/
/*"AMR" -> "UFD"*/
/*"AMR" -> "GCDDOM"*/
/*"AMR" -> "EUCDOM"*/
"AMR" -> "PID/OAGROUP"
/*"AMR" -> "OINTDOM"*/
/*"AMR" -> "ORDRING"*/
/*"AMR" -> "OAGROUP"*/
/*"AMR" -> "OCAMON"*/
/*"AMR" -> "DIFRING"*/
/*"AMR" -> "KONVERT"*/
/*"AMR" -> "RETRACT"*/
/*"AMR" -> "LINEXP"*/
/*"AMR" -> "PATMAB"*/
/*"AMR" -> "CFCAT"*/
/*"AMR" -> "REAL"*/
/*"AMR" -> "STEP"*/

"AMR-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=AMR"]
/*"AMR-" -> "RING"*/
/*"AMR-" -> "RNG"*/
/*"AMR-" -> "ABELGRP"*/
/*"AMR-" -> "CABMON"*/
/*"AMR-" -> "ABELMON"*/
/*"AMR-" -> "ABELSG"*/
/*"AMR-" -> "SETCAT"*/
/*"AMR-" -> "BASTYPE"*/
/*"AMR-" -> "KOERCE"*/
/*"AMR-" -> "SGROUP"*/
/*"AMR-" -> "MONOID"*/
/*"AMR-" -> "LMODULE"*/
/*"AMR-" -> "BMODULE"*/
/*"AMR-" -> "RMODULE"*/
/*"AMR-" -> "COMRING"*/
/*"AMR-" -> "ALGEBRA"*/
/*"AMR-" -> "MODULE"*/
/*"AMR-" -> "CHARZ"*/
/*"AMR-" -> "CHARNZ"*/
/*"AMR-" -> "INTDOM"*/
/*"AMR-" -> "ENTIRER"*/
/*"AMR-" -> "OAMON"*/
/*"AMR-" -> "OASGP"*/
/*"AMR-" -> "ORDSET"*/
/*"AMR-" -> "INS"*/
/*"AMR-" -> "UFD"*/
/*"AMR-" -> "GCDDOM"*/
/*"AMR-" -> "EUCDOM"*/
"AMR-" -> "PID/OAGROUP"
/*"AMR-" -> "OINTDOM"*/
/*"AMR-" -> "ORDRING"*/
/*"AMR-" -> "OAGROUP"*/
/*"AMR-" -> "OCAMON"*/
/*"AMR-" -> "DIFRING"*/
/*"AMR-" -> "KONVERT"*/
/*"AMR-" -> "RETRACT"*/
/*"AMR-" -> "LINEXP"*/
/*"AMR-" -> "PATMAB"*/
/*"AMR-" -> "CFCAT"*/
/*"AMR-" -> "REAL"*/
/*"AMR-" -> "STEP"*/

"DEGRED" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DEGRED"]
/*"DEGRED" -> "RING"*/
/*"DEGRED" -> "RNG"*/
/*"DEGRED" -> "ABELGRP"*/
/*"DEGRED" -> "CABMON"*/
/*"DEGRED" -> "ABELMON"*/
/*"DEGRED" -> "ABELSG"*/
/*"DEGRED" -> "SETCAT"*/
/*"DEGRED" -> "BASTYPE"*/
/*"DEGRED" -> "KOERCE"*/
/*"DEGRED" -> "SGROUP"*/
/*"DEGRED" -> "MONOID"*/
/*"DEGRED" -> "LMODULE"*/
/*"DEGRED" -> "INTDOM"*/
/*"DEGRED" -> "COMRING"*/
/*"DEGRED" -> "BMODULE"*/
/*"DEGRED" -> "RMODULE"*/
/*"DEGRED" -> "ALGEBRA"*/
/*"DEGRED" -> "MODULE"*/
/*"DEGRED" -> "ENTIRER"*/
/*"DEGRED" -> "ORDSET"*/
/*"DEGRED" -> "BOOLEAN"*/
/*"DEGRED" -> "INT"*/
/*"DEGRED" -> "LIST"*/
/*"DEGRED" -> "ILIST"*/
/*"DEGRED" -> "INS-"*/
/*"DEGRED" -> "EUCDOM-"*/
/*"DEGRED" -> "UFD-"*/
/*"DEGRED" -> "GCDDOM-"*/
/*"DEGRED" -> "INTDOM-"*/
/*"DEGRED" -> "ALGEBRA-"*/
/*"DEGRED" -> "DIFRING-"*/
/*"DEGRED" -> "ORDRING-"*/
/*"DEGRED" -> "MODULE-"*/
/*"DEGRED" -> "RING-"*/
/*"DEGRED" -> "ABELGRP-"*/
/*"DEGRED" -> "ABELMON-"*/
/*"DEGRED" -> "PI"*/
/*"DEGRED" -> "NNI"*/
/*"DEGRED" -> "INS"*/
/*"DEGRED" -> "UFD"*/
/*"DEGRED" -> "GCDDOM"*/
/*"DEGRED" -> "EUCDOM"*/
"DEGRED" -> "PID/OAGROUP"
/*"DEGRED" -> "OINTDOM"*/
/*"DEGRED" -> "ORDRING"*/
/*"DEGRED" -> "OAGROUP"*/
/*"DEGRED" -> "OCAMON"*/
/*"DEGRED" -> "OAMON"*/
/*"DEGRED" -> "OASGP"*/
/*"DEGRED" -> "DIFRING"*/
/*"DEGRED" -> "KONVERT"*/
/*"DEGRED" -> "RETRACT"*/
/*"DEGRED" -> "LINEXP"*/
/*"DEGRED" -> "PATMAB"*/
/*"DEGRED" -> "CFCAT"*/
/*"DEGRED" -> "REAL"*/
/*"DEGRED" -> "CHARZ"*/
/*"DEGRED" -> "STEP"*/
/*"DEGRED" -> "SINT"*/

"DLP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DLP"]
/*"DLP" -> "MONOID"*/
/*"DLP" -> "SGROUP"*/
/*"DLP" -> "SETCAT"*/
/*"DLP" -> "BASTYPE"*/
/*"DLP" -> "KOERCE"*/
/*"DLP" -> "FINITE"*/
/*"DLP" -> "INT"*/
/*"DLP" -> "NNI"*/
/*"DLP" -> "BOOLEAN"*/
/*"DLP" -> "SINT"*/
/*"DLP" -> "PI"*/
/*"DLP" -> "ABELSG"*/
"DLP" -> "OAMONS"
/*"DLP" -> "OCAMON"*/
/*"DLP" -> "OAMON"*/
/*"DLP" -> "OASGP"*/
/*"DLP" -> "ORDSET"*/
/*"DLP" -> "ABELMON"*/
/*"DLP" -> "CABMON"*/

"EAB" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EAB"]
/*"EAB" -> "ORDSET"*/
/*"EAB" -> "SETCAT"*/
/*"EAB" -> "BASTYPE"*/
/*"EAB" -> "KOERCE"*/
/*"EAB" -> "INS"*/
/*"EAB" -> "UFD"*/
/*"EAB" -> "GCDDOM"*/
/*"EAB" -> "INTDOM"*/
/*"EAB" -> "COMRING"*/
/*"EAB" -> "RING"*/
/*"EAB" -> "RNG"*/
/*"EAB" -> "ABELGRP"*/
/*"EAB" -> "CABMON"*/
/*"EAB" -> "ABELMON"*/
/*"EAB" -> "ABELSG"*/
/*"EAB" -> "SGROUP"*/
/*"EAB" -> "MONOID"*/
/*"EAB" -> "LMODULE"*/
/*"EAB" -> "BMODULE"*/
/*"EAB" -> "RMODULE"*/
/*"EAB" -> "ALGEBRA"*/
/*"EAB" -> "MODULE"*/
/*"EAB" -> "ENTIRER"*/
/*"EAB" -> "EUCDOM"*/
"EAB" -> "PID/OAGROUP"
/*"EAB" -> "OINTDOM"*/
/*"EAB" -> "ORDRING"*/
/*"EAB" -> "OAGROUP"*/
/*"EAB" -> "OCAMON"*/
/*"EAB" -> "OAMON"*/
/*"EAB" -> "OASGP"*/
/*"EAB" -> "DIFRING"*/
/*"EAB" -> "KONVERT"*/
/*"EAB" -> "RETRACT"*/
/*"EAB" -> "LINEXP"*/
/*"EAB" -> "PATMAB"*/
/*"EAB" -> "CFCAT"*/
/*"EAB" -> "REAL"*/
/*"EAB" -> "CHARZ"*/
/*"EAB" -> "STEP"*/
/*"EAB" -> "OM"*/
/*"EAB" -> "INT"*/
/*"EAB" -> "LIST"*/
/*"EAB" -> "ILIST"*/
/*"EAB" -> "BOOLEAN"*/
/*"EAB" -> "NNI"*/
/*"EAB" -> "SINT"*/

"ESTOOLS1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ESTOOLS1"]
/*"ESTOOLS1" -> "ORDRING"*/
"ESTOOLS1" -> "OAGROUP"
/*"ESTOOLS1" -> "OCAMON"*/
/*"ESTOOLS1" -> "OAMON"*/
/*"ESTOOLS1" -> "OASGP"*/
/*"ESTOOLS1" -> "ORDSET"*/
/*"ESTOOLS1" -> "SETCAT"*/
/*"ESTOOLS1" -> "BASTYPE"*/
/*"ESTOOLS1" -> "KOERCE"*/
/*"ESTOOLS1" -> "ABELMON"*/
/*"ESTOOLS1" -> "ABELSG"*/
/*"ESTOOLS1" -> "CABMON"*/
/*"ESTOOLS1" -> "ABELGRP"*/
/*"ESTOOLS1" -> "RING"*/
/*"ESTOOLS1" -> "RNG"*/
/*"ESTOOLS1" -> "SGROUP"*/
/*"ESTOOLS1" -> "MONOID"*/
/*"ESTOOLS1" -> "LMODULE"*/

"FAGROUP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FAGROUP"]
/*"FAGROUP" -> "ABELGRP"*/
/*"FAGROUP" -> "CABMON"*/
/*"FAGROUP" -> "ABELMON"*/
/*"FAGROUP" -> "ABELSG"*/
/*"FAGROUP" -> "SETCAT"*/
/*"FAGROUP" -> "BASTYPE"*/
/*"FAGROUP" -> "KOERCE"*/
/*"FAGROUP" -> "MODULE"*/
/*"FAGROUP" -> "BMODULE"*/
/*"FAGROUP" -> "LMODULE"*/
/*"FAGROUP" -> "RMODULE"*/
/*"FAGROUP" -> "FAMONC"*/
/*"FAGROUP" -> "RETRACT"*/
/*"FAGROUP" -> "ORDSET"*/
/*"FAGROUP" -> "INS"*/
/*"FAGROUP" -> "UFD"*/
/*"FAGROUP" -> "GCDDOM"*/
/*"FAGROUP" -> "INTDOM"*/
/*"FAGROUP" -> "COMRING"*/
/*"FAGROUP" -> "RING"*/
/*"FAGROUP" -> "RNG"*/
/*"FAGROUP" -> "SGROUP"*/
/*"FAGROUP" -> "MONOID"*/
/*"FAGROUP" -> "ALGEBRA"*/
/*"FAGROUP" -> "ENTIRER"*/
/*"FAGROUP" -> "EUCDOM"*/
"FAGROUP" -> "PID/OAGROUP"
/*"FAGROUP" -> "OINTDOM"*/
/*"FAGROUP" -> "ORDRING"*/
/*"FAGROUP" -> "OAGROUP"*/
/*"FAGROUP" -> "OCAMON"*/
/*"FAGROUP" -> "OAMON"*/
/*"FAGROUP" -> "OASGP"*/
/*"FAGROUP" -> "DIFRING"*/
/*"FAGROUP" -> "KONVERT"*/
/*"FAGROUP" -> "LINEXP"*/
/*"FAGROUP" -> "PATMAB"*/
/*"FAGROUP" -> "CFCAT"*/
/*"FAGROUP" -> "REAL"*/
/*"FAGROUP" -> "CHARZ"*/
/*"FAGROUP" -> "STEP"*/
/*"FAGROUP" -> "INT"*/
/*"FAGROUP" -> "LIST"*/
/*"FAGROUP" -> "ILIST"*/
/*"FAGROUP" -> "BOOLEAN"*/
/*"FAGROUP" -> "OM"*/

"FAMONOID" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FAMONOID"]
/*"FAMONOID" -> "FAMONC"*/
/*"FAMONOID" -> "CABMON"*/
/*"FAMONOID" -> "ABELMON"*/
/*"FAMONOID" -> "ABELSG"*/
/*"FAMONOID" -> "SETCAT"*/
/*"FAMONOID" -> "BASTYPE"*/
/*"FAMONOID" -> "KOERCE"*/
/*"FAMONOID" -> "RETRACT"*/
"FAMONOID" -> "OAMONS"
/*"FAMONOID" -> "OCAMON"*/
/*"FAMONOID" -> "OAMON"*/
/*"FAMONOID" -> "OASGP"*/
/*"FAMONOID" -> "ORDSET"*/
/*"FAMONOID" -> "NNI"*/
/*"FAMONOID" -> "INT"*/
/*"FAMONOID" -> "MONOID"*/
/*"FAMONOID" -> "SGROUP"*/

"FIELD"  [color="#4488FF",href="bookvol10.2.pdf#nameddest=FIELD"]
/*"FIELD" -> "EUCDOM"*/
"FIELD" -> "PID"
/*"FIELD" -> "GCDDOM"*/
/*"FIELD" -> "INTDOM"*/
/*"FIELD" -> "COMRING"*/
/*"FIELD" -> "RING"*/
/*"FIELD" -> "RNG"*/
/*"FIELD" -> "ABELGRP"*/
/*"FIELD" -> "CABMON"*/
/*"FIELD" -> "ABELMON"*/
/*"FIELD" -> "ABELSG"*/
/*"FIELD" -> "SETCAT"*/
/*"FIELD" -> "BASTYPE"*/
/*"FIELD" -> "KOERCE"*/
/*"FIELD" -> "SGROUP"*/
/*"FIELD" -> "MONOID"*/
/*"FIELD" -> "LMODULE"*/
/*"FIELD" -> "BMODULE"*/
/*"FIELD" -> "RMODULE"*/
/*"FIELD" -> "ALGEBRA"*/
/*"FIELD" -> "MODULE"*/
/*"FIELD" -> "ENTIRER"*/
/*"FIELD" -> "UFD"*/
/*"FIELD" -> "DIVRING"*/
/*"FIELD" -> "BOOLEAN"*/
/*"FIELD" -> "INT"*/
/*"FIELD" -> "NNI"*/

"FIELD-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FIELD"]
/*"FIELD-" -> "EUCDOM"*/
"FIELD-" -> "PID"
/*"FIELD-" -> "GCDDOM"*/
/*"FIELD-" -> "INTDOM"*/
/*"FIELD-" -> "COMRING"*/
/*"FIELD-" -> "RING"*/
/*"FIELD-" -> "RNG"*/
/*"FIELD-" -> "ABELGRP"*/
/*"FIELD-" -> "CABMON"*/
/*"FIELD-" -> "ABELMON"*/
/*"FIELD-" -> "ABELSG"*/
/*"FIELD-" -> "SETCAT"*/
/*"FIELD-" -> "BASTYPE"*/
/*"FIELD-" -> "KOERCE"*/
/*"FIELD-" -> "SGROUP"*/
/*"FIELD-" -> "MONOID"*/
/*"FIELD-" -> "LMODULE"*/
/*"FIELD-" -> "BMODULE"*/
/*"FIELD-" -> "RMODULE"*/
/*"FIELD-" -> "ALGEBRA"*/
/*"FIELD-" -> "MODULE"*/
/*"FIELD-" -> "ENTIRER"*/
/*"FIELD-" -> "UFD"*/
/*"FIELD-" -> "DIVRING"*/
/*"FIELD-" -> "BOOLEAN"*/
/*"FIELD-" -> "INT"*/
/*"FIELD-" -> "NNI"*/

"FLAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FLAGG"]
/*"FLAGG" -> "LNAGG"*/
/*"FLAGG" -> "IXAGG"*/
/*"FLAGG" -> "HOAGG"*/
/*"FLAGG" -> "AGG"*/
/*"FLAGG" -> "TYPE"*/
/*"FLAGG" -> "SETCAT"*/
/*"FLAGG" -> "BASTYPE"*/
/*"FLAGG" -> "KOERCE"*/
/*"FLAGG" -> "EVALAB"*/
/*"FLAGG" -> "IEVALAB"*/
/*"FLAGG" -> "ELTAGG"*/
/*"FLAGG" -> "ELTAB"*/
/*"FLAGG" -> "CLAGG"*/
/*"FLAGG" -> "KONVERT"*/
/*"FLAGG" -> "ORDSET"*/
/*"FLAGG" -> "INS"*/
/*"FLAGG" -> "UFD"*/
/*"FLAGG" -> "GCDDOM"*/
/*"FLAGG" -> "INTDOM"*/
/*"FLAGG" -> "COMRING"*/
/*"FLAGG" -> "RING"*/
/*"FLAGG" -> "RNG"*/
/*"FLAGG" -> "ABELGRP"*/
/*"FLAGG" -> "CABMON"*/
/*"FLAGG" -> "ABELMON"*/
/*"FLAGG" -> "ABELSG"*/
/*"FLAGG" -> "SGROUP"*/
/*"FLAGG" -> "MONOID"*/
/*"FLAGG" -> "LMODULE"*/
/*"FLAGG" -> "BMODULE"*/
/*"FLAGG" -> "RMODULE"*/
/*"FLAGG" -> "ALGEBRA"*/
/*"FLAGG" -> "MODULE"*/
/*"FLAGG" -> "ENTIRER"*/
/*"FLAGG" -> "EUCDOM"*/
"FLAGG" -> "PID/OAGROUP"
/*"FLAGG" -> "OINTDOM"*/
/*"FLAGG" -> "ORDRING"*/
/*"FLAGG" -> "OAGROUP"*/
/*"FLAGG" -> "OCAMON"*/
/*"FLAGG" -> "OAMON"*/
/*"FLAGG" -> "OASGP"*/
/*"FLAGG" -> "DIFRING"*/
/*"FLAGG" -> "RETRACT"*/
/*"FLAGG" -> "LINEXP"*/
/*"FLAGG" -> "PATMAB"*/
/*"FLAGG" -> "CFCAT"*/
/*"FLAGG" -> "REAL"*/
/*"FLAGG" -> "CHARZ"*/
/*"FLAGG" -> "STEP"*/
/*"FLAGG" -> "OM"*/

"FLAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FLAGG"]
/*"FLAGG-" -> "LNAGG"*/
/*"FLAGG-" -> "IXAGG"*/
/*"FLAGG-" -> "HOAGG"*/
/*"FLAGG-" -> "AGG"*/
/*"FLAGG-" -> "TYPE"*/
/*"FLAGG-" -> "SETCAT"*/
/*"FLAGG-" -> "BASTYPE"*/
/*"FLAGG-" -> "KOERCE"*/
/*"FLAGG-" -> "EVALAB"*/
/*"FLAGG-" -> "IEVALAB"*/
/*"FLAGG-" -> "ELTAGG"*/
/*"FLAGG-" -> "ELTAB"*/
/*"FLAGG-" -> "CLAGG"*/
/*"FLAGG-" -> "KONVERT"*/
/*"FLAGG-" -> "ORDSET"*/
/*"FLAGG-" -> "INS"*/
/*"FLAGG-" -> "UFD"*/
/*"FLAGG-" -> "GCDDOM"*/
/*"FLAGG-" -> "INTDOM"*/
/*"FLAGG-" -> "COMRING"*/
/*"FLAGG-" -> "RING"*/
/*"FLAGG-" -> "RNG"*/
/*"FLAGG-" -> "ABELGRP"*/
/*"FLAGG-" -> "CABMON"*/
/*"FLAGG-" -> "ABELMON"*/
/*"FLAGG-" -> "ABELSG"*/
/*"FLAGG-" -> "SGROUP"*/
/*"FLAGG-" -> "MONOID"*/
/*"FLAGG-" -> "LMODULE"*/
/*"FLAGG-" -> "BMODULE"*/
/*"FLAGG-" -> "RMODULE"*/
/*"FLAGG-" -> "ALGEBRA"*/
/*"FLAGG-" -> "MODULE"*/
/*"FLAGG-" -> "ENTIRER"*/
/*"FLAGG-" -> "EUCDOM"*/
"FLAGG-" -> "PID/OAGROUP"
/*"FLAGG-" -> "OINTDOM"*/
/*"FLAGG-" -> "ORDRING"*/
/*"FLAGG-" -> "OAGROUP"*/
/*"FLAGG-" -> "OCAMON"*/
/*"FLAGG-" -> "OAMON"*/
/*"FLAGG-" -> "OASGP"*/
/*"FLAGG-" -> "DIFRING"*/
/*"FLAGG-" -> "RETRACT"*/
/*"FLAGG-" -> "LINEXP"*/
/*"FLAGG-" -> "PATMAB"*/
/*"FLAGG-" -> "CFCAT"*/
/*"FLAGG-" -> "REAL"*/
/*"FLAGG-" -> "CHARZ"*/
/*"FLAGG-" -> "STEP"*/
/*"FLAGG-" -> "OM"*/

"FLINEXP" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FLINEXP"]
/*"FLINEXP" -> "LINEXP"*/
/*"FLINEXP" -> "RING"*/
/*"FLINEXP" -> "RNG"*/
/*"FLINEXP" -> "ABELGRP"*/
/*"FLINEXP" -> "CABMON"*/
/*"FLINEXP" -> "ABELMON"*/
/*"FLINEXP" -> "ABELSG"*/
/*"FLINEXP" -> "SETCAT"*/
/*"FLINEXP" -> "BASTYPE"*/
/*"FLINEXP" -> "KOERCE"*/
/*"FLINEXP" -> "SGROUP"*/
/*"FLINEXP" -> "MONOID"*/
/*"FLINEXP" -> "LMODULE"*/
/*"FLINEXP" -> "INS"*/
/*"FLINEXP" -> "UFD"*/
/*"FLINEXP" -> "GCDDOM"*/
/*"FLINEXP" -> "INTDOM"*/
/*"FLINEXP" -> "COMRING"*/
/*"FLINEXP" -> "BMODULE"*/
/*"FLINEXP" -> "RMODULE"*/
/*"FLINEXP" -> "ALGEBRA"*/
/*"FLINEXP" -> "MODULE"*/
/*"FLINEXP" -> "ENTIRER"*/
/*"FLINEXP" -> "EUCDOM"*/
"FLINEXP" -> "PID/OAGROUP"
/*"FLINEXP" -> "OINTDOM"*/
/*"FLINEXP" -> "ORDRING"*/
/*"FLINEXP" -> "OAGROUP"*/
/*"FLINEXP" -> "OCAMON"*/
/*"FLINEXP" -> "OAMON"*/
/*"FLINEXP" -> "OASGP"*/
/*"FLINEXP" -> "ORDSET"*/
/*"FLINEXP" -> "DIFRING"*/
/*"FLINEXP" -> "KONVERT"*/
/*"FLINEXP" -> "RETRACT"*/
/*"FLINEXP" -> "PATMAB"*/
/*"FLINEXP" -> "CFCAT"*/
/*"FLINEXP" -> "REAL"*/
/*"FLINEXP" -> "CHARZ"*/
/*"FLINEXP" -> "STEP"*/

"FLINEXP-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FLINEXP"]
/*"FLINEXP-" -> "LINEXP"*/
/*"FLINEXP-" -> "RING"*/
/*"FLINEXP-" -> "RNG"*/
/*"FLINEXP-" -> "ABELGRP"*/
/*"FLINEXP-" -> "CABMON"*/
/*"FLINEXP-" -> "ABELMON"*/
/*"FLINEXP-" -> "ABELSG"*/
/*"FLINEXP-" -> "SETCAT"*/
/*"FLINEXP-" -> "BASTYPE"*/
/*"FLINEXP-" -> "KOERCE"*/
/*"FLINEXP-" -> "SGROUP"*/
/*"FLINEXP-" -> "MONOID"*/
/*"FLINEXP-" -> "LMODULE"*/
/*"FLINEXP-" -> "INS"*/
/*"FLINEXP-" -> "UFD"*/
/*"FLINEXP-" -> "GCDDOM"*/
/*"FLINEXP-" -> "INTDOM"*/
/*"FLINEXP-" -> "COMRING"*/
/*"FLINEXP-" -> "BMODULE"*/
/*"FLINEXP-" -> "RMODULE"*/
/*"FLINEXP-" -> "ALGEBRA"*/
/*"FLINEXP-" -> "MODULE"*/
/*"FLINEXP-" -> "ENTIRER"*/
/*"FLINEXP-" -> "EUCDOM"*/
"FLINEXP-" -> "PID/OAGROUP"
/*"FLINEXP-" -> "OINTDOM"*/
/*"FLINEXP-" -> "ORDRING"*/
/*"FLINEXP-" -> "OAGROUP"*/
/*"FLINEXP-" -> "OCAMON"*/
/*"FLINEXP-" -> "OAMON"*/
/*"FLINEXP-" -> "OASGP"*/
/*"FLINEXP-" -> "ORDSET"*/
/*"FLINEXP-" -> "DIFRING"*/
/*"FLINEXP-" -> "KONVERT"*/
/*"FLINEXP-" -> "RETRACT"*/
/*"FLINEXP-" -> "PATMAB"*/
/*"FLINEXP-" -> "CFCAT"*/
/*"FLINEXP-" -> "REAL"*/
/*"FLINEXP-" -> "CHARZ"*/
/*"FLINEXP-" -> "STEP"*/

"FRETRCT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FRETRCT"]
/*"FRETRCT" -> "RETRACT"*/
/*"FRETRCT" -> "TYPE"*/
/*"FRETRCT" -> "INS"*/
/*"FRETRCT" -> "UFD"*/
/*"FRETRCT" -> "GCDDOM"*/
/*"FRETRCT" -> "INTDOM"*/
/*"FRETRCT" -> "COMRING"*/
/*"FRETRCT" -> "RING"*/
/*"FRETRCT" -> "RNG"*/
/*"FRETRCT" -> "ABELGRP"*/
/*"FRETRCT" -> "CABMON"*/
/*"FRETRCT" -> "ABELMON"*/
/*"FRETRCT" -> "ABELSG"*/
/*"FRETRCT" -> "SETCAT"*/
/*"FRETRCT" -> "BASTYPE"*/
/*"FRETRCT" -> "KOERCE"*/
/*"FRETRCT" -> "SGROUP"*/
/*"FRETRCT" -> "MONOID"*/
/*"FRETRCT" -> "LMODULE"*/
/*"FRETRCT" -> "BMODULE"*/
/*"FRETRCT" -> "RMODULE"*/
/*"FRETRCT" -> "ALGEBRA"*/
/*"FRETRCT" -> "MODULE"*/
/*"FRETRCT" -> "ENTIRER"*/
/*"FRETRCT" -> "EUCDOM"*/
"FRETRCT" -> "PID/OAGROUP"
/*"FRETRCT" -> "OINTDOM"*/
/*"FRETRCT" -> "ORDRING"*/
/*"FRETRCT" -> "OAGROUP"*/
/*"FRETRCT" -> "OCAMON"*/
/*"FRETRCT" -> "OAMON"*/
/*"FRETRCT" -> "OASGP"*/
/*"FRETRCT" -> "ORDSET"*/
/*"FRETRCT" -> "DIFRING"*/
/*"FRETRCT" -> "KONVERT"*/
/*"FRETRCT" -> "LINEXP"*/
/*"FRETRCT" -> "PATMAB"*/
/*"FRETRCT" -> "CFCAT"*/
/*"FRETRCT" -> "REAL"*/
/*"FRETRCT" -> "CHARZ"*/
/*"FRETRCT" -> "STEP"*/

"FRETRCT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FRETRCT"]
/*"FRETRCT-" -> "RETRACT"*/
/*"FRETRCT-" -> "TYPE"*/
/*"FRETRCT-" -> "INS"*/
/*"FRETRCT-" -> "UFD"*/
/*"FRETRCT-" -> "GCDDOM"*/
/*"FRETRCT-" -> "INTDOM"*/
/*"FRETRCT-" -> "COMRING"*/
/*"FRETRCT-" -> "RING"*/
/*"FRETRCT-" -> "RNG"*/
/*"FRETRCT-" -> "ABELGRP"*/
/*"FRETRCT-" -> "CABMON"*/
/*"FRETRCT-" -> "ABELMON"*/
/*"FRETRCT-" -> "ABELSG"*/
/*"FRETRCT-" -> "SETCAT"*/
/*"FRETRCT-" -> "BASTYPE"*/
/*"FRETRCT-" -> "KOERCE"*/
/*"FRETRCT-" -> "SGROUP"*/
/*"FRETRCT-" -> "MONOID"*/
/*"FRETRCT-" -> "LMODULE"*/
/*"FRETRCT-" -> "BMODULE"*/
/*"FRETRCT-" -> "RMODULE"*/
/*"FRETRCT-" -> "ALGEBRA"*/
/*"FRETRCT-" -> "MODULE"*/
/*"FRETRCT-" -> "ENTIRER"*/
/*"FRETRCT-" -> "EUCDOM"*/
"FRETRCT-" -> "PID/OAGROUP"
/*"FRETRCT-" -> "OINTDOM"*/
/*"FRETRCT-" -> "ORDRING"*/
/*"FRETRCT-" -> "OAGROUP"*/
/*"FRETRCT-" -> "OCAMON"*/
/*"FRETRCT-" -> "OAMON"*/
/*"FRETRCT-" -> "OASGP"*/
/*"FRETRCT-" -> "ORDSET"*/
/*"FRETRCT-" -> "DIFRING"*/
/*"FRETRCT-" -> "KONVERT"*/
/*"FRETRCT-" -> "LINEXP"*/
/*"FRETRCT-" -> "PATMAB"*/
/*"FRETRCT-" -> "CFCAT"*/
/*"FRETRCT-" -> "REAL"*/
/*"FRETRCT-" -> "CHARZ"*/
/*"FRETRCT-" -> "STEP"*/

"FSERIES" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FSERIES"]
/*"FSERIES" -> "ALGEBRA"*/
/*"FSERIES" -> "RING"*/
/*"FSERIES" -> "RNG"*/
/*"FSERIES" -> "ABELGRP"*/
/*"FSERIES" -> "CABMON"*/
/*"FSERIES" -> "ABELMON"*/
/*"FSERIES" -> "ABELSG"*/
/*"FSERIES" -> "SETCAT"*/
/*"FSERIES" -> "BASTYPE"*/
/*"FSERIES" -> "KOERCE"*/
/*"FSERIES" -> "SGROUP"*/
/*"FSERIES" -> "MONOID"*/
/*"FSERIES" -> "LMODULE"*/
/*"FSERIES" -> "MODULE"*/
/*"FSERIES" -> "BMODULE"*/
/*"FSERIES" -> "RMODULE"*/
/*"FSERIES" -> "COMRING"*/
/*"FSERIES" -> "ORDSET"*/
/*"FSERIES" -> "PI"*/
/*"FSERIES" -> "NNI"*/
/*"FSERIES" -> "INT"*/
/*"FSERIES" -> "INS"*/
/*"FSERIES" -> "UFD"*/
/*"FSERIES" -> "GCDDOM"*/
/*"FSERIES" -> "INTDOM"*/
/*"FSERIES" -> "ENTIRER"*/
/*"FSERIES" -> "EUCDOM"*/
"FSERIES" -> "PID/OAGROUP"
/*"FSERIES" -> "OINTDOM"*/
/*"FSERIES" -> "ORDRING"*/
/*"FSERIES" -> "OAGROUP"*/
/*"FSERIES" -> "OCAMON"*/
/*"FSERIES" -> "OAMON"*/
/*"FSERIES" -> "OASGP"*/
/*"FSERIES" -> "DIFRING"*/
/*"FSERIES" -> "KONVERT"*/
/*"FSERIES" -> "RETRACT"*/
/*"FSERIES" -> "LINEXP"*/
/*"FSERIES" -> "PATMAB"*/
/*"FSERIES" -> "CFCAT"*/
/*"FSERIES" -> "REAL"*/
/*"FSERIES" -> "CHARZ"*/
/*"FSERIES" -> "STEP"*/
/*"FSERIES" -> "LIST"*/

"FT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FT"]
/*"FT" -> "SETCAT"*/
/*"FT" -> "BASTYPE"*/
/*"FT" -> "KOERCE"*/
/*"FT" -> "INS"*/
/*"FT" -> "UFD"*/
/*"FT" -> "GCDDOM"*/
/*"FT" -> "INTDOM"*/
/*"FT" -> "COMRING"*/
/*"FT" -> "RING"*/
/*"FT" -> "RNG"*/
/*"FT" -> "ABELGRP"*/
/*"FT" -> "CABMON"*/
/*"FT" -> "ABELMON"*/
/*"FT" -> "ABELSG"*/
/*"FT" -> "SGROUP"*/
/*"FT" -> "MONOID"*/
/*"FT" -> "LMODULE"*/
/*"FT" -> "BMODULE"*/
/*"FT" -> "RMODULE"*/
/*"FT" -> "ALGEBRA"*/
/*"FT" -> "MODULE"*/
/*"FT" -> "ENTIRER"*/
/*"FT" -> "EUCDOM"*/
"FT" -> "PID/OAGROUP"
/*"FT" -> "OINTDOM"*/
/*"FT" -> "ORDRING"*/
/*"FT" -> "OAGROUP"*/
/*"FT" -> "OCAMON"*/
/*"FT" -> "OAMON"*/
/*"FT" -> "OASGP"*/
/*"FT" -> "ORDSET"*/
/*"FT" -> "DIFRING"*/
/*"FT" -> "KONVERT"*/
/*"FT" -> "RETRACT"*/
/*"FT" -> "LINEXP"*/
/*"FT" -> "PATMAB"*/
/*"FT" -> "CFCAT"*/
/*"FT" -> "REAL"*/
/*"FT" -> "CHARZ"*/
/*"FT" -> "STEP"*/
/*"FT" -> "INT"*/
/*"FT" -> "LIST"*/
/*"FT" -> "ILIST"*/
/*"FT" -> "BOOLEAN"*/

"IDPOAMS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IDPOAMS"]
"IDPOAMS" -> "OAMONS"
/*"IDPOAMS" -> "OCAMON"*/
/*"IDPOAMS" -> "OAMON"*/
/*"IDPOAMS" -> "OASGP"*/
/*"IDPOAMS" -> "ORDSET"*/
/*"IDPOAMS" -> "SETCAT"*/
/*"IDPOAMS" -> "BASTYPE"*/
/*"IDPOAMS" -> "KOERCE"*/
/*"IDPOAMS" -> "ABELMON"*/
/*"IDPOAMS" -> "ABELSG"*/
/*"IDPOAMS" -> "CABMON"*/
/*"IDPOAMS" -> "IDPC"*/
/*"IDPOAMS" -> "INT"*/
/*"IDPOAMS" -> "LIST"*/
/*"IDPOAMS" -> "ILIST"*/

"INFINITY" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INFINITY"]
/*"INFINITY" -> "INS"*/
/*"INFINITY" -> "UFD"*/
/*"INFINITY" -> "GCDDOM"*/
/*"INFINITY" -> "INTDOM"*/
/*"INFINITY" -> "COMRING"*/
/*"INFINITY" -> "RING"*/
/*"INFINITY" -> "RNG"*/
/*"INFINITY" -> "ABELGRP"*/
/*"INFINITY" -> "CABMON"*/
/*"INFINITY" -> "ABELMON"*/
/*"INFINITY" -> "ABELSG"*/
/*"INFINITY" -> "SETCAT"*/
/*"INFINITY" -> "BASTYPE"*/
/*"INFINITY" -> "KOERCE"*/
/*"INFINITY" -> "SGROUP"*/
/*"INFINITY" -> "MONOID"*/
/*"INFINITY" -> "LMODULE"*/
/*"INFINITY" -> "BMODULE"*/
/*"INFINITY" -> "RMODULE"*/
/*"INFINITY" -> "ALGEBRA"*/
/*"INFINITY" -> "MODULE"*/
/*"INFINITY" -> "ENTIRER"*/
/*"INFINITY" -> "EUCDOM"*/
"INFINITY" -> "PID/OAGROUP"
/*"INFINITY" -> "OINTDOM"*/
/*"INFINITY" -> "ORDRING"*/
/*"INFINITY" -> "OAGROUP"*/
/*"INFINITY" -> "OCAMON"*/
/*"INFINITY" -> "OAMON"*/
/*"INFINITY" -> "OASGP"*/
/*"INFINITY" -> "ORDSET"*/
/*"INFINITY" -> "DIFRING"*/
/*"INFINITY" -> "KONVERT"*/
/*"INFINITY" -> "RETRACT"*/
/*"INFINITY" -> "LINEXP"*/
/*"INFINITY" -> "PATMAB"*/
/*"INFINITY" -> "CFCAT"*/
/*"INFINITY" -> "REAL"*/
/*"INFINITY" -> "CHARZ"*/
/*"INFINITY" -> "STEP"*/

/* Note that INS has a circular self reference */
"INS" [color="#4488FF",href="bookvol10.2.pdf#nameddest=INS",
          shape=ellipse]
/*"INS" -> "INS"*/
/*"INS" -> "UFD"*/
/*"INS" -> "GCDDOM"*/
/*"INS" -> "INTDOM"*/
/*"INS" -> "COMRING"*/
/*"INS" -> "RING"*/
/*"INS" -> "RNG"*/
/*"INS" -> "ABELGRP"*/
/*"INS" -> "CABMON"*/
/*"INS" -> "ABELMON"*/
/*"INS" -> "ABELSG"*/
/*"INS" -> "SETCAT"*/
/*"INS" -> "BASTYPE"*/
/*"INS" -> "KOERCE"*/
/*"INS" -> "SGROUP"*/
/*"INS" -> "MONOID"*/
/*"INS" -> "LMODULE"*/
/*"INS" -> "BMODULE"*/
/*"INS" -> "RMODULE"*/
/*"INS" -> "ALGEBRA"*/
/*"INS" -> "MODULE"*/
/*"INS" -> "ENTIRER"*/
/*"INS" -> "EUCDOM"*/
"INS" -> "PID/OAGROUP"
/*"INS" -> "OINTDOM"*/
/*"INS" -> "ORDRING"*/
/*"INS" -> "OAGROUP"*/
/*"INS" -> "OCAMON"*/
/*"INS" -> "OAMON"*/
/*"INS" -> "OASGP"*/
/*"INS" -> "ORDSET"*/
/*"INS" -> "DIFRING"*/
/*"INS" -> "KONVERT"*/
/*"INS" -> "RETRACT"*/
/*"INS" -> "LINEXP"*/
/*"INS" -> "PATMAB"*/
/*"INS" -> "CFCAT"*/
/*"INS" -> "REAL"*/
/*"INS" -> "CHARZ"*/
/*"INS" -> "STEP"*/
/*"INS" -> "NNI"*/
/*"INS" -> "INT"*/
/*"INS" -> "BOOLEAN"*/
/*"INS" -> "DFLOAT"*/

"INS-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=INS",
          shape=ellipse]
/*"INS-" -> "INS"*/
/*"INS-" -> "UFD"*/
/*"INS-" -> "GCDDOM"*/
/*"INS-" -> "INTDOM"*/
/*"INS-" -> "COMRING"*/
/*"INS-" -> "RING"*/
/*"INS-" -> "RNG"*/
/*"INS-" -> "ABELGRP"*/
/*"INS-" -> "CABMON"*/
/*"INS-" -> "ABELMON"*/
/*"INS-" -> "ABELSG"*/
/*"INS-" -> "SETCAT"*/
/*"INS-" -> "BASTYPE"*/
/*"INS-" -> "KOERCE"*/
/*"INS-" -> "SGROUP"*/
/*"INS-" -> "MONOID"*/
/*"INS-" -> "LMODULE"*/
/*"INS-" -> "BMODULE"*/
/*"INS-" -> "RMODULE"*/
/*"INS-" -> "ALGEBRA"*/
/*"INS-" -> "MODULE"*/
/*"INS-" -> "ENTIRER"*/
/*"INS-" -> "EUCDOM"*/
"INS-" -> "PID/OAGROUP"
/*"INS-" -> "OINTDOM"*/
/*"INS-" -> "ORDRING"*/
/*"INS-" -> "OAGROUP"*/
/*"INS-" -> "OCAMON"*/
/*"INS-" -> "OAMON"*/
/*"INS-" -> "OASGP"*/
/*"INS-" -> "ORDSET"*/
/*"INS-" -> "DIFRING"*/
/*"INS-" -> "KONVERT"*/
/*"INS-" -> "RETRACT"*/
/*"INS-" -> "LINEXP"*/
/*"INS-" -> "PATMAB"*/
/*"INS-" -> "CFCAT"*/
/*"INS-" -> "REAL"*/
/*"INS-" -> "CHARZ"*/
/*"INS-" -> "STEP"*/
/*"INS-" -> "NNI"*/
/*"INS-" -> "INT"*/
/*"INS-" -> "BOOLEAN"*/
/*"INS-" -> "DFLOAT"*/

"LA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LA"]
/*"LA" -> "ALGEBRA"*/
/*"LA" -> "RING"*/
/*"LA" -> "RNG"*/
/*"LA" -> "ABELGRP"*/
/*"LA" -> "CABMON"*/
/*"LA" -> "ABELMON"*/
/*"LA" -> "ABELSG"*/
/*"LA" -> "SETCAT"*/
/*"LA" -> "BASTYPE"*/
/*"LA" -> "KOERCE"*/
/*"LA" -> "SGROUP"*/
/*"LA" -> "MONOID"*/
/*"LA" -> "LMODULE"*/
/*"LA" -> "MODULE"*/
/*"LA" -> "BMODULE"*/
/*"LA" -> "RMODULE"*/
/*"LA" -> "ORDRING"*/
"LA" -> "OAGROUP"
/*"LA" -> "OCAMON"*/
/*"LA" -> "OAMON"*/
/*"LA" -> "OASGP"*/
/*"LA" -> "ORDSET"*/
/*"LA" -> "COMRING"*/

"LNAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=LNAGG",
          shape=ellipse]
/*"LNAGG" -> "INS"*/
/*"LNAGG" -> "UFD"*/
/*"LNAGG" -> "GCDDOM"*/
/*"LNAGG" -> "INTDOM"*/
/*"LNAGG" -> "COMRING"*/
/*"LNAGG" -> "RING"*/
/*"LNAGG" -> "RNG"*/
/*"LNAGG" -> "ABELGRP"*/
/*"LNAGG" -> "CABMON"*/
/*"LNAGG" -> "ABELMON"*/
/*"LNAGG" -> "ABELSG"*/
/*"LNAGG" -> "SETCAT"*/
/*"LNAGG" -> "BASTYPE"*/
/*"LNAGG" -> "KOERCE"*/
/*"LNAGG" -> "SGROUP"*/
/*"LNAGG" -> "MONOID"*/
/*"LNAGG" -> "LMODULE"*/
/*"LNAGG" -> "BMODULE"*/
/*"LNAGG" -> "RMODULE"*/
/*"LNAGG" -> "ALGEBRA"*/
/*"LNAGG" -> "MODULE"*/
/*"LNAGG" -> "ENTIRER"*/
/*"LNAGG" -> "EUCDOM"*/
"LNAGG" -> "PID/OAGROUP"
/*"LNAGG" -> "OINTDOM"*/
/*"LNAGG" -> "ORDRING"*/
/*"LNAGG" -> "OAGROUP"*/
/*"LNAGG" -> "OCAMON"*/
/*"LNAGG" -> "OAMON"*/
/*"LNAGG" -> "OASGP"*/
/*"LNAGG" -> "ORDSET"*/
/*"LNAGG" -> "DIFRING"*/
/*"LNAGG" -> "KONVERT"*/
/*"LNAGG" -> "RETRACT"*/
/*"LNAGG" -> "LINEXP"*/
/*"LNAGG" -> "PATMAB"*/
/*"LNAGG" -> "CFCAT"*/
/*"LNAGG" -> "REAL"*/
/*"LNAGG" -> "CHARZ"*/
/*"LNAGG" -> "STEP"*/
/*"LNAGG" -> "IXAGG"*/
/*"LNAGG" -> "HOAGG"*/
/*"LNAGG" -> "AGG"*/
/*"LNAGG" -> "TYPE"*/
/*"LNAGG" -> "EVALAB"*/
/*"LNAGG" -> "IEVALAB"*/
/*"LNAGG" -> "ELTAGG"*/
/*"LNAGG" -> "ELTAB"*/
/*"LNAGG" -> "CLAGG"*/
/*"LNAGG" -> "OM"*/
/*"LNAGG" -> "INT"*/
/*"LNAGG" -> "BOOLEAN"*/
/*"LNAGG" -> "NNI"*/

"LNAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LNAGG",
          shape=ellipse]
/*"LNAGG-" -> "INS"*/
/*"LNAGG-" -> "UFD"*/
/*"LNAGG-" -> "GCDDOM"*/
/*"LNAGG-" -> "INTDOM"*/
/*"LNAGG-" -> "COMRING"*/
/*"LNAGG-" -> "RING"*/
/*"LNAGG-" -> "RNG"*/
/*"LNAGG-" -> "ABELGRP"*/
/*"LNAGG-" -> "CABMON"*/
/*"LNAGG-" -> "ABELMON"*/
/*"LNAGG-" -> "ABELSG"*/
/*"LNAGG-" -> "SETCAT"*/
/*"LNAGG-" -> "BASTYPE"*/
/*"LNAGG-" -> "KOERCE"*/
/*"LNAGG-" -> "SGROUP"*/
/*"LNAGG-" -> "MONOID"*/
/*"LNAGG-" -> "LMODULE"*/
/*"LNAGG-" -> "BMODULE"*/
/*"LNAGG-" -> "RMODULE"*/
/*"LNAGG-" -> "ALGEBRA"*/
/*"LNAGG-" -> "MODULE"*/
/*"LNAGG-" -> "ENTIRER"*/
/*"LNAGG-" -> "EUCDOM"*/
"LNAGG-" -> "PID/OAGROUP"
/*"LNAGG-" -> "OINTDOM"*/
/*"LNAGG-" -> "ORDRING"*/
/*"LNAGG-" -> "OAGROUP"*/
/*"LNAGG-" -> "OCAMON"*/
/*"LNAGG-" -> "OAMON"*/
/*"LNAGG-" -> "OASGP"*/
/*"LNAGG-" -> "ORDSET"*/
/*"LNAGG-" -> "DIFRING"*/
/*"LNAGG-" -> "KONVERT"*/
/*"LNAGG-" -> "RETRACT"*/
/*"LNAGG-" -> "LINEXP"*/
/*"LNAGG-" -> "PATMAB"*/
/*"LNAGG-" -> "CFCAT"*/
/*"LNAGG-" -> "REAL"*/
/*"LNAGG-" -> "CHARZ"*/
/*"LNAGG-" -> "STEP"*/
/*"LNAGG-" -> "IXAGG"*/
/*"LNAGG-" -> "HOAGG"*/
/*"LNAGG-" -> "AGG"*/
/*"LNAGG-" -> "TYPE"*/
/*"LNAGG-" -> "EVALAB"*/
/*"LNAGG-" -> "IEVALAB"*/
/*"LNAGG-" -> "ELTAGG"*/
/*"LNAGG-" -> "ELTAB"*/
/*"LNAGG-" -> "CLAGG"*/
/*"LNAGG-" -> "OM"*/
/*"LNAGG-" -> "INT"*/
/*"LNAGG-" -> "BOOLEAN"*/
/*"LNAGG-" -> "NNI"*/

"MAPPKG4" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MAPPKG4"]
/*"MAPPKG4" -> "SETCAT"*/
/*"MAPPKG4" -> "BASTYPE"*/
/*"MAPPKG4" -> "KOERCE"*/
/*"MAPPKG4" -> "RING"*/
/*"MAPPKG4" -> "RNG"*/
/*"MAPPKG4" -> "ABELGRP"*/
/*"MAPPKG4" -> "CABMON"*/
/*"MAPPKG4" -> "ABELMON"*/
/*"MAPPKG4" -> "ABELSG"*/
/*"MAPPKG4" -> "SGROUP"*/
/*"MAPPKG4" -> "MONOID"*/
/*"MAPPKG4" -> "LMODULE"*/
/*"MAPPKG4" -> "INS"*/
/*"MAPPKG4" -> "UFD"*/
/*"MAPPKG4" -> "GCDDOM"*/
/*"MAPPKG4" -> "INTDOM"*/
/*"MAPPKG4" -> "COMRING"*/
/*"MAPPKG4" -> "BMODULE"*/
/*"MAPPKG4" -> "RMODULE"*/
/*"MAPPKG4" -> "ALGEBRA"*/
/*"MAPPKG4" -> "MODULE"*/
/*"MAPPKG4" -> "ENTIRER"*/
/*"MAPPKG4" -> "EUCDOM"*/
"MAPPKG4" -> "PID/OAGROUP"
/*"MAPPKG4" -> "OINTDOM"*/
/*"MAPPKG4" -> "ORDRING"*/ 
/*"MAPPKG4" -> "OAGROUP"*/
/*"MAPPKG4" -> "OCAMON"*/
/*"MAPPKG4" -> "OAMON"*/
/*"MAPPKG4" -> "OASGP"*/
/*"MAPPKG4" -> "ORDSET"*/
/*"MAPPKG4" -> "DIFRING"*/
/*"MAPPKG4" -> "KONVERT"*/
/*"MAPPKG4" -> "RETRACT"*/
/*"MAPPKG4" -> "LINEXP"*/
/*"MAPPKG4" -> "PATMAB"*/
/*"MAPPKG4" -> "CFCAT"*/
/*"MAPPKG4" -> "REAL"*/
/*"MAPPKG4" -> "CHARZ"*/
/*"MAPPKG4" -> "STEP"*/
/*"MAPPKG4" -> "OM"*/

"NNI" [color="#88FF44",href="bookvol10.3.pdf#nameddest=NNI",
          shape=ellipse]
"NNI" -> "OAMONS"
/*"NNI" -> "OCAMON"*/
/*"NNI" -> "OAMON"*/
/*"NNI" -> "OASGP"*/
/*"NNI" -> "ORDSET"*/
/*"NNI" -> "SETCAT"*/
/*"NNI" -> "BASTYPE"*/
/*"NNI" -> "KOERCE"*/
/*"NNI" -> "ABELMON"*/
/*"NNI" -> "ABELSG"*/
/*"NNI" -> "CABMON"*/
/*"NNI" -> "MONOID"*/
/*"NNI" -> "SGROUP"*/
/*"NNI" -> "NNI"*/
/*"NNI" -> "INT"*/
/*"NNI" -> "BOOLEAN"*/

"OINTDOM" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OINTDOM",
          shape=ellipse]
/*"OINTDOM" -> "INTDOM"*/
/*"OINTDOM" -> "COMRING"*/
/*"OINTDOM" -> "RING"*/
/*"OINTDOM" -> "RNG"*/
/*"OINTDOM" -> "ABELGRP"*/
/*"OINTDOM" -> "CABMON"*/
/*"OINTDOM" -> "ABELMON"*/
/*"OINTDOM" -> "ABELSG"*/
/*"OINTDOM" -> "SETCAT"*/
/*"OINTDOM" -> "BASTYPE"*/
/*"OINTDOM" -> "KOERCE"*/
/*"OINTDOM" -> "SGROUP"*/
/*"OINTDOM" -> "MONOID"*/
/*"OINTDOM" -> "LMODULE"*/
/*"OINTDOM" -> "BMODULE"*/
/*"OINTDOM" -> "RMODULE"*/
/*"OINTDOM" -> "ALGEBRA"*/
/*"OINTDOM" -> "MODULE"*/
/*"OINTDOM" -> "ENTIRER"*/
/*"OINTDOM" -> "ORDRING"*/
"OINTDOM" -> "OAGROUP"
/*"OINTDOM" -> "OCAMON"*/
/*"OINTDOM" -> "OAMON"*/
/*"OINTDOM" -> "OASGP"*/
/*"OINTDOM" -> "ORDSET"*/

"OMLO" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OMLO"]
"OMLO" -> "MLO"
/*"OMLO" -> "RING"*/
/*"OMLO" -> "RNG"*/
/*"OMLO" -> "ABELGRP"*/
/*"OMLO" -> "CABMON"*/
/*"OMLO" -> "ABELMON"*/
/*"OMLO" -> "ABELSG"*/
/*"OMLO" -> "SETCAT"*/
/*"OMLO" -> "BASTYPE"*/
/*"OMLO" -> "KOERCE"*/
/*"OMLO" -> "SGROUP"*/
/*"OMLO" -> "MONOID"*/
/*"OMLO" -> "LMODULE"*/
/*"OMLO" -> "BMODULE"*/
/*"OMLO" -> "RMODULE"*/
/*"OMLO" -> "ALGEBRA"*/
/*"OMLO" -> "MODULE"*/
/*"OMLO" -> "DIFRING"*/
/*"OMLO" -> "COMRING"*/

"ORDRING" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ORDRING",
          shape=ellipse]
"ORDRING" -> "OAGROUP"
/*"ORDRING" -> "OCAMON"*/
/*"ORDRING" -> "OAMON"*/
/*"ORDRING" -> "OASGP"*/
/*"ORDRING" -> "ORDSET"*/
/*"ORDRING" -> "SETCAT"*/
/*"ORDRING" -> "BASTYPE"*/
/*"ORDRING" -> "KOERCE"*/
/*"ORDRING" -> "ABELMON"*/
/*"ORDRING" -> "ABELSG"*/
/*"ORDRING" -> "CABMON"*/
/*"ORDRING" -> "ABELGRP"*/
/*"ORDRING" -> "RING"*/
/*"ORDRING" -> "RNG"*/
/*"ORDRING" -> "SGROUP"*/
/*"ORDRING" -> "MONOID"*/
/*"ORDRING" -> "LMODULE"*/
/*"ORDRING" -> "INT"*/

"ORDRING-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ORDRING",
          shape=ellipse]
"ORDRING-" -> "OAGROUP"
/*"ORDRING-" -> "OCAMON"*/
/*"ORDRING-" -> "OAMON"*/
/*"ORDRING-" -> "OASGP"*/
/*"ORDRING-" -> "ORDSET"*/
/*"ORDRING-" -> "SETCAT"*/
/*"ORDRING-" -> "BASTYPE"*/
/*"ORDRING-" -> "KOERCE"*/
/*"ORDRING-" -> "ABELMON"*/
/*"ORDRING-" -> "ABELSG"*/
/*"ORDRING-" -> "CABMON"*/
/*"ORDRING-" -> "ABELGRP"*/
/*"ORDRING-" -> "RING"*/
/*"ORDRING-" -> "RNG"*/
/*"ORDRING-" -> "SGROUP"*/
/*"ORDRING-" -> "MONOID"*/
/*"ORDRING-" -> "LMODULE"*/
/*"ORDRING-" -> "INT"*/

"ORTHPOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ORTHPOL"]
/*"ORTHPOL" -> "COMRING"*/
/*"ORTHPOL" -> "RING"*/
/*"ORTHPOL" -> "RNG"*/
/*"ORTHPOL" -> "ABELGRP"*/
/*"ORTHPOL" -> "CABMON"*/
/*"ORTHPOL" -> "ABELMON"*/
/*"ORTHPOL" -> "ABELSG"*/
/*"ORTHPOL" -> "SETCAT"*/
/*"ORTHPOL" -> "BASTYPE"*/
/*"ORTHPOL" -> "KOERCE"*/
/*"ORTHPOL" -> "SGROUP"*/
/*"ORTHPOL" -> "MONOID"*/
/*"ORTHPOL" -> "LMODULE"*/
/*"ORTHPOL" -> "BMODULE"*/
/*"ORTHPOL" -> "RMODULE"*/
/*"ORTHPOL" -> "NNI"*/
/*"ORTHPOL" -> "INT"*/
/*"ORTHPOL" -> "SINT"*/
/*"ORTHPOL" -> "MONOID-"*/
/*"ORTHPOL" -> "ABELMON-"*/
/*"ORTHPOL" -> "ORDSET-"*/
/*"ORTHPOL" -> "SGROUP-"*/
/*"ORTHPOL" -> "PI"*/
/*"ORTHPOL" -> "INS-"*/
/*"ORTHPOL" -> "ALGEBRA"*/
/*"ORTHPOL" -> "MODULE"*/
/*"ORTHPOL" -> "INS"*/
/*"ORTHPOL" -> "UFD"*/
/*"ORTHPOL" -> "GCDDOM"*/
/*"ORTHPOL" -> "INTDOM"*/
/*"ORTHPOL" -> "ENTIRER"*/
/*"ORTHPOL" -> "EUCDOM"*/
"ORTHPOL" -> "PID/OAGROUP"
/*"ORTHPOL" -> "OINTDOM"*/
/*"ORTHPOL" -> "ORDRING"*/
/*"ORTHPOL" -> "OAGROUP"*/
/*"ORTHPOL" -> "OCAMON"*/
/*"ORTHPOL" -> "OAMON"*/
/*"ORTHPOL" -> "OASGP"*/
/*"ORTHPOL" -> "ORDSET"*/
/*"ORTHPOL" -> "DIFRING"*/
/*"ORTHPOL" -> "KONVERT"*/
/*"ORTHPOL" -> "RETRACT"*/
/*"ORTHPOL" -> "LINEXP"*/
/*"ORTHPOL" -> "PATMAB"*/
/*"ORTHPOL" -> "CFCAT"*/
/*"ORTHPOL" -> "REAL"*/
/*"ORTHPOL" -> "CHARZ"*/
/*"ORTHPOL" -> "STEP"*/

"PRODUCT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PRODUCT"]
/*"PRODUCT" -> "SETCAT"*/
/*"PRODUCT" -> "BASTYPE"*/
/*"PRODUCT" -> "KOERCE"*/
/*"PRODUCT" -> "FINITE"*/
/*"PRODUCT" -> "MONOID"*/
/*"PRODUCT" -> "SGROUP"*/
/*"PRODUCT" -> "ABELMON"*/
/*"PRODUCT" -> "ABELSG"*/
/*"PRODUCT" -> "CABMON"*/
/*"PRODUCT" -> "GROUP"*/
/*"PRODUCT" -> "ABELGRP"*/
"PRODUCT" -> "OAMONS"
/*"PRODUCT" -> "OCAMON"*/
/*"PRODUCT" -> "OAMON"*/
/*"PRODUCT" -> "OASGP"*/
/*"PRODUCT" -> "ORDSET"*/
/*"PRODUCT" -> "BOOLEAN"*/
/*"PRODUCT" -> "NNI"*/
/*"PRODUCT" -> "INT"*/

"PADICCT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PADICCT"]
/*"PADICCT" -> "EUCDOM"*/
"PADICCT" -> "PID"
/*"PADICCT" -> "GCDDOM"*/
/*"PADICCT" -> "INTDOM"*/
/*"PADICCT" -> "COMRING"*/
/*"PADICCT" -> "RING"*/
/*"PADICCT" -> "RNG"*/
/*"PADICCT" -> "ABELGRP"*/
/*"PADICCT" -> "CABMON"*/
/*"PADICCT" -> "ABELMON"*/
/*"PADICCT" -> "ABELSG"*/
/*"PADICCT" -> "SETCAT"*/
/*"PADICCT" -> "BASTYPE"*/
/*"PADICCT" -> "KOERCE"*/
/*"PADICCT" -> "SGROUP"*/
/*"PADICCT" -> "MONOID"*/
/*"PADICCT" -> "LMODULE"*/
/*"PADICCT" -> "BMODULE"*/
/*"PADICCT" -> "RMODULE"*/
/*"PADICCT" -> "ALGEBRA"*/
/*"PADICCT" -> "MODULE"*/
/*"PADICCT" -> "ENTIRER"*/
/*"PADICCT" -> "CHARZ"*/

"PMPRED" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMPRED"]
/*"PMPRED" -> "TYPE"*/
/*"PMPRED" -> "INS"*/
/*"PMPRED" -> "UFD"*/
/*"PMPRED" -> "GCDDOM"*/
/*"PMPRED" -> "INTDOM"*/
/*"PMPRED" -> "COMRING"*/
/*"PMPRED" -> "RING"*/
/*"PMPRED" -> "RNG"*/
/*"PMPRED" -> "ABELGRP"*/
/*"PMPRED" -> "CABMON"*/
/*"PMPRED" -> "ABELMON"*/
/*"PMPRED" -> "ABELSG"*/
/*"PMPRED" -> "SETCAT"*/
/*"PMPRED" -> "BASTYPE"*/
/*"PMPRED" -> "KOERCE"*/
/*"PMPRED" -> "SGROUP"*/
/*"PMPRED" -> "MONOID"*/
/*"PMPRED" -> "LMODULE"*/
/*"PMPRED" -> "BMODULE"*/
/*"PMPRED" -> "RMODULE"*/
/*"PMPRED" -> "ALGEBRA"*/
/*"PMPRED" -> "MODULE"*/
/*"PMPRED" -> "ENTIRER"*/
/*"PMPRED" -> "EUCDOM"*/
"PMPRED" -> "PID/OAGROUP"
/*"PMPRED" -> "OINTDOM"*/
/*"PMPRED" -> "ORDRING"*/
/*"PMPRED" -> "OAGROUP"*/
/*"PMPRED" -> "OCAMON"*/
/*"PMPRED" -> "OAMON"*/
/*"PMPRED" -> "OASGP"*/
/*"PMPRED" -> "ORDSET"*/
/*"PMPRED" -> "DIFRING"*/
/*"PMPRED" -> "KONVERT"*/
/*"PMPRED" -> "RETRACT"*/
/*"PMPRED" -> "LINEXP"*/
/*"PMPRED" -> "PATMAB"*/
/*"PMPRED" -> "CFCAT"*/
/*"PMPRED" -> "REAL"*/
/*"PMPRED" -> "CHARZ"*/
/*"PMPRED" -> "STEP"*/

"PMASS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMASS"]
/*"PMASS" -> "INS"*/
/*"PMASS" -> "UFD"*/
/*"PMASS" -> "GCDDOM"*/
/*"PMASS" -> "INTDOM"*/
/*"PMASS" -> "COMRING"*/
/*"PMASS" -> "RING"*/
/*"PMASS" -> "RNG"*/
/*"PMASS" -> "ABELGRP"*/
/*"PMASS" -> "CABMON"*/
/*"PMASS" -> "ABELMON"*/
/*"PMASS" -> "ABELSG"*/
/*"PMASS" -> "SETCAT"*/
/*"PMASS" -> "BASTYPE"*/
/*"PMASS" -> "KOERCE"*/
/*"PMASS" -> "SGROUP"*/
/*"PMASS" -> "MONOID"*/
/*"PMASS" -> "LMODULE"*/
/*"PMASS" -> "BMODULE"*/
/*"PMASS" -> "RMODULE"*/
/*"PMASS" -> "ALGEBRA"*/
/*"PMASS" -> "MODULE"*/
/*"PMASS" -> "ENTIRER"*/
/*"PMASS" -> "EUCDOM"*/
"PMASS" -> "PID/OAGROUP"
/*"PMASS" -> "OINTDOM"*/
/*"PMASS" -> "ORDRING"*/
/*"PMASS" -> "OAGROUP"*/
/*"PMASS" -> "OCAMON"*/
/*"PMASS" -> "OAMON"*/
/*"PMASS" -> "OASGP"*/
/*"PMASS" -> "ORDSET"*/
/*"PMASS" -> "DIFRING"*/
/*"PMASS" -> "KONVERT"*/
/*"PMASS" -> "RETRACT"*/
/*"PMASS" -> "LINEXP"*/
/*"PMASS" -> "PATMAB"*/
/*"PMASS" -> "CFCAT"*/
/*"PMASS" -> "REAL"*/
/*"PMASS" -> "CHARZ"*/
/*"PMASS" -> "STEP"*/

"PTFUNC2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PTFUNC2"]
/*"PTFUNC2" -> "RING"*/
/*"PTFUNC2" -> "RNG"*/
/*"PTFUNC2" -> "ABELGRP"*/
/*"PTFUNC2" -> "CABMON"*/
/*"PTFUNC2" -> "ABELMON"*/
/*"PTFUNC2" -> "ABELSG"*/
/*"PTFUNC2" -> "SETCAT"*/
/*"PTFUNC2" -> "BASTYPE"*/
/*"PTFUNC2" -> "KOERCE"*/
/*"PTFUNC2" -> "SGROUP"*/
/*"PTFUNC2" -> "MONOID"*/
/*"PTFUNC2" -> "LMODULE"*/
/*"PTFUNC2" -> "INS"*/
/*"PTFUNC2" -> "UFD"*/
/*"PTFUNC2" -> "GCDDOM"*/
/*"PTFUNC2" -> "INTDOM"*/
/*"PTFUNC2" -> "COMRING"*/
/*"PTFUNC2" -> "BMODULE"*/
/*"PTFUNC2" -> "RMODULE"*/
/*"PTFUNC2" -> "ALGEBRA"*/
/*"PTFUNC2" -> "MODULE"*/
/*"PTFUNC2" -> "ENTIRER"*/
/*"PTFUNC2" -> "EUCDOM"*/
"PTFUNC2" -> "PID/OAGROUP"
/*"PTFUNC2" -> "OINTDOM"*/
/*"PTFUNC2" -> "ORDRING"*/
/*"PTFUNC2" -> "OAGROUP"*/
/*"PTFUNC2" -> "OCAMON"*/
/*"PTFUNC2" -> "OAMON"*/
/*"PTFUNC2" -> "OASGP"*/
/*"PTFUNC2" -> "ORDSET"*/
/*"PTFUNC2" -> "DIFRING"*/
/*"PTFUNC2" -> "KONVERT"*/
/*"PTFUNC2" -> "RETRACT"*/
/*"PTFUNC2" -> "LINEXP"*/
/*"PTFUNC2" -> "PATMAB"*/
/*"PTFUNC2" -> "CFCAT"*/
/*"PTFUNC2" -> "REAL"*/
/*"PTFUNC2" -> "CHARZ"*/
/*"PTFUNC2" -> "STEP"*/
/*"PTFUNC2" -> "OM"*/

"RADCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RADCAT"]
/*"RADCAT" -> "INS"*/
/*"RADCAT" -> "UFD"*/
/*"RADCAT" -> "GCDDOM"*/
/*"RADCAT" -> "INTDOM"*/
/*"RADCAT" -> "COMRING"*/
/*"RADCAT" -> "RING"*/
/*"RADCAT" -> "RNG"*/
/*"RADCAT" -> "ABELGRP"*/
/*"RADCAT" -> "CABMON"*/
/*"RADCAT" -> "ABELMON"*/
/*"RADCAT" -> "ABELSG"*/
/*"RADCAT" -> "SETCAT"*/
/*"RADCAT" -> "BASTYPE"*/
/*"RADCAT" -> "KOERCE"*/
/*"RADCAT" -> "SGROUP"*/
/*"RADCAT" -> "MONOID"*/
/*"RADCAT" -> "LMODULE"*/
/*"RADCAT" -> "BMODULE"*/
/*"RADCAT" -> "RMODULE"*/
/*"RADCAT" -> "ALGEBRA"*/
/*"RADCAT" -> "MODULE"*/
/*"RADCAT" -> "ENTIRER"*/
/*"RADCAT" -> "EUCDOM"*/
"RADCAT" -> "PID/OAGROUP"
/*"RADCAT" -> "OINTDOM"*/
/*"RADCAT" -> "ORDRING"*/
/*"RADCAT" -> "OAGROUP"*/
/*"RADCAT" -> "OCAMON"*/
/*"RADCAT" -> "OAMON"*/
/*"RADCAT" -> "OASGP"*/
/*"RADCAT" -> "ORDSET"*/
/*"RADCAT" -> "DIFRING"*/
/*"RADCAT" -> "KONVERT"*/
/*"RADCAT" -> "RETRACT"*/
/*"RADCAT" -> "LINEXP"*/
/*"RADCAT" -> "PATMAB"*/
/*"RADCAT" -> "CFCAT"*/
/*"RADCAT" -> "REAL"*/
/*"RADCAT" -> "CHARZ"*/
/*"RADCAT" -> "STEP"*/

"RADCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RADCAT"]
/*"RADCAT-" -> "INS"*/
/*"RADCAT-" -> "UFD"*/
/*"RADCAT-" -> "GCDDOM"*/
/*"RADCAT-" -> "INTDOM"*/
/*"RADCAT-" -> "COMRING"*/
/*"RADCAT-" -> "RING"*/
/*"RADCAT-" -> "RNG"*/
/*"RADCAT-" -> "ABELGRP"*/
/*"RADCAT-" -> "CABMON"*/
/*"RADCAT-" -> "ABELMON"*/
/*"RADCAT-" -> "ABELSG"*/
/*"RADCAT-" -> "SETCAT"*/
/*"RADCAT-" -> "BASTYPE"*/
/*"RADCAT-" -> "KOERCE"*/
/*"RADCAT-" -> "SGROUP"*/
/*"RADCAT-" -> "MONOID"*/
/*"RADCAT-" -> "LMODULE"*/
/*"RADCAT-" -> "BMODULE"*/
/*"RADCAT-" -> "RMODULE"*/
/*"RADCAT-" -> "ALGEBRA"*/
/*"RADCAT-" -> "MODULE"*/
/*"RADCAT-" -> "ENTIRER"*/
/*"RADCAT-" -> "EUCDOM"*/
"RADCAT-" -> "PID/OAGROUP"
/*"RADCAT-" -> "OINTDOM"*/
/*"RADCAT-" -> "ORDRING"*/
/*"RADCAT-" -> "OAGROUP"*/
/*"RADCAT-" -> "OCAMON"*/
/*"RADCAT-" -> "OAMON"*/
/*"RADCAT-" -> "OASGP"*/
/*"RADCAT-" -> "ORDSET"*/
/*"RADCAT-" -> "DIFRING"*/
/*"RADCAT-" -> "KONVERT"*/
/*"RADCAT-" -> "RETRACT"*/
/*"RADCAT-" -> "LINEXP"*/
/*"RADCAT-" -> "PATMAB"*/
/*"RADCAT-" -> "CFCAT"*/
/*"RADCAT-" -> "REAL"*/
/*"RADCAT-" -> "CHARZ"*/
/*"RADCAT-" -> "STEP"*/

"RATRET" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RATRET"]
/*"RATRET" -> "RETRACT"*/
/*"RATRET" -> "INS"*/
/*"RATRET" -> "UFD"*/
/*"RATRET" -> "GCDDOM"*/
/*"RATRET" -> "INTDOM"*/
/*"RATRET" -> "COMRING"*/
/*"RATRET" -> "RING"*/
/*"RATRET" -> "RNG"*/
/*"RATRET" -> "ABELGRP"*/
/*"RATRET" -> "CABMON"*/
/*"RATRET" -> "ABELMON"*/
/*"RATRET" -> "ABELSG"*/
/*"RATRET" -> "SETCAT"*/
/*"RATRET" -> "BASTYPE"*/
/*"RATRET" -> "KOERCE"*/
/*"RATRET" -> "SGROUP"*/
/*"RATRET" -> "MONOID"*/
/*"RATRET" -> "LMODULE"*/
/*"RATRET" -> "BMODULE"*/
/*"RATRET" -> "RMODULE"*/
/*"RATRET" -> "ALGEBRA"*/
/*"RATRET" -> "MODULE"*/
/*"RATRET" -> "ENTIRER"*/
/*"RATRET" -> "EUCDOM"*/
"RATRET" -> "PID/OAGROUP"
/*"RATRET" -> "OINTDOM"*/
/*"RATRET" -> "ORDRING"*/
/*"RATRET" -> "OAGROUP"*/
/*"RATRET" -> "OCAMON"*/
/*"RATRET" -> "OAMON"*/
/*"RATRET" -> "OASGP"*/
/*"RATRET" -> "ORDSET"*/
/*"RATRET" -> "DIFRING"*/
/*"RATRET" -> "KONVERT"*/
/*"RATRET" -> "LINEXP"*/
/*"RATRET" -> "PATMAB"*/
/*"RATRET" -> "CFCAT"*/
/*"RATRET" -> "REAL"*/
/*"RATRET" -> "CHARZ"*/
/*"RATRET" -> "STEP"*/

"RADUTIL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RADUTIL"]
/*"RADUTIL" -> "INS"*/
/*"RADUTIL" -> "UFD"*/
/*"RADUTIL" -> "GCDDOM"*/
/*"RADUTIL" -> "INTDOM"*/
/*"RADUTIL" -> "COMRING"*/
/*"RADUTIL" -> "RING"*/
/*"RADUTIL" -> "RNG"*/
/*"RADUTIL" -> "ABELGRP"*/
/*"RADUTIL" -> "CABMON"*/
/*"RADUTIL" -> "ABELMON"*/
/*"RADUTIL" -> "ABELSG"*/
/*"RADUTIL" -> "SETCAT"*/
/*"RADUTIL" -> "BASTYPE"*/
/*"RADUTIL" -> "KOERCE"*/
/*"RADUTIL" -> "SGROUP"*/
/*"RADUTIL" -> "MONOID"*/
/*"RADUTIL" -> "LMODULE"*/
/*"RADUTIL" -> "BMODULE"*/
/*"RADUTIL" -> "RMODULE"*/
/*"RADUTIL" -> "ALGEBRA"*/
/*"RADUTIL" -> "MODULE"*/
/*"RADUTIL" -> "ENTIRER"*/
/*"RADUTIL" -> "EUCDOM"*/
"RADUTIL" -> "PID/OAGROUP"
/*"RADUTIL" -> "OINTDOM"*/
/*"RADUTIL" -> "ORDRING"*/
/*"RADUTIL" -> "OAGROUP"*/
/*"RADUTIL" -> "OCAMON"*/
/*"RADUTIL" -> "OAMON"*/
/*"RADUTIL" -> "OASGP"*/
/*"RADUTIL" -> "ORDSET"*/
/*"RADUTIL" -> "DIFRING"*/
/*"RADUTIL" -> "KONVERT"*/
/*"RADUTIL" -> "RETRACT"*/
/*"RADUTIL" -> "LINEXP"*/
/*"RADUTIL" -> "PATMAB"*/
/*"RADUTIL" -> "CFCAT"*/
/*"RADUTIL" -> "REAL"*/
/*"RADUTIL" -> "CHARZ"*/
/*"RADUTIL" -> "STEP"*/

/* Note that SINT references itself! */
"SINT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SINT",
          shape=ellipse]
/*"SINT" -> "INS"*/
/*"SINT" -> "UFD"*/
/*"SINT" -> "GCDDOM"*/
/*"SINT" -> "INTDOM"*/
/*"SINT" -> "COMRING"*/
/*"SINT" -> "RING"*/
/*"SINT" -> "RNG"*/
/*"SINT" -> "ABELGRP"*/
/*"SINT" -> "CABMON"*/
/*"SINT" -> "ABELMON"*/
/*"SINT" -> "ABELSG"*/
/*"SINT" -> "SETCAT"*/
/*"SINT" -> "BASTYPE"*/
/*"SINT" -> "KOERCE"*/
/*"SINT" -> "SGROUP"*/
/*"SINT" -> "MONOID"*/
/*"SINT" -> "LMODULE"*/
/*"SINT" -> "BMODULE"*/
/*"SINT" -> "RMODULE"*/
/*"SINT" -> "ALGEBRA"*/
/*"SINT" -> "MODULE"*/
/*"SINT" -> "ENTIRER"*/
/*"SINT" -> "EUCDOM"*/
"SINT" -> "PID/OAGROUP"
/*"SINT" -> "OINTDOM"*/
/*"SINT" -> "ORDRING"*/
/*"SINT" -> "OAGROUP"*/
/*"SINT" -> "OCAMON"*/
/*"SINT" -> "OAMON"*/
/*"SINT" -> "OASGP"*/
/*"SINT" -> "ORDSET"*/
/*"SINT" -> "DIFRING"*/
/*"SINT" -> "KONVERT"*/
/*"SINT" -> "RETRACT"*/
/*"SINT" -> "LINEXP"*/
/*"SINT" -> "PATMAB"*/
/*"SINT" -> "CFCAT"*/
/*"SINT" -> "REAL"*/
/*"SINT" -> "CHARZ"*/
/*"SINT" -> "STEP"*/
/*"SINT" -> "LOGIC"*/
/*"SINT" -> "OM"*/
/*"SINT" -> "SINT"*/
/*"SINT" -> "INT"*/

"STAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=STAGG",
          shape=ellipse]
/*"STAGG" -> "URAGG"*/
/*"STAGG" -> "RCAGG"*/
/*"STAGG" -> "HOAGG"*/
/*"STAGG" -> "AGG"*/
/*"STAGG" -> "TYPE"*/
/*"STAGG" -> "SETCAT"*/
/*"STAGG" -> "BASTYPE"*/
/*"STAGG" -> "KOERCE"*/
/*"STAGG" -> "EVALAB"*/
/*"STAGG" -> "IEVALAB"*/
/*"STAGG" -> "LNAGG"*/
/*"STAGG" -> "IXAGG"*/
/*"STAGG" -> "ELTAGG"*/
/*"STAGG" -> "ELTAB"*/
/*"STAGG" -> "CLAGG"*/
/*"STAGG" -> "KONVERT"*/
/*"STAGG" -> "BOOLEAN"*/
/*"STAGG" -> "SINT"*/
/*"STAGG" -> "NNI"*/
/*"STAGG" -> "INT"*/
/*"STAGG" -> "INS"*/
/*"STAGG" -> "UFD"*/
/*"STAGG" -> "GCDDOM"*/
/*"STAGG" -> "INTDOM"*/
/*"STAGG" -> "COMRING"*/
/*"STAGG" -> "RING"*/
/*"STAGG" -> "RNG"*/
/*"STAGG" -> "ABELGRP"*/
/*"STAGG" -> "CABMON"*/
/*"STAGG" -> "ABELMON"*/
/*"STAGG" -> "ABELSG"*/
/*"STAGG" -> "SGROUP"*/
/*"STAGG" -> "MONOID"*/
/*"STAGG" -> "LMODULE"*/
/*"STAGG" -> "BMODULE"*/
/*"STAGG" -> "RMODULE"*/
/*"STAGG" -> "ALGEBRA"*/
/*"STAGG" -> "MODULE"*/
/*"STAGG" -> "ENTIRER"*/
/*"STAGG" -> "EUCDOM"*/
"STAGG" -> "PID/OAGROUP"
/*"STAGG" -> "OINTDOM"*/
/*"STAGG" -> "ORDRING"*/
/*"STAGG" -> "OAGROUP"*/
/*"STAGG" -> "OCAMON"*/
/*"STAGG" -> "OAMON"*/
/*"STAGG" -> "OASGP"*/
/*"STAGG" -> "ORDSET"*/
/*"STAGG" -> "DIFRING"*/
/*"STAGG" -> "RETRACT"*/
/*"STAGG" -> "LINEXP"*/
/*"STAGG" -> "PATMAB"*/
/*"STAGG" -> "CFCAT"*/
/*"STAGG" -> "REAL"*/
/*"STAGG" -> "CHARZ"*/
/*"STAGG" -> "STEP"*/
/*"STAGG" -> "OM"*/
/*"STAGG" -> "LIST"*/
/*"STAGG" -> "ILIST"*/

"STAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=STAGG",
          shape=ellipse]
/*"STAGG-" -> "URAGG"*/
/*"STAGG-" -> "RCAGG"*/
/*"STAGG-" -> "HOAGG"*/
/*"STAGG-" -> "AGG"*/
/*"STAGG-" -> "TYPE"*/
/*"STAGG-" -> "SETCAT"*/
/*"STAGG-" -> "BASTYPE"*/
/*"STAGG-" -> "KOERCE"*/
/*"STAGG-" -> "EVALAB"*/
/*"STAGG-" -> "IEVALAB"*/
/*"STAGG-" -> "LNAGG"*/
/*"STAGG-" -> "IXAGG"*/
/*"STAGG-" -> "ELTAGG"*/
/*"STAGG-" -> "ELTAB"*/
/*"STAGG-" -> "CLAGG"*/
/*"STAGG-" -> "KONVERT"*/
/*"STAGG-" -> "BOOLEAN"*/
/*"STAGG-" -> "SINT"*/
/*"STAGG-" -> "NNI"*/
/*"STAGG-" -> "INT"*/
/*"STAGG-" -> "INS"*/
/*"STAGG-" -> "UFD"*/
/*"STAGG-" -> "GCDDOM"*/
/*"STAGG-" -> "INTDOM"*/
/*"STAGG-" -> "COMRING"*/
/*"STAGG-" -> "RING"*/
/*"STAGG-" -> "RNG"*/
/*"STAGG-" -> "ABELGRP"*/
/*"STAGG-" -> "CABMON"*/
/*"STAGG-" -> "ABELMON"*/
/*"STAGG-" -> "ABELSG"*/
/*"STAGG-" -> "SGROUP"*/
/*"STAGG-" -> "MONOID"*/
/*"STAGG-" -> "LMODULE"*/
/*"STAGG-" -> "BMODULE"*/
/*"STAGG-" -> "RMODULE"*/
/*"STAGG-" -> "ALGEBRA"*/
/*"STAGG-" -> "MODULE"*/
/*"STAGG-" -> "ENTIRER"*/
/*"STAGG-" -> "EUCDOM"*/
"STAGG-" -> "PID/OAGROUP"
/*"STAGG-" -> "OINTDOM"*/
/*"STAGG-" -> "ORDRING"*/
/*"STAGG-" -> "OAGROUP"*/
/*"STAGG-" -> "OCAMON"*/
/*"STAGG-" -> "OAMON"*/
/*"STAGG-" -> "OASGP"*/
/*"STAGG-" -> "ORDSET"*/
/*"STAGG-" -> "DIFRING"*/
/*"STAGG-" -> "RETRACT"*/
/*"STAGG-" -> "LINEXP"*/
/*"STAGG-" -> "PATMAB"*/
/*"STAGG-" -> "CFCAT"*/
/*"STAGG-" -> "REAL"*/
/*"STAGG-" -> "CHARZ"*/
/*"STAGG-" -> "STEP"*/
/*"STAGG-" -> "OM"*/
/*"STAGG-" -> "LIST"*/
/*"STAGG-" -> "ILIST"*/

"UPXS2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UPXS2"]
/*"UPXS2" -> "RING"*/
/*"UPXS2" -> "RNG"*/
/*"UPXS2" -> "ABELGRP"*/
/*"UPXS2" -> "CABMON"*/
/*"UPXS2" -> "ABELMON"*/
/*"UPXS2" -> "ABELSG"*/
/*"UPXS2" -> "SETCAT"*/
/*"UPXS2" -> "BASTYPE"*/
/*"UPXS2" -> "KOERCE"*/
/*"UPXS2" -> "SGROUP"*/
/*"UPXS2" -> "MONOID"*/
/*"UPXS2" -> "LMODULE"*/
/*"UPXS2" -> "INS"*/
/*"UPXS2" -> "UFD"*/
/*"UPXS2" -> "GCDDOM"*/
/*"UPXS2" -> "INTDOM"*/
/*"UPXS2" -> "COMRING"*/
/*"UPXS2" -> "BMODULE"*/
/*"UPXS2" -> "RMODULE"*/
/*"UPXS2" -> "ALGEBRA"*/
/*"UPXS2" -> "MODULE"*/
/*"UPXS2" -> "ENTIRER"*/
/*"UPXS2" -> "EUCDOM"*/
"UPXS2" -> "PID/OAGROUP"
/*"UPXS2" -> "OINTDOM"*/
/*"UPXS2" -> "ORDRING"*/
/*"UPXS2" -> "OAGROUP"*/
/*"UPXS2" -> "OCAMON"*/
/*"UPXS2" -> "OAMON"*/
/*"UPXS2" -> "OASGP"*/
/*"UPXS2" -> "ORDSET"*/
/*"UPXS2" -> "DIFRING"*/
/*"UPXS2" -> "KONVERT"*/
/*"UPXS2" -> "RETRACT"*/
/*"UPXS2" -> "LINEXP"*/
/*"UPXS2" -> "PATMAB"*/
/*"UPXS2" -> "CFCAT"*/
/*"UPXS2" -> "REAL"*/
/*"UPXS2" -> "CHARZ"*/
/*"UPXS2" -> "STEP"*/

"XFALG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=XFALG"]
/*"XFALG" -> "RING"*/
/*"XFALG" -> "RNG"*/
/*"XFALG" -> "ABELGRP"*/
/*"XFALG" -> "CABMON"*/
/*"XFALG" -> "ABELMON"*/
/*"XFALG" -> "ABELSG"*/
/*"XFALG" -> "SETCAT"*/
/*"XFALG" -> "BASTYPE"*/
/*"XFALG" -> "KOERCE"*/
/*"XFALG" -> "SGROUP"*/
/*"XFALG" -> "MONOID"*/
/*"XFALG" -> "LMODULE"*/
"XFALG" -> "XALG"
/*"XFALG" -> "BMODULE"*/
/*"XFALG" -> "RMODULE"*/
/*"XFALG" -> "ALGEBRA"*/
/*"XFALG" -> "MODULE"*/
/*"XFALG" -> "RETRACT"*/

"ZLINDEP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ZLINDEP"]
/*"ZLINDEP" -> "LINEXP"*/
/*"ZLINDEP" -> "RING"*/
/*"ZLINDEP" -> "RNG"*/
/*"ZLINDEP" -> "ABELGRP"*/
/*"ZLINDEP" -> "CABMON"*/
/*"ZLINDEP" -> "ABELMON"*/
/*"ZLINDEP" -> "ABELSG"*/
/*"ZLINDEP" -> "SETCAT"*/
/*"ZLINDEP" -> "BASTYPE"*/
/*"ZLINDEP" -> "KOERCE"*/
/*"ZLINDEP" -> "SGROUP"*/
/*"ZLINDEP" -> "MONOID"*/
/*"ZLINDEP" -> "LMODULE"*/
/*"ZLINDEP" -> "INS"*/
/*"ZLINDEP" -> "UFD"*/
/*"ZLINDEP" -> "GCDDOM"*/
/*"ZLINDEP" -> "INTDOM"*/
/*"ZLINDEP" -> "COMRING"*/
/*"ZLINDEP" -> "BMODULE"*/
/*"ZLINDEP" -> "RMODULE"*/
/*"ZLINDEP" -> "ALGEBRA"*/
/*"ZLINDEP" -> "MODULE"*/
/*"ZLINDEP" -> "ENTIRER"*/
/*"ZLINDEP" -> "EUCDOM"*/
"ZLINDEP" -> "PID/OAGROUP"
/*"ZLINDEP" -> "OINTDOM"*/
/*"ZLINDEP" -> "ORDRING"*/
/*"ZLINDEP" -> "OAGROUP"*/
/*"ZLINDEP" -> "OCAMON"*/
/*"ZLINDEP" -> "OAMON"*/
/*"ZLINDEP" -> "OASGP"*/
/*"ZLINDEP" -> "ORDSET"*/
/*"ZLINDEP" -> "DIFRING"*/
/*"ZLINDEP" -> "KONVERT"*/
/*"ZLINDEP" -> "RETRACT"*/
/*"ZLINDEP" -> "PATMAB"*/
/*"ZLINDEP" -> "CFCAT"*/
/*"ZLINDEP" -> "REAL"*/
/*"ZLINDEP" -> "CHARZ"*/
/*"ZLINDEP" -> "STEP"*/
/*"ZLINDEP" -> "OM"*/

/* layer 7 */
/* depends on: AMR FIELD FIELD- FLAGG FLAGG- FRETRCT PADICCT RADCAT XFALG */

"A1AGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=A1AGG"]
"A1AGG" -> "FLAGG"
/*"A1AGG" -> "LNAGG"*/
/*"A1AGG" -> "IXAGG"*/
/*"A1AGG" -> "HOAGG"*/
/*"A1AGG" -> "AGG"*/
/*"A1AGG" -> "TYPE"*/
/*"A1AGG" -> "SETCAT"*/
/*"A1AGG" -> "BASTYPE"*/
/*"A1AGG" -> "KOERCE"*/
/*"A1AGG" -> "EVALAB"*/
/*"A1AGG" -> "IEVALAB"*/
/*"A1AGG" -> "ELTAGG"*/
/*"A1AGG" -> "ELTAB"*/
/*"A1AGG" -> "CLAGG"*/
/*"A1AGG" -> "KONVERT"*/
/*"A1AGG" -> "ORDSET"*/
/*"A1AGG" -> "INS"*/
/*"A1AGG" -> "UFD"*/
/*"A1AGG" -> "GCDDOM"*/
/*"A1AGG" -> "INTDOM"*/
/*"A1AGG" -> "COMRING"*/
/*"A1AGG" -> "RING"*/
/*"A1AGG" -> "RNG"*/
/*"A1AGG" -> "ABELGRP"*/
/*"A1AGG" -> "CABMON"*/
/*"A1AGG" -> "ABELMON"*/
/*"A1AGG" -> "ABELSG"*/
/*"A1AGG" -> "SGROUP"*/
/*"A1AGG" -> "MONOID"*/
/*"A1AGG" -> "LMODULE"*/
/*"A1AGG" -> "BMODULE"*/
/*"A1AGG" -> "RMODULE"*/
/*"A1AGG" -> "ALGEBRA"*/
/*"A1AGG" -> "MODULE"*/
/*"A1AGG" -> "ENTIRER"*/
/*"A1AGG" -> "EUCDOM"*/
/*"A1AGG" -> "PID"*/
/*"A1AGG" -> "OINTDOM"*/
/*"A1AGG" -> "ORDRING"*/
/*"A1AGG" -> "OAGROUP"*/
/*"A1AGG" -> "OCAMON"*/
/*"A1AGG" -> "OAMON"*/
/*"A1AGG" -> "OASGP"*/
/*"A1AGG" -> "DIFRING"*/
/*"A1AGG" -> "RETRACT"*/
/*"A1AGG" -> "LINEXP"*/
/*"A1AGG" -> "PATMAB"*/
/*"A1AGG" -> "CFCAT"*/
/*"A1AGG" -> "REAL"*/
/*"A1AGG" -> "CHARZ"*/
/*"A1AGG" -> "STEP"*/
/*"A1AGG" -> "OM"*/
/*"A1AGG" -> "BOOLEAN"*/
/*"A1AGG" -> "SINT"*/
/*"A1AGG" -> "INT"*/
/*"A1AGG" -> "NNI"*/
/*"A1AGG" -> "LIST"*/
/*"A1AGG" -> "ILIST"*/
/*"A1AGG" -> "LSAGG"*/
/*"A1AGG" -> "STAGG"*/
/*"A1AGG" -> "URAGG"*/
/*"A1AGG" -> "RCAGG"*/
/*"A1AGG" -> "ELAGG"*/

"A1AGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=A1AGG"]
"A1AGG-" -> "FLAGG"
/*"A1AGG-" -> "LNAGG"*/
/*"A1AGG-" -> "IXAGG"*/
/*"A1AGG-" -> "HOAGG"*/
/*"A1AGG-" -> "AGG"*/
/*"A1AGG-" -> "TYPE"*/
/*"A1AGG-" -> "SETCAT"*/
/*"A1AGG-" -> "BASTYPE"*/
/*"A1AGG-" -> "KOERCE"*/
/*"A1AGG-" -> "EVALAB"*/
/*"A1AGG-" -> "IEVALAB"*/
/*"A1AGG-" -> "ELTAGG"*/
/*"A1AGG-" -> "ELTAB"*/
/*"A1AGG-" -> "CLAGG"*/
/*"A1AGG-" -> "KONVERT"*/
/*"A1AGG-" -> "ORDSET"*/
/*"A1AGG-" -> "INS"*/
/*"A1AGG-" -> "UFD"*/
/*"A1AGG-" -> "GCDDOM"*/
/*"A1AGG-" -> "INTDOM"*/
/*"A1AGG-" -> "COMRING"*/
/*"A1AGG-" -> "RING"*/
/*"A1AGG-" -> "RNG"*/
/*"A1AGG-" -> "ABELGRP"*/
/*"A1AGG-" -> "CABMON"*/
/*"A1AGG-" -> "ABELMON"*/
/*"A1AGG-" -> "ABELSG"*/
/*"A1AGG-" -> "SGROUP"*/
/*"A1AGG-" -> "MONOID"*/
/*"A1AGG-" -> "LMODULE"*/
/*"A1AGG-" -> "BMODULE"*/
/*"A1AGG-" -> "RMODULE"*/
/*"A1AGG-" -> "ALGEBRA"*/
/*"A1AGG-" -> "MODULE"*/
/*"A1AGG-" -> "ENTIRER"*/
/*"A1AGG-" -> "EUCDOM"*/
/*"A1AGG-" -> "PID"*/
/*"A1AGG-" -> "OINTDOM"*/
/*"A1AGG-" -> "ORDRING"*/
/*"A1AGG-" -> "OAGROUP"*/
/*"A1AGG-" -> "OCAMON"*/
/*"A1AGG-" -> "OAMON"*/
/*"A1AGG-" -> "OASGP"*/
/*"A1AGG-" -> "DIFRING"*/
/*"A1AGG-" -> "RETRACT"*/
/*"A1AGG-" -> "LINEXP"*/
/*"A1AGG-" -> "PATMAB"*/
/*"A1AGG-" -> "CFCAT"*/
/*"A1AGG-" -> "REAL"*/
/*"A1AGG-" -> "CHARZ"*/
/*"A1AGG-" -> "STEP"*/
/*"A1AGG-" -> "OM"*/
/*"A1AGG-" -> "BOOLEAN"*/
/*"A1AGG-" -> "SINT"*/
/*"A1AGG-" -> "INT"*/
/*"A1AGG-" -> "NNI"*/
/*"A1AGG-" -> "LIST"*/
/*"A1AGG-" -> "ILIST"*/
/*"A1AGG-" -> "LSAGG"*/
/*"A1AGG-" -> "STAGG"*/
/*"A1AGG-" -> "URAGG"*/
/*"A1AGG-" -> "RCAGG"*/
/*"A1AGG-" -> "ELAGG"*/

"ARR2CAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ARR2CAT"]
/*"ARR2CAT" -> "HOAGG"*/
/*"ARR2CAT" -> "AGG"*/
/*"ARR2CAT" -> "TYPE"*/
/*"ARR2CAT" -> "SETCAT"*/
/*"ARR2CAT" -> "BASTYPE"*/
/*"ARR2CAT" -> "KOERCE"*/
/*"ARR2CAT" -> "EVALAB"*/
/*"ARR2CAT" -> "IEVALAB"*/
"ARR2CAT" -> "FLAGG"
/*"ARR2CAT" -> "LNAGG"*/
/*"ARR2CAT" -> "IXAGG"*/
/*"ARR2CAT" -> "ELTAGG"*/
/*"ARR2CAT" -> "ELTAB"*/
/*"ARR2CAT" -> "CLAGG"*/
/*"ARR2CAT" -> "KONVERT"*/
/*"ARR2CAT" -> "ORDSET"*/
/*"ARR2CAT" -> "BOOLEAN"*/
/*"ARR2CAT" -> "NNI"*/
/*"ARR2CAT" -> "INT"*/
/*"ARR2CAT" -> "SINT"*/
/*"ARR2CAT" -> "LIST"*/
/*"ARR2CAT" -> "ILIST"*/
/*"ARR2CAT" -> "INS"*/
/*"ARR2CAT" -> "UFD"*/
/*"ARR2CAT" -> "GCDDOM"*/
/*"ARR2CAT" -> "INTDOM"*/
/*"ARR2CAT" -> "COMRING"*/
/*"ARR2CAT" -> "RING"*/
/*"ARR2CAT" -> "RNG"*/
/*"ARR2CAT" -> "ABELGRP"*/
/*"ARR2CAT" -> "CABMON"*/
/*"ARR2CAT" -> "ABELMON"*/
/*"ARR2CAT" -> "ABELSG"*/
/*"ARR2CAT" -> "SGROUP"*/
/*"ARR2CAT" -> "MONOID"*/
/*"ARR2CAT" -> "LMODULE"*/
/*"ARR2CAT" -> "BMODULE"*/
/*"ARR2CAT" -> "RMODULE"*/
/*"ARR2CAT" -> "ALGEBRA"*/
/*"ARR2CAT" -> "MODULE"*/
/*"ARR2CAT" -> "ENTIRER"*/
/*"ARR2CAT" -> "EUCDOM"*/
/*"ARR2CAT" -> "PID"*/
/*"ARR2CAT" -> "OINTDOM"*/
/*"ARR2CAT" -> "ORDRING"*/
/*"ARR2CAT" -> "OAGROUP"*/
/*"ARR2CAT" -> "OCAMON"*/
/*"ARR2CAT" -> "OAMON"*/
/*"ARR2CAT" -> "OASGP"*/
/*"ARR2CAT" -> "DIFRING"*/
/*"ARR2CAT" -> "RETRACT"*/
/*"ARR2CAT" -> "LINEXP"*/
/*"ARR2CAT" -> "PATMAB"*/
/*"ARR2CAT" -> "CFCAT"*/
/*"ARR2CAT" -> "REAL"*/
/*"ARR2CAT" -> "CHARZ"*/
/*"ARR2CAT" -> "STEP"*/
/*"ARR2CAT" -> "OM"*/

"ARR2CAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ARR2CAT"]
/*"ARR2CAT-" -> "HOAGG"*/
/*"ARR2CAT-" -> "AGG"*/
/*"ARR2CAT-" -> "TYPE"*/
/*"ARR2CAT-" -> "SETCAT"*/
/*"ARR2CAT-" -> "BASTYPE"*/
/*"ARR2CAT-" -> "KOERCE"*/
/*"ARR2CAT-" -> "EVALAB"*/
/*"ARR2CAT-" -> "IEVALAB"*/
"ARR2CAT-" -> "FLAGG"
/*"ARR2CAT-" -> "LNAGG"*/
/*"ARR2CAT-" -> "IXAGG"*/
/*"ARR2CAT-" -> "ELTAGG"*/
/*"ARR2CAT-" -> "ELTAB"*/
/*"ARR2CAT-" -> "CLAGG"*/
/*"ARR2CAT-" -> "KONVERT"*/
/*"ARR2CAT-" -> "ORDSET"*/
/*"ARR2CAT-" -> "BOOLEAN"*/
/*"ARR2CAT-" -> "NNI"*/
/*"ARR2CAT-" -> "INT"*/
/*"ARR2CAT-" -> "SINT"*/
/*"ARR2CAT-" -> "LIST"*/
/*"ARR2CAT-" -> "ILIST"*/
/*"ARR2CAT-" -> "INS"*/
/*"ARR2CAT-" -> "UFD"*/
/*"ARR2CAT-" -> "GCDDOM"*/
/*"ARR2CAT-" -> "INTDOM"*/
/*"ARR2CAT-" -> "COMRING"*/
/*"ARR2CAT-" -> "RING"*/
/*"ARR2CAT-" -> "RNG"*/
/*"ARR2CAT-" -> "ABELGRP"*/
/*"ARR2CAT-" -> "CABMON"*/
/*"ARR2CAT-" -> "ABELMON"*/
/*"ARR2CAT-" -> "ABELSG"*/
/*"ARR2CAT-" -> "SGROUP"*/
/*"ARR2CAT-" -> "MONOID"*/
/*"ARR2CAT-" -> "LMODULE"*/
/*"ARR2CAT-" -> "BMODULE"*/
/*"ARR2CAT-" -> "RMODULE"*/
/*"ARR2CAT-" -> "ALGEBRA"*/
/*"ARR2CAT-" -> "MODULE"*/
/*"ARR2CAT-" -> "ENTIRER"*/
/*"ARR2CAT-" -> "EUCDOM"*/
/*"ARR2CAT-" -> "PID"*/
/*"ARR2CAT-" -> "OINTDOM"*/
/*"ARR2CAT-" -> "ORDRING"*/
/*"ARR2CAT-" -> "OAGROUP"*/
/*"ARR2CAT-" -> "OCAMON"*/
/*"ARR2CAT-" -> "OAMON"*/
/*"ARR2CAT-" -> "OASGP"*/
/*"ARR2CAT-" -> "DIFRING"*/
/*"ARR2CAT-" -> "RETRACT"*/
/*"ARR2CAT-" -> "LINEXP"*/
/*"ARR2CAT-" -> "PATMAB"*/
/*"ARR2CAT-" -> "CFCAT"*/
/*"ARR2CAT-" -> "REAL"*/
/*"ARR2CAT-" -> "CHARZ"*/
/*"ARR2CAT-" -> "STEP"*/
/*"ARR2CAT-" -> "OM"*/

"ASP34" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP34"]
/*"ASP34" -> "FMC"*/
/*"ASP34" -> "FORTCAT"*/
/*"ASP34" -> "TYPE"*/
/*"ASP34" -> "KOERCE"*/
/*"ASP34" -> "BOOLEAN"*/
/*"ASP34" -> "INS"*/
/*"ASP34" -> "UFD"*/
/*"ASP34" -> "GCDDOM"*/
/*"ASP34" -> "INTDOM"*/
/*"ASP34" -> "COMRING"*/
/*"ASP34" -> "RING"*/
/*"ASP34" -> "RNG"*/
/*"ASP34" -> "ABELGRP"*/
/*"ASP34" -> "CABMON"*/
/*"ASP34" -> "ABELMON"*/
/*"ASP34" -> "ABELSG"*/
/*"ASP34" -> "SETCAT"*/
/*"ASP34" -> "BASTYPE"*/
/*"ASP34" -> "SGROUP"*/
/*"ASP34" -> "MONOID"*/
/*"ASP34" -> "LMODULE"*/
/*"ASP34" -> "BMODULE"*/
/*"ASP34" -> "RMODULE"*/
/*"ASP34" -> "ALGEBRA"*/
/*"ASP34" -> "MODULE"*/
/*"ASP34" -> "ENTIRER"*/
/*"ASP34" -> "EUCDOM"*/
/*"ASP34" -> "PID"*/
/*"ASP34" -> "OINTDOM"*/
/*"ASP34" -> "ORDRING"*/
/*"ASP34" -> "OAGROUP"*/
/*"ASP34" -> "OCAMON"*/
/*"ASP34" -> "OAMON"*/
/*"ASP34" -> "OASGP"*/
/*"ASP34" -> "ORDSET"*/
/*"ASP34" -> "DIFRING"*/
/*"ASP34" -> "KONVERT"*/
/*"ASP34" -> "RETRACT"*/
/*"ASP34" -> "LINEXP"*/
/*"ASP34" -> "PATMAB"*/
/*"ASP34" -> "CFCAT"*/
/*"ASP34" -> "REAL"*/
/*"ASP34" -> "CHARZ"*/
/*"ASP34" -> "STEP"*/
/*"ASP34" -> "FPS"*/
/*"ASP34" -> "RNS"*/
"ASP34" -> "FIELD"
/*"ASP34" -> "DIVRING"*/
"ASP34" -> "RADCAT"
/*"ASP34" -> "NNI"*/
/*"ASP34" -> "INT"*/
/*"ASP34" -> "OM"*/

"BBTREE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BBTREE"]
/*"BBTREE" -> "BTCAT"*/
/*"BBTREE" -> "BRAGG"*/
/*"BBTREE" -> "RCAGG"*/
/*"BBTREE" -> "HOAGG"*/
/*"BBTREE" -> "AGG"*/
/*"BBTREE" -> "TYPE"*/
/*"BBTREE" -> "SETCAT"*/
/*"BBTREE" -> "BASTYPE"*/
/*"BBTREE" -> "KOERCE"*/
/*"BBTREE" -> "EVALAB"*/
/*"BBTREE" -> "IEVALAB"*/
/*"BBTREE" -> "BOOLEAN"*/
/*"BBTREE" -> "LSAGG"*/
/*"BBTREE" -> "STAGG"*/
/*"BBTREE" -> "URAGG"*/
/*"BBTREE" -> "LNAGG"*/
/*"BBTREE" -> "IXAGG"*/
/*"BBTREE" -> "ELTAGG"*/
/*"BBTREE" -> "ELTAB"*/
/*"BBTREE" -> "CLAGG"*/
/*"BBTREE" -> "KONVERT"*/
"BBTREE" -> "FLAGG"
/*"BBTREE" -> "ORDSET"*/
/*"BBTREE" -> "ELAGG"*/
/*"BBTREE" -> "OM"*/
/*"BBTREE" -> "INT"*/
/*"BBTREE" -> "LIST"*/
/*"BBTREE" -> "ILIST"*/
/*"BBTREE" -> "NNI"*/
/*"BBTREE" -> "SINT"*/
/*"BBTREE" -> "PI"*/
/*"BBTREE" -> "LSAGG-"*/
/*"BBTREE" -> "STAGG-"*/

"BFUNCT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BFUNCT"]
/*"BFUNCT" -> "SETCAT"*/
/*"BFUNCT" -> "BASTYPE"*/
/*"BFUNCT" -> "KOERCE"*/
/*"BFUNCT" -> "ORDSET"*/
/*"BFUNCT" -> "DFLOAT"*/
/*"BFUNCT" -> "FPS-"*/
/*"BFUNCT" -> "RNS-"*/
"BFUNCT" -> "FIELD-"
/*"BFUNCT" -> "EUCDOM-"*/
/*"BFUNCT" -> "UFD-"*/
/*"BFUNCT" -> "GCDDOM-"*/
/*"BFUNCT" -> "DIVRING-"*/
/*"BFUNCT" -> "INTDOM-"*/
/*"BFUNCT" -> "ALGEBRA-"*/
/*"BFUNCT" -> "DIFRING-"*/
/*"BFUNCT" -> "ORDRING-"*/
/*"BFUNCT" -> "INT"*/

"BPADIC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BPADIC"]
/*"BPADIC" -> "BOOLEAN"*/
"BPADIC" -> "PADICCT"
/*"BPADIC" -> "EUCDOM"*/
/*"BPADIC" -> "PID"*/
/*"BPADIC" -> "GCDDOM"*/
/*"BPADIC" -> "INTDOM"*/
/*"BPADIC" -> "COMRING"*/
/*"BPADIC" -> "RING"*/
/*"BPADIC" -> "RNG"*/
/*"BPADIC" -> "ABELGRP"*/
/*"BPADIC" -> "CABMON"*/
/*"BPADIC" -> "ABELMON"*/
/*"BPADIC" -> "ABELSG"*/
/*"BPADIC" -> "SETCAT"*/
/*"BPADIC" -> "BASTYPE"*/
/*"BPADIC" -> "KOERCE"*/
/*"BPADIC" -> "SGROUP"*/
/*"BPADIC" -> "MONOID"*/
/*"BPADIC" -> "LMODULE"*/
/*"BPADIC" -> "BMODULE"*/
/*"BPADIC" -> "RMODULE"*/
/*"BPADIC" -> "ALGEBRA"*/
/*"BPADIC" -> "MODULE"*/
/*"BPADIC" -> "ENTIRER"*/
/*"BPADIC" -> "CHARZ"*/
/*"BPADIC" -> "INS"*/
/*"BPADIC" -> "UFD"*/
/*"BPADIC" -> "OINTDOM"*/
/*"BPADIC" -> "ORDRING"*/
/*"BPADIC" -> "OAGROUP"*/
/*"BPADIC" -> "OCAMON"*/
/*"BPADIC" -> "OAMON"*/
/*"BPADIC" -> "OASGP"*/
/*"BPADIC" -> "ORDSET"*/
/*"BPADIC" -> "DIFRING"*/
/*"BPADIC" -> "KONVERT"*/
/*"BPADIC" -> "RETRACT"*/
/*"BPADIC" -> "LINEXP"*/
/*"BPADIC" -> "PATMAB"*/
/*"BPADIC" -> "CFCAT"*/
/*"BPADIC" -> "REAL"*/
/*"BPADIC" -> "STEP"*/

"BTREE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BTREE"]
/*"BTREE" -> "BTCAT"*/
/*"BTREE" -> "BRAGG"*/
/*"BTREE" -> "RCAGG"*/
/*"BTREE" -> "HOAGG"*/
/*"BTREE" -> "AGG"*/
/*"BTREE" -> "TYPE"*/
/*"BTREE" -> "SETCAT"*/
/*"BTREE" -> "BASTYPE"*/
/*"BTREE" -> "KOERCE"*/
/*"BTREE" -> "EVALAB"*/
/*"BTREE" -> "IEVALAB"*/
/*"BTREE" -> "INT"*/
/*"BTREE" -> "LIST"*/
/*"BTREE" -> "ILIST"*/
/*"BTREE" -> "BOOLEAN"*/
/*"BTREE" -> "LSAGG"*/
/*"BTREE" -> "STAGG"*/
/*"BTREE" -> "URAGG"*/
/*"BTREE" -> "LNAGG"*/
/*"BTREE" -> "IXAGG"*/
/*"BTREE" -> "ELTAGG"*/
/*"BTREE" -> "ELTAB"*/
/*"BTREE" -> "CLAGG"*/
/*"BTREE" -> "KONVERT"*/
"BTREE" -> "FLAGG"
/*"BTREE" -> "ORDSET"*/
/*"BTREE" -> "ELAGG"*/
/*"BTREE" -> "OM"*/

"CLAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=CLAGG",
         shape=ellipse]
/*"CLAGG" -> "HOAGG"*/
/*"CLAGG" -> "AGG"*/
/*"CLAGG" -> "TYPE"*/
/*"CLAGG" -> "SETCAT"*/
/*"CLAGG" -> "BASTYPE"*/
/*"CLAGG" -> "KOERCE"*/
/*"CLAGG" -> "EVALAB"*/
/*"CLAGG" -> "IEVALAB"*/
/*"CLAGG" -> "KONVERT"*/
/*"CLAGG" -> "LSAGG"*/
/*"CLAGG" -> "STAGG"*/
/*"CLAGG" -> "URAGG"*/
/*"CLAGG" -> "RCAGG"*/
/*"CLAGG" -> "LNAGG"*/
/*"CLAGG" -> "IXAGG"*/
/*"CLAGG" -> "ELTAGG"*/
/*"CLAGG" -> "ELTAB"*/
"CLAGG" -> "FLAGG" 
/*"CLAGG" -> "ORDSET"*/
/*"CLAGG" -> "ELAGG"*/
/*"CLAGG" -> "OM"*/
/*"CLAGG" -> "INT"*/
/*"CLAGG" -> "LIST"*/
/*"CLAGG" -> "ILIST"*/
/*"CLAGG" -> "NNI"*/
/*"CLAGG" -> "BOOLEAN"*/
/*"CLAGG" -> "LSAGG-"*/
/*"CLAGG" -> "STAGG-"*/
/*"CLAGG" -> "ELAGG-"*/

"CLAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=CLAGG-",
          shape=ellipse]
/*"CLAGG-" -> "HOAGG"*/
/*"CLAGG-" -> "AGG"*/
/*"CLAGG-" -> "TYPE"*/
/*"CLAGG-" -> "SETCAT"*/
/*"CLAGG-" -> "BASTYPE"*/
/*"CLAGG-" -> "KOERCE"*/
/*"CLAGG-" -> "EVALAB"*/
/*"CLAGG-" -> "IEVALAB"*/
/*"CLAGG-" -> "KONVERT"*/
/*"CLAGG-" -> "LSAGG"*/
/*"CLAGG-" -> "STAGG"*/
/*"CLAGG-" -> "URAGG"*/
/*"CLAGG-" -> "RCAGG"*/
/*"CLAGG-" -> "LNAGG"*/
/*"CLAGG-" -> "IXAGG"*/
/*"CLAGG-" -> "ELTAGG"*/
/*"CLAGG-" -> "ELTAB"*/
"CLAGG-" -> "FLAGG"
/*"CLAGG-" -> "ORDSET"*/
/*"CLAGG-" -> "ELAGG"*/
/*"CLAGG-" -> "OM"*/
/*"CLAGG-" -> "INT"*/
/*"CLAGG-" -> "LIST"*/
/*"CLAGG-" -> "ILIST"*/
/*"CLAGG-" -> "NNI"*/
/*"CLAGG-" -> "BOOLEAN"*/
/*"CLAGG-" -> "LSAGG"*/
/*"CLAGG-" -> "STAGG"*/
/*"CLAGG-" -> "ELAGG"*/

"CRAPACK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CRAPACK"]
/*"CRAPACK" -> "EUCDOM"*/
/*"CRAPACK" -> "PID"*/
/*"CRAPACK" -> "GCDDOM"*/
/*"CRAPACK" -> "INTDOM"*/
/*"CRAPACK" -> "COMRING"*/
/*"CRAPACK" -> "RING"*/
/*"CRAPACK" -> "RNG"*/
/*"CRAPACK" -> "ABELGRP"*/
/*"CRAPACK" -> "CABMON"*/
/*"CRAPACK" -> "ABELMON"*/
/*"CRAPACK" -> "ABELSG"*/
/*"CRAPACK" -> "SETCAT"*/
/*"CRAPACK" -> "BASTYPE"*/
/*"CRAPACK" -> "KOERCE"*/
/*"CRAPACK" -> "SGROUP"*/
/*"CRAPACK" -> "MONOID"*/
/*"CRAPACK" -> "LMODULE"*/
/*"CRAPACK" -> "BMODULE"*/
/*"CRAPACK" -> "RMODULE"*/
/*"CRAPACK" -> "ALGEBRA"*/
/*"CRAPACK" -> "MODULE"*/
/*"CRAPACK" -> "ENTIRER"*/
/*"CRAPACK" -> "LSAGG"*/
/*"CRAPACK" -> "STAGG"*/
/*"CRAPACK" -> "URAGG"*/
/*"CRAPACK" -> "RCAGG"*/
/*"CRAPACK" -> "HOAGG"*/
/*"CRAPACK" -> "AGG"*/
/*"CRAPACK" -> "TYPE"*/
/*"CRAPACK" -> "EVALAB"*/
/*"CRAPACK" -> "IEVALAB"*/
/*"CRAPACK" -> "LNAGG"*/
/*"CRAPACK" -> "IXAGG"*/
/*"CRAPACK" -> "ELTAGG"*/
/*"CRAPACK" -> "ELTAB"*/
/*"CRAPACK" -> "CLAGG"*/
/*"CRAPACK" -> "KONVERT"*/
"CRAPACK" -> "FLAGG"
/*"CRAPACK" -> "ORDSET"*/
/*"CRAPACK" -> "ELAGG"*/
/*"CRAPACK" -> "OM"*/
/*"CRAPACK" -> "INT"*/
/*"CRAPACK" -> "LIST"*/
/*"CRAPACK" -> "ILIST"*/
/*"CRAPACK" -> "NNI"*/

"DEQUEUE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DEQUEUE"]
/*"DEQUEUE" -> "DQAGG"*/
/*"DEQUEUE" -> "SKAGG"*/
/*"DEQUEUE" -> "BGAGG"*/
/*"DEQUEUE" -> "HOAGG"*/
/*"DEQUEUE" -> "AGG"*/
/*"DEQUEUE" -> "TYPE"*/
/*"DEQUEUE" -> "SETCAT"*/
/*"DEQUEUE" -> "BASTYPE"*/
/*"DEQUEUE" -> "KOERCE"*/
/*"DEQUEUE" -> "EVALAB"*/
/*"DEQUEUE" -> "IEVALAB"*/
/*"DEQUEUE" -> "QUAGG"*/
/*"DEQUEUE" -> "INT"*/
/*"DEQUEUE" -> "LIST"*/
/*"DEQUEUE" -> "ILIST"*/
/*"DEQUEUE" -> "LSAGG-"*/
/*"DEQUEUE" -> "STAGG-"*/
/*"DEQUEUE" -> "ELAGG-"*/
"DEQUEUE" -> "FLAGG-"
/*"DEQUEUE" -> "URAGG-"*/
/*"DEQUEUE" -> "INS"*/
/*"DEQUEUE" -> "UFD"*/
/*"DEQUEUE" -> "GCDDOM"*/
/*"DEQUEUE" -> "INTDOM"*/
/*"DEQUEUE" -> "COMRING"*/
/*"DEQUEUE" -> "RING"*/
/*"DEQUEUE" -> "RNG"*/
/*"DEQUEUE" -> "ABELGRP"*/
/*"DEQUEUE" -> "CABMON"*/
/*"DEQUEUE" -> "ABELMON"*/
/*"DEQUEUE" -> "ABELSG"*/
/*"DEQUEUE" -> "SGROUP"*/
/*"DEQUEUE" -> "MONOID"*/
/*"DEQUEUE" -> "LMODULE"*/
/*"DEQUEUE" -> "BMODULE"*/
/*"DEQUEUE" -> "RMODULE"*/
/*"DEQUEUE" -> "ALGEBRA"*/
/*"DEQUEUE" -> "MODULE"*/
/*"DEQUEUE" -> "ENTIRER"*/
/*"DEQUEUE" -> "EUCDOM"*/
/*"DEQUEUE" -> "PID"*/
/*"DEQUEUE" -> "OINTDOM"*/
/*"DEQUEUE" -> "ORDRING"*/
/*"DEQUEUE" -> "OAGROUP"*/
/*"DEQUEUE" -> "OCAMON"*/
/*"DEQUEUE" -> "OAMON"*/
/*"DEQUEUE" -> "OASGP"*/
/*"DEQUEUE" -> "ORDSET"*/
/*"DEQUEUE" -> "DIFRING"*/
/*"DEQUEUE" -> "KONVERT"*/
/*"DEQUEUE" -> "RETRACT"*/
/*"DEQUEUE" -> "LINEXP"*/
/*"DEQUEUE" -> "PATMAB"*/
/*"DEQUEUE" -> "CFCAT"*/
/*"DEQUEUE" -> "REAL"*/
/*"DEQUEUE" -> "CHARZ"*/
/*"DEQUEUE" -> "STEP"*/
/*"DEQUEUE" -> "OM"*/
/*"DEQUEUE" -> "LNAGG-"*/
/*"DEQUEUE" -> "LSAGG"*/
/*"DEQUEUE" -> "STAGG"*/
/*"DEQUEUE" -> "URAGG"*/
/*"DEQUEUE" -> "RCAGG"*/
/*"DEQUEUE" -> "LNAGG"*/
/*"DEQUEUE" -> "IXAGG"*/
/*"DEQUEUE" -> "ELTAGG"*/
/*"DEQUEUE" -> "ELTAB"*/
/*"DEQUEUE" -> "CLAGG"*/
"DEQUEUE" -> "FLAGG"
/*"DEQUEUE" -> "ELAGG"*/

"DLIST" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DLIST"]
/*"DLIST" -> "LSAGG"*/
/*"DLIST" -> "STAGG"*/
/*"DLIST" -> "URAGG"*/
/*"DLIST" -> "RCAGG"*/
/*"DLIST" -> "HOAGG"*/
/*"DLIST" -> "AGG"*/
/*"DLIST" -> "TYPE"*/
/*"DLIST" -> "SETCAT"*/
/*"DLIST" -> "BASTYPE"*/
/*"DLIST" -> "KOERCE"*/
/*"DLIST" -> "EVALAB"*/
/*"DLIST" -> "IEVALAB"*/
/*"DLIST" -> "LNAGG"*/
/*"DLIST" -> "IXAGG"*/
/*"DLIST" -> "ELTAGG"*/
/*"DLIST" -> "ELTAB"*/
/*"DLIST" -> "CLAGG"*/
/*"DLIST" -> "KONVERT"*/
"DLIST" -> "FLAGG"
/*"DLIST" -> "ORDSET"*/
/*"DLIST" -> "ELAGG"*/
/*"DLIST" -> "INT"*/
/*"DLIST" -> "LIST"*/
/*"DLIST" -> "ILIST"*/
/*"DLIST" -> "INS"*/
/*"DLIST" -> "UFD"*/
/*"DLIST" -> "GCDDOM"*/
/*"DLIST" -> "INTDOM"*/
/*"DLIST" -> "COMRING"*/
/*"DLIST" -> "RING"*/
/*"DLIST" -> "RNG"*/
/*"DLIST" -> "ABELGRP"*/
/*"DLIST" -> "CABMON"*/
/*"DLIST" -> "ABELMON"*/
/*"DLIST" -> "ABELSG"*/
/*"DLIST" -> "SGROUP"*/
/*"DLIST" -> "MONOID"*/
/*"DLIST" -> "LMODULE"*/
/*"DLIST" -> "BMODULE"*/
/*"DLIST" -> "RMODULE"*/
/*"DLIST" -> "ALGEBRA"*/
/*"DLIST" -> "MODULE"*/
/*"DLIST" -> "ENTIRER"*/
/*"DLIST" -> "EUCDOM"*/
/*"DLIST" -> "PID"*/
/*"DLIST" -> "OINTDOM"*/
/*"DLIST" -> "ORDRING"*/
/*"DLIST" -> "OAGROUP"*/
/*"DLIST" -> "OCAMON"*/
/*"DLIST" -> "OAMON"*/
/*"DLIST" -> "OASGP"*/
/*"DLIST" -> "DIFRING"*/
/*"DLIST" -> "RETRACT"*/
/*"DLIST" -> "LINEXP"*/
/*"DLIST" -> "PATMAB"*/
/*"DLIST" -> "CFCAT"*/
/*"DLIST" -> "REAL"*/
/*"DLIST" -> "CHARZ"*/
/*"DLIST" -> "STEP"*/
/*"DLIST" -> "OM"*/

"DRAWCX" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DRAWCX"]
/*"DRAWCX" -> "DFLOAT"*/
/*"DRAWCX" -> "PI"*/
/*"DRAWCX" -> "NNI"*/
/*"DRAWCX" -> "INT"*/
/*"DRAWCX" -> "FPS"*/
/*"DRAWCX" -> "RNS"*/
"DRAWCX" -> "FIELD"
/*"DRAWCX" -> "EUCDOM"*/
/*"DRAWCX" -> "PID"*/
/*"DRAWCX" -> "GCDDOM"*/
/*"DRAWCX" -> "INTDOM"*/
/*"DRAWCX" -> "COMRING"*/
/*"DRAWCX" -> "RING"*/
/*"DRAWCX" -> "RNG"*/
/*"DRAWCX" -> "ABELGRP"*/
/*"DRAWCX" -> "CABMON"*/
/*"DRAWCX" -> "ABELMON"*/
/*"DRAWCX" -> "ABELSG"*/
/*"DRAWCX" -> "SETCAT"*/
/*"DRAWCX" -> "BASTYPE"*/
/*"DRAWCX" -> "KOERCE"*/
/*"DRAWCX" -> "SGROUP"*/
/*"DRAWCX" -> "MONOID"*/
/*"DRAWCX" -> "LMODULE"*/
/*"DRAWCX" -> "BMODULE"*/
/*"DRAWCX" -> "RMODULE"*/
/*"DRAWCX" -> "ALGEBRA"*/
/*"DRAWCX" -> "MODULE"*/
/*"DRAWCX" -> "ENTIRER"*/
/*"DRAWCX" -> "UFD"*/
/*"DRAWCX" -> "DIVRING"*/
/*"DRAWCX" -> "ORDRING"*/
/*"DRAWCX" -> "OAGROUP"*/
/*"DRAWCX" -> "OCAMON"*/
/*"DRAWCX" -> "OAMON"*/
/*"DRAWCX" -> "OASGP"*/
/*"DRAWCX" -> "ORDSET"*/
/*"DRAWCX" -> "REAL"*/
/*"DRAWCX" -> "KONVERT"*/
/*"DRAWCX" -> "RETRACT"*/
"DRAWCX" -> "RADCAT"
/*"DRAWCX" -> "PATMAB"*/
/*"DRAWCX" -> "CHARZ"*/
/*"DRAWCX" -> "SINT"*/
/*"DRAWCX" -> "LIST"*/
/*"DRAWCX" -> "ILIST"*/

"D01GBFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D01GBFA"]
/*"D01GBFA" -> "NUMINT"*/
/*"D01GBFA" -> "SETCAT"*/
/*"D01GBFA" -> "BASTYPE"*/
/*"D01GBFA" -> "KOERCE"*/
/*"D01GBFA" -> "DFLOAT"*/
/*"D01GBFA" -> "PI"*/
/*"D01GBFA" -> "NNI"*/
/*"D01GBFA" -> "INT"*/
/*"D01GBFA" -> "FPS"*/
/*"D01GBFA" -> "RNS"*/
"D01GBFA" -> "FIELD"
/*"D01GBFA" -> "EUCDOM"*/
/*"D01GBFA" -> "PID"*/
/*"D01GBFA" -> "GCDDOM"*/
/*"D01GBFA" -> "INTDOM"*/
/*"D01GBFA" -> "COMRING"*/
/*"D01GBFA" -> "RING"*/
/*"D01GBFA" -> "RNG"*/
/*"D01GBFA" -> "ABELGRP"*/
/*"D01GBFA" -> "CABMON"*/
/*"D01GBFA" -> "ABELMON"*/
/*"D01GBFA" -> "ABELSG"*/
/*"D01GBFA" -> "SGROUP"*/
/*"D01GBFA" -> "MONOID"*/
/*"D01GBFA" -> "LMODULE"*/
/*"D01GBFA" -> "BMODULE"*/
/*"D01GBFA" -> "RMODULE"*/
/*"D01GBFA" -> "ALGEBRA"*/
/*"D01GBFA" -> "MODULE"*/
/*"D01GBFA" -> "ENTIRER"*/
/*"D01GBFA" -> "UFD"*/
/*"D01GBFA" -> "DIVRING"*/
/*"D01GBFA" -> "ORDRING"*/
/*"D01GBFA" -> "OAGROUP"*/
/*"D01GBFA" -> "OCAMON"*/
/*"D01GBFA" -> "OAMON"*/
/*"D01GBFA" -> "OASGP"*/
/*"D01GBFA" -> "ORDSET"*/
/*"D01GBFA" -> "REAL"*/
/*"D01GBFA" -> "KONVERT"*/
/*"D01GBFA" -> "RETRACT"*/
"D01GBFA" -> "RADCAT"
/*"D01GBFA" -> "PATMAB"*/
/*"D01GBFA" -> "CHARZ"*/
/*"D01GBFA" -> "SINT"*/
/*"D01GBFA" -> "LSAGG"*/
/*"D01GBFA" -> "STAGG"*/
/*"D01GBFA" -> "URAGG"*/
/*"D01GBFA" -> "RCAGG"*/
/*"D01GBFA" -> "HOAGG"*/
/*"D01GBFA" -> "AGG"*/
/*"D01GBFA" -> "TYPE"*/
/*"D01GBFA" -> "EVALAB"*/
/*"D01GBFA" -> "IEVALAB"*/
/*"D01GBFA" -> "LNAGG"*/
/*"D01GBFA" -> "IXAGG"*/
/*"D01GBFA" -> "ELTAGG"*/
/*"D01GBFA" -> "ELTAB"*/
/*"D01GBFA" -> "CLAGG"*/
"D01GBFA" -> "FLAGG"
/*"D01GBFA" -> "ELAGG"*/
/*"D01GBFA" -> "OM"*/
/*"D01GBFA" -> "LIST"*/
/*"D01GBFA" -> "ILIST"*/
/*"D01GBFA" -> "LSAGG-"*/
/*"D01GBFA" -> "STAGG-"*/
/*"D01GBFA" -> "INS-"*/
/*"D01GBFA" -> "EUCDOM-"*/
/*"D01GBFA" -> "UFD-"*/
/*"D01GBFA" -> "GCDDOM-"*/
/*"D01GBFA" -> "INTDOM-"*/
/*"D01GBFA" -> "ALGEBRA-"*/
/*"D01GBFA" -> "DIFRING-"*/
/*"D01GBFA" -> "ORDRING-"*/
/*"D01GBFA" -> "MODULE-"*/
/*"D01GBFA" -> "RING-"*/
/*"D01GBFA" -> "ABELGRP-"*/
/*"D01GBFA" -> "ABELMON-"*/

"D02EJFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D02EJFA"]
/*"D02EJFA" -> "ODECAT"*/
/*"D02EJFA" -> "SETCAT"*/
/*"D02EJFA" -> "BASTYPE"*/
/*"D02EJFA" -> "KOERCE"*/
/*"D02EJFA" -> "NNI"*/
/*"D02EJFA" -> "INT"*/
/*"D02EJFA" -> "LSAGG"*/
/*"D02EJFA" -> "STAGG"*/
/*"D02EJFA" -> "URAGG"*/
/*"D02EJFA" -> "RCAGG"*/
/*"D02EJFA" -> "HOAGG"*/
/*"D02EJFA" -> "AGG"*/
/*"D02EJFA" -> "TYPE"*/
/*"D02EJFA" -> "EVALAB"*/
/*"D02EJFA" -> "IEVALAB"*/
/*"D02EJFA" -> "LNAGG"*/
/*"D02EJFA" -> "IXAGG"*/
/*"D02EJFA" -> "ELTAGG"*/
/*"D02EJFA" -> "ELTAB"*/
/*"D02EJFA" -> "CLAGG"*/
/*"D02EJFA" -> "KONVERT"*/
"D02EJFA" -> "FLAGG"
/*"D02EJFA" -> "ORDSET"*/
/*"D02EJFA" -> "ELAGG"*/
/*"D02EJFA" -> "OM"*/
/*"D02EJFA" -> "LIST"*/
/*"D02EJFA" -> "ILIST"*/
/*"D02EJFA" -> "DFLOAT"*/
/*"D02EJFA" -> "FPS-"*/
/*"D02EJFA" -> "RNS-"*/
"D02EJFA" -> "FIELD-"
/*"D02EJFA" -> "EUCDOM-"*/
/*"D02EJFA" -> "UFD-"*/
/*"D02EJFA" -> "GCDDOM-"*/
/*"D02EJFA" -> "DIVRING-"*/
/*"D02EJFA" -> "INTDOM-"*/
/*"D02EJFA" -> "ALGEBRA-"*/
/*"D02EJFA" -> "DIFRING-"*/
/*"D02EJFA" -> "ORDRING-"*/
/*"D02EJFA" -> "FPS"*/
/*"D02EJFA" -> "RNS"*/
"D02EJFA" -> "FIELD"
/*"D02EJFA" -> "EUCDOM"*/
/*"D02EJFA" -> "PID"*/
/*"D02EJFA" -> "GCDDOM"*/
/*"D02EJFA" -> "INTDOM"*/
/*"D02EJFA" -> "COMRING"*/
/*"D02EJFA" -> "RING"*/
/*"D02EJFA" -> "RNG"*/
/*"D02EJFA" -> "ABELGRP"*/
/*"D02EJFA" -> "CABMON"*/
/*"D02EJFA" -> "ABELMON"*/
/*"D02EJFA" -> "ABELSG"*/
/*"D02EJFA" -> "SGROUP"*/
/*"D02EJFA" -> "MONOID"*/
/*"D02EJFA" -> "LMODULE"*/
/*"D02EJFA" -> "BMODULE"*/
/*"D02EJFA" -> "RMODULE"*/
/*"D02EJFA" -> "ALGEBRA"*/
/*"D02EJFA" -> "MODULE"*/
/*"D02EJFA" -> "ENTIRER"*/
/*"D02EJFA" -> "UFD"*/
/*"D02EJFA" -> "DIVRING"*/
/*"D02EJFA" -> "ORDRING"*/
/*"D02EJFA" -> "OAGROUP"*/
/*"D02EJFA" -> "OCAMON"*/
/*"D02EJFA" -> "OAMON"*/
/*"D02EJFA" -> "OASGP"*/
/*"D02EJFA" -> "REAL"*/
/*"D02EJFA" -> "RETRACT"*/
"D02EJFA" -> "RADCAT"
/*"D02EJFA" -> "PATMAB"*/
/*"D02EJFA" -> "CHARZ"*/
/*"D02EJFA" -> "PI"*/

"D03FAFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D03FAFA"]
/*"D03FAFA" -> "PDECAT"*/
/*"D03FAFA" -> "SETCAT"*/
/*"D03FAFA" -> "BASTYPE"*/
/*"D03FAFA" -> "KOERCE"*/
/*"D03FAFA" -> "LSAGG"*/
/*"D03FAFA" -> "STAGG"*/
/*"D03FAFA" -> "URAGG"*/
/*"D03FAFA" -> "RCAGG"*/
/*"D03FAFA" -> "HOAGG"*/
/*"D03FAFA" -> "AGG"*/
/*"D03FAFA" -> "TYPE"*/
/*"D03FAFA" -> "EVALAB"*/
/*"D03FAFA" -> "IEVALAB"*/
/*"D03FAFA" -> "LNAGG"*/
/*"D03FAFA" -> "IXAGG"*/
/*"D03FAFA" -> "ELTAGG"*/
/*"D03FAFA" -> "ELTAB"*/
/*"D03FAFA" -> "CLAGG"*/
/*"D03FAFA" -> "KONVERT"*/
"D03FAFA" -> "FLAGG"
/*"D03FAFA" -> "ORDSET"*/
/*"D03FAFA" -> "ELAGG"*/
/*"D03FAFA" -> "OM"*/
/*"D03FAFA" -> "INT"*/
/*"D03FAFA" -> "LIST"*/
/*"D03FAFA" -> "ILIST"*/
/*"D03FAFA" -> "NNI"*/

"DRAWPT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DRAWPT"]
/*"DRAWPT" -> "FPS"*/
/*"DRAWPT" -> "RNS"*/
"DRAWPT" -> "FIELD"
/*"DRAWPT" -> "EUCDOM"*/
/*"DRAWPT" -> "PID"*/
/*"DRAWPT" -> "GCDDOM"*/
/*"DRAWPT" -> "INTDOM"*/
/*"DRAWPT" -> "COMRING"*/
/*"DRAWPT" -> "RING"*/
/*"DRAWPT" -> "RNG"*/
/*"DRAWPT" -> "ABELGRP"*/
/*"DRAWPT" -> "CABMON"*/
/*"DRAWPT" -> "ABELMON"*/
/*"DRAWPT" -> "ABELSG"*/
/*"DRAWPT" -> "SETCAT"*/
/*"DRAWPT" -> "BASTYPE"*/
/*"DRAWPT" -> "KOERCE"*/
/*"DRAWPT" -> "SGROUP"*/
/*"DRAWPT" -> "MONOID"*/
/*"DRAWPT" -> "LMODULE"*/
/*"DRAWPT" -> "BMODULE"*/
/*"DRAWPT" -> "RMODULE"*/
/*"DRAWPT" -> "ALGEBRA"*/
/*"DRAWPT" -> "MODULE"*/
/*"DRAWPT" -> "ENTIRER"*/
/*"DRAWPT" -> "UFD"*/
/*"DRAWPT" -> "DIVRING"*/
/*"DRAWPT" -> "ORDRING"*/
/*"DRAWPT" -> "OAGROUP"*/
/*"DRAWPT" -> "OCAMON"*/
/*"DRAWPT" -> "OAMON"*/
/*"DRAWPT" -> "OASGP"*/
/*"DRAWPT" -> "ORDSET"*/
/*"DRAWPT" -> "REAL"*/
/*"DRAWPT" -> "KONVERT"*/
/*"DRAWPT" -> "RETRACT"*/
"DRAWPT" -> "RADCAT"
/*"DRAWPT" -> "PATMAB"*/
/*"DRAWPT" -> "CHARZ"*/
/*"DRAWPT" -> "LSAGG"*/
/*"DRAWPT" -> "STAGG"*/
/*"DRAWPT" -> "URAGG"*/
/*"DRAWPT" -> "RCAGG"*/
/*"DRAWPT" -> "HOAGG"*/
/*"DRAWPT" -> "AGG"*/
/*"DRAWPT" -> "TYPE"*/
/*"DRAWPT" -> "EVALAB"*/
/*"DRAWPT" -> "IEVALAB"*/
/*"DRAWPT" -> "LNAGG"*/
/*"DRAWPT" -> "IXAGG"*/
/*"DRAWPT" -> "ELTAGG"*/
/*"DRAWPT" -> "ELTAB"*/
/*"DRAWPT" -> "CLAGG"*/
"DRAWPT" -> "FLAGG"
/*"DRAWPT" -> "ELAGG"*/
/*"DRAWPT" -> "OM"*/
/*"DRAWPT" -> "INT"*/
/*"DRAWPT" -> "LIST"*/
/*"DRAWPT" -> "ILIST"*/
/*"DRAWPT" -> "INS-"*/
/*"DRAWPT" -> "EUCDOM-"*/
/*"DRAWPT" -> "UFD-"*/
/*"DRAWPT" -> "GCDDOM-"*/
/*"DRAWPT" -> "INTDOM-"*/
/*"DRAWPT" -> "ALGEBRA-"*/
/*"DRAWPT" -> "DIFRING-"*/
/*"DRAWPT" -> "ORDRING-"*/
/*"DRAWPT" -> "MODULE-"*/
/*"DRAWPT" -> "RING-"*/
/*"DRAWPT" -> "ABELGRP-"*/
/*"DRAWPT" -> "ABELMON-"*/
/*"DRAWPT" -> "MONOID-"*/
/*"DRAWPT" -> "ORDSET-"*/
/*"DRAWPT" -> "ABELSG-"*/
/*"DRAWPT" -> "SGROUP-"*/
/*"DRAWPT" -> "SETCAT-"*/
/*"DRAWPT" -> "RETRACT-"*/
/*"DRAWPT" -> "BASTYPE-"*/
/*"DRAWPT" -> "DFLOAT"*/
/*"DRAWPT" -> "PI"*/
/*"DRAWPT" -> "NNI"*/
/*"DRAWPT" -> "SINT"*/
/*"DRAWPT" -> "LSAGG-"*/
/*"DRAWPT" -> "STAGG-"*/

"EUCDOM" [color="#4488FF",href="bookvol10.2.pdf#nameddest=EUCDOM",
          shape=ellipse]
/*"EUCDOM" -> "PID"*/
/*"EUCDOM" -> "GCDDOM"*/
/*"EUCDOM" -> "INTDOM"*/
/*"EUCDOM" -> "COMRING"*/
/*"EUCDOM" -> "RING"*/
/*"EUCDOM" -> "RNG"*/
/*"EUCDOM" -> "ABELGRP"*/
/*"EUCDOM" -> "CABMON"*/
/*"EUCDOM" -> "ABELMON"*/
/*"EUCDOM" -> "ABELSG"*/
/*"EUCDOM" -> "SETCAT"*/
/*"EUCDOM" -> "BASTYPE"*/
/*"EUCDOM" -> "KOERCE"*/
/*"EUCDOM" -> "SGROUP"*/
/*"EUCDOM" -> "MONOID"*/
/*"EUCDOM" -> "LMODULE"*/
/*"EUCDOM" -> "BMODULE"*/
/*"EUCDOM" -> "RMODULE"*/
/*"EUCDOM" -> "ALGEBRA"*/
/*"EUCDOM" -> "MODULE"*/
/*"EUCDOM" -> "ENTIRER"*/
/*"EUCDOM" -> "BOOLEAN"*/
/*"EUCDOM" -> "NNI"*/
/*"EUCDOM" -> "INT"*/
/*"EUCDOM" -> "LIST"*/
/*"EUCDOM" -> "ILIST"*/
/*"EUCDOM" -> "LSAGG-"*/
/*"EUCDOM" -> "STAGG-"*/
/*"EUCDOM" -> "ELAGG-"*/
/*"EUCDOM" -> "FLAGG-"*/
/*"EUCDOM" -> "URAGG-"*/
/*"EUCDOM" -> "LSAGG"*/
/*"EUCDOM" -> "STAGG"*/
/*"EUCDOM" -> "URAGG"*/
/*"EUCDOM" -> "RCAGG"*/
/*"EUCDOM" -> "HOAGG"*/
/*"EUCDOM" -> "AGG"*/
/*"EUCDOM" -> "TYPE"*/
/*"EUCDOM" -> "EVALAB"*/
/*"EUCDOM" -> "IEVALAB"*/
/*"EUCDOM" -> "LNAGG"*/
/*"EUCDOM" -> "IXAGG"*/
/*"EUCDOM" -> "ELTAGG"*/
/*"EUCDOM" -> "ELTAB"*/
/*"EUCDOM" -> "CLAGG"*/
/*"EUCDOM" -> "KONVERT"*/
"EUCDOM" -> "FLAGG"
/*"EUCDOM" -> "ORDSET"*/
/*"EUCDOM" -> "ELAGG"*/
/*"EUCDOM" -> "OM"*/

"EUCDOM-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EUCDOM",
          shape=ellipse]
/*"EUCDOM-" -> "PID"*/
/*"EUCDOM-" -> "GCDDOM"*/
/*"EUCDOM-" -> "INTDOM"*/
/*"EUCDOM-" -> "COMRING"*/
/*"EUCDOM-" -> "RING"*/
/*"EUCDOM-" -> "RNG"*/
/*"EUCDOM-" -> "ABELGRP"*/
/*"EUCDOM-" -> "CABMON"*/
/*"EUCDOM-" -> "ABELMON"*/
/*"EUCDOM-" -> "ABELSG"*/
/*"EUCDOM-" -> "SETCAT"*/
/*"EUCDOM-" -> "BASTYPE"*/
/*"EUCDOM-" -> "KOERCE"*/
/*"EUCDOM-" -> "SGROUP"*/
/*"EUCDOM-" -> "MONOID"*/
/*"EUCDOM-" -> "LMODULE"*/
/*"EUCDOM-" -> "BMODULE"*/
/*"EUCDOM-" -> "RMODULE"*/
/*"EUCDOM-" -> "ALGEBRA"*/
/*"EUCDOM-" -> "MODULE"*/
/*"EUCDOM-" -> "ENTIRER"*/
/*"EUCDOM-" -> "BOOLEAN"*/
/*"EUCDOM-" -> "NNI"*/
/*"EUCDOM-" -> "INT"*/
/*"EUCDOM-" -> "LIST"*/
/*"EUCDOM-" -> "ILIST"*/
/*"EUCDOM-" -> "LSAGG-"*/
/*"EUCDOM-" -> "STAGG-"*/
/*"EUCDOM-" -> "ELAGG-"*/
/*"EUCDOM-" -> "FLAGG-"*/
/*"EUCDOM-" -> "URAGG-"*/
/*"EUCDOM-" -> "LSAGG"*/
/*"EUCDOM-" -> "STAGG"*/
/*"EUCDOM-" -> "URAGG"*/
/*"EUCDOM-" -> "RCAGG"*/
/*"EUCDOM-" -> "HOAGG"*/
/*"EUCDOM-" -> "AGG"*/
/*"EUCDOM-" -> "TYPE"*/
/*"EUCDOM-" -> "EVALAB"*/
/*"EUCDOM-" -> "IEVALAB"*/
/*"EUCDOM-" -> "LNAGG"*/
/*"EUCDOM-" -> "IXAGG"*/
/*"EUCDOM-" -> "ELTAGG"*/
/*"EUCDOM-" -> "ELTAB"*/
/*"EUCDOM-" -> "CLAGG"*/
/*"EUCDOM-" -> "KONVERT"*/
"EUCDOM-" -> "FLAGG"
/*"EUCDOM-" -> "ORDSET"*/
/*"EUCDOM-" -> "ELAGG"*/
/*"EUCDOM-" -> "OM"*/

"FAMR" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FAMR"]
"FAMR" -> "AMR"
/*"FAMR" -> "RING"*/
/*"FAMR" -> "RNG"*/
/*"FAMR" -> "ABELGRP"*/
/*"FAMR" -> "CABMON"*/
/*"FAMR" -> "ABELMON"*/
/*"FAMR" -> "ABELSG"*/
/*"FAMR" -> "SETCAT"*/
/*"FAMR" -> "BASTYPE"*/
/*"FAMR" -> "KOERCE"*/
/*"FAMR" -> "SGROUP"*/
/*"FAMR" -> "MONOID"*/
/*"FAMR" -> "LMODULE"*/
/*"FAMR" -> "BMODULE"*/
/*"FAMR" -> "RMODULE"*/
/*"FAMR" -> "COMRING"*/
/*"FAMR" -> "ALGEBRA"*/
/*"FAMR" -> "MODULE"*/
/*"FAMR" -> "CHARZ"*/
/*"FAMR" -> "CHARNZ"*/
/*"FAMR" -> "INTDOM"*/
/*"FAMR" -> "ENTIRER"*/
"FAMR" -> "FRETRCT"
/*"FAMR" -> "RETRACT"*/
/*"FAMR" -> "OAMON"*/
/*"FAMR" -> "OASGP"*/
/*"FAMR" -> "ORDSET"*/
/*"FAMR" -> "NNI"*/
/*"FAMR" -> "INT"*/
/*"FAMR" -> "LIST"*/
/*"FAMR" -> "ILIST"*/
/*"FAMR" -> "PI"*/
/*"FAMR" -> "BOOLEAN"*/
"FAMR" -> "FIELD"
/*"FAMR" -> "EUCDOM"*/
/*"FAMR" -> "PID"*/
/*"FAMR" -> "GCDDOM"*/
/*"FAMR" -> "UFD"*/
/*"FAMR" -> "DIVRING"*/

"FAMR-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FAMR"]
"FAMR-" -> "AMR"
/*"FAMR-" -> "RING"*/
/*"FAMR-" -> "RNG"*/
/*"FAMR-" -> "ABELGRP"*/
/*"FAMR-" -> "CABMON"*/
/*"FAMR-" -> "ABELMON"*/
/*"FAMR-" -> "ABELSG"*/
/*"FAMR-" -> "SETCAT"*/
/*"FAMR-" -> "BASTYPE"*/
/*"FAMR-" -> "KOERCE"*/
/*"FAMR-" -> "SGROUP"*/
/*"FAMR-" -> "MONOID"*/
/*"FAMR-" -> "LMODULE"*/
/*"FAMR-" -> "BMODULE"*/
/*"FAMR-" -> "RMODULE"*/
/*"FAMR-" -> "COMRING"*/
/*"FAMR-" -> "ALGEBRA"*/
/*"FAMR-" -> "MODULE"*/
/*"FAMR-" -> "CHARZ"*/
/*"FAMR-" -> "CHARNZ"*/
/*"FAMR-" -> "INTDOM"*/
/*"FAMR-" -> "ENTIRER"*/
"FAMR-" -> "FRETRCT"
/*"FAMR-" -> "RETRACT"*/
/*"FAMR-" -> "OAMON"*/
/*"FAMR-" -> "OASGP"*/
/*"FAMR-" -> "ORDSET"*/
/*"FAMR-" -> "NNI"*/
/*"FAMR-" -> "INT"*/
/*"FAMR-" -> "LIST"*/
/*"FAMR-" -> "ILIST"*/
/*"FAMR-" -> "PI"*/
/*"FAMR-" -> "BOOLEAN"*/
"FAMR-" -> "FIELD"
/*"FAMR-" -> "EUCDOM"*/
/*"FAMR-" -> "PID"*/
/*"FAMR-" -> "GCDDOM"*/
/*"FAMR-" -> "UFD"*/
/*"FAMR-" -> "DIVRING"*/

"FLASORT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FLASORT"]
/*"FLASORT" -> "TYPE"*/
"FLASORT" -> "FLAGG"
/*"FLASORT" -> "LNAGG"*/
/*"FLASORT" -> "IXAGG"*/
/*"FLASORT" -> "HOAGG"*/
/*"FLASORT" -> "AGG"*/
/*"FLASORT" -> "SETCAT"*/
/*"FLASORT" -> "BASTYPE"*/
/*"FLASORT" -> "KOERCE"*/
/*"FLASORT" -> "EVALAB"*/
/*"FLASORT" -> "IEVALAB"*/
/*"FLASORT" -> "ELTAGG"*/
/*"FLASORT" -> "ELTAB"*/
/*"FLASORT" -> "CLAGG"*/
/*"FLASORT" -> "KONVERT"*/
/*"FLASORT" -> "ORDSET"*/
/*"FLASORT" -> "INS"*/
/*"FLASORT" -> "UFD"*/
/*"FLASORT" -> "GCDDOM"*/
/*"FLASORT" -> "INTDOM"*/
/*"FLASORT" -> "COMRING"*/
/*"FLASORT" -> "RING"*/
/*"FLASORT" -> "RNG"*/
/*"FLASORT" -> "ABELGRP"*/
/*"FLASORT" -> "CABMON"*/
/*"FLASORT" -> "ABELMON"*/
/*"FLASORT" -> "ABELSG"*/
/*"FLASORT" -> "SGROUP"*/
/*"FLASORT" -> "MONOID"*/
/*"FLASORT" -> "LMODULE"*/
/*"FLASORT" -> "BMODULE"*/
/*"FLASORT" -> "RMODULE"*/
/*"FLASORT" -> "ALGEBRA"*/
/*"FLASORT" -> "MODULE"*/
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/*"HOAGG" -> "BOOLEAN"*/
/*"HOAGG" -> "NNI"*/

"HOAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=HOAGG",
          shape=ellipse]
/*"HOAGG-" -> "AGG"*/
/*"HOAGG-" -> "TYPE"*/
/*"HOAGG-" -> "SETCAT"*/
/*"HOAGG-" -> "BASTYPE"*/
/*"HOAGG-" -> "KOERCE"*/
/*"HOAGG-" -> "EVALAB"*/
/*"HOAGG-" -> "IEVALAB"*/
/*"HOAGG-" -> "LSAGG"*/
/*"HOAGG-" -> "STAGG"*/
/*"HOAGG-" -> "URAGG"*/
/*"HOAGG-" -> "RCAGG"*/
/*"HOAGG-" -> "LNAGG"*/
/*"HOAGG-" -> "IXAGG"*/
/*"HOAGG-" -> "ELTAGG"*/
/*"HOAGG-" -> "ELTAB"*/
/*"HOAGG-" -> "CLAGG"*/
/*"HOAGG-" -> "KONVERT"*/
"HOAGG-" -> "FLAGG"
/*"HOAGG-" -> "ORDSET"*/
/*"HOAGG-" -> "ELAGG"*/
/*"HOAGG-" -> "OM"*/
/*"HOAGG-" -> "INT"*/
/*"HOAGG-" -> "LIST"*/
/*"HOAGG-" -> "ILIST"*/
/*"HOAGG-" -> "BOOLEAN"*/
/*"HOAGG-" -> "NNI"*/

"INDE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=INDE"]
/*"INDE" -> "OAMONS"*/
/*"INDE" -> "OAMONS"*/
/*"INDE" -> "OCAMON"*/
/*"INDE" -> "OAMON"*/
/*"INDE" -> "OASGP"*/
/*"INDE" -> "ORDSET"*/
/*"INDE" -> "SETCAT"*/
/*"INDE" -> "BASTYPE"*/
/*"INDE" -> "KOERCE"*/
/*"INDE" -> "ABELMON"*/
/*"INDE" -> "ABELSG"*/
/*"INDE" -> "CABMON"*/
/*"INDE" -> "IDPC"*/
/*"INDE" -> "NNI"*/
/*"INDE" -> "INT"*/
/*"INDE" -> "LIST"*/
/*"INDE" -> "ILIST"*/
/*"INDE" -> "LSAGG"*/
/*"INDE" -> "STAGG"*/
/*"INDE" -> "URAGG"*/
/*"INDE" -> "RCAGG"*/
/*"INDE" -> "HOAGG"*/
/*"INDE" -> "AGG"*/
/*"INDE" -> "TYPE"*/
/*"INDE" -> "EVALAB"*/
/*"INDE" -> "IEVALAB"*/
/*"INDE" -> "LNAGG"*/
/*"INDE" -> "IXAGG"*/
/*"INDE" -> "ELTAGG"*/
/*"INDE" -> "ELTAB"*/
/*"INDE" -> "CLAGG"*/
/*"INDE" -> "KONVERT"*/
"INDE" -> "FLAGG"
/*"INDE" -> "ELAGG"*/
/*"INDE" -> "OM"*/
/*"INDE" -> "LSAGG-"*/

"INTDOM" [color="#4488FF",href="bookvol10.2.pdf#nameddest=INTDOM",
          shape=ellipse]
/*"INTDOM" -> "INTDOM"*/
/*"INTDOM" -> "COMRING"*/
/*"INTDOM" -> "RING"*/
/*"INTDOM" -> "RNG"*/
/*"INTDOM" -> "ABELGRP"*/
/*"INTDOM" -> "CABMON"*/
/*"INTDOM" -> "ABELMON"*/
/*"INTDOM" -> "ABELSG"*/
/*"INTDOM" -> "SETCAT"*/
/*"INTDOM" -> "BASTYPE"*/
/*"INTDOM" -> "KOERCE"*/
/*"INTDOM" -> "SGROUP"*/
/*"INTDOM" -> "MONOID"*/
/*"INTDOM" -> "LMODULE"*/
/*"INTDOM" -> "BMODULE"*/
/*"INTDOM" -> "RMODULE"*/
/*"INTDOM" -> "ALGEBRA"*/
/*"INTDOM" -> "MODULE"*/
/*"INTDOM" -> "ENTIRER"*/
"INTDOM" -> "FIELD"
/*"INTDOM" -> "EUCDOM"*/
/*"INTDOM" -> "PID"*/
/*"INTDOM" -> "GCDDOM"*/
/*"INTDOM" -> "UFD"*/
/*"INTDOM" -> "DIVRING"*/
/*"INTDOM" -> "BOOLEAN"*/

"INTDOM-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=INTDOM",
          shape=ellipse]
/*"INTDOM-" -> "INTDOM"*/
/*"INTDOM-" -> "COMRING"*/
/*"INTDOM-" -> "RING"*/
/*"INTDOM-" -> "RNG"*/
/*"INTDOM-" -> "ABELGRP"*/
/*"INTDOM-" -> "CABMON"*/
/*"INTDOM-" -> "ABELMON"*/
/*"INTDOM-" -> "ABELSG"*/
/*"INTDOM-" -> "SETCAT"*/
/*"INTDOM-" -> "BASTYPE"*/
/*"INTDOM-" -> "KOERCE"*/
/*"INTDOM-" -> "SGROUP"*/
/*"INTDOM-" -> "MONOID"*/
/*"INTDOM-" -> "LMODULE"*/
/*"INTDOM-" -> "BMODULE"*/
/*"INTDOM-" -> "RMODULE"*/
/*"INTDOM-" -> "ALGEBRA"*/
/*"INTDOM-" -> "MODULE"*/
/*"INTDOM-" -> "ENTIRER"*/
"INTDOM-" -> "FIELD"
/*"INTDOM-" -> "EUCDOM"*/
/*"INTDOM-" -> "PID"*/
/*"INTDOM-" -> "GCDDOM"*/
/*"INTDOM-" -> "UFD"*/
/*"INTDOM-" -> "DIVRING"*/
/*"INTDOM-" -> "BOOLEAN"*/

"IPADIC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IPADIC"]
"IPADIC" -> "PADICCT"
/*"IPADIC" -> "EUCDOM"*/
/*"IPADIC" -> "PID"*/
/*"IPADIC" -> "GCDDOM"*/
/*"IPADIC" -> "INTDOM"*/
/*"IPADIC" -> "COMRING"*/
/*"IPADIC" -> "RING"*/
/*"IPADIC" -> "RNG"*/
/*"IPADIC" -> "ABELGRP"*/
/*"IPADIC" -> "CABMON"*/
/*"IPADIC" -> "ABELMON"*/
/*"IPADIC" -> "ABELSG"*/
/*"IPADIC" -> "SETCAT"*/
/*"IPADIC" -> "BASTYPE"*/
/*"IPADIC" -> "KOERCE"*/
/*"IPADIC" -> "SGROUP"*/
/*"IPADIC" -> "MONOID"*/
/*"IPADIC" -> "LMODULE"*/
/*"IPADIC" -> "BMODULE"*/
/*"IPADIC" -> "RMODULE"*/
/*"IPADIC" -> "ALGEBRA"*/
/*"IPADIC" -> "MODULE"*/
/*"IPADIC" -> "ENTIRER"*/
/*"IPADIC" -> "CHARZ"*/
/*"IPADIC" -> "INT"*/
/*"IPADIC" -> "NNI"*/
/*"IPADIC" -> "INS-"*/
/*"IPADIC" -> "SINT"*/
/*"IPADIC" -> "BOOLEAN"*/
/*"IPADIC" -> "PI"*/
/*"IPADIC" -> "INS"*/
/*"IPADIC" -> "UFD"*/
/*"IPADIC" -> "OINTDOM"*/
/*"IPADIC" -> "ORDRING"*/
/*"IPADIC" -> "OAGROUP"*/
/*"IPADIC" -> "OCAMON"*/
/*"IPADIC" -> "OAMON"*/
/*"IPADIC" -> "OASGP"*/
/*"IPADIC" -> "ORDSET"*/
/*"IPADIC" -> "DIFRING"*/
/*"IPADIC" -> "KONVERT"*/
/*"IPADIC" -> "RETRACT"*/
/*"IPADIC" -> "LINEXP"*/
/*"IPADIC" -> "PATMAB"*/
/*"IPADIC" -> "CFCAT"*/
/*"IPADIC" -> "REAL"*/
/*"IPADIC" -> "STEP"*/
/*"IPADIC" -> "LIST"*/
/*"IPADIC" -> "ILIST"*/
/*"IPADIC" -> "LSAGG"*/
/*"IPADIC" -> "STAGG"*/
/*"IPADIC" -> "URAGG"*/
/*"IPADIC" -> "RCAGG"*/
/*"IPADIC" -> "HOAGG"*/
/*"IPADIC" -> "AGG"*/
/*"IPADIC" -> "TYPE"*/
/*"IPADIC" -> "EVALAB"*/
/*"IPADIC" -> "IEVALAB"*/
/*"IPADIC" -> "LNAGG"*/
/*"IPADIC" -> "IXAGG"*/
/*"IPADIC" -> "ELTAGG"*/
/*"IPADIC" -> "ELTAB"*/
/*"IPADIC" -> "CLAGG"*/
"IPADIC" -> "FLAGG"
/*"IPADIC" -> "ELAGG"*/
/*"IPADIC" -> "OM"*/
/*"IPADIC" -> "LSAGG-"*/

"IROOT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IROOT"]
/*"IROOT" -> "INS"*/
/*"IROOT" -> "UFD"*/
/*"IROOT" -> "GCDDOM"*/
/*"IROOT" -> "INTDOM"*/
/*"IROOT" -> "COMRING"*/
/*"IROOT" -> "RING"*/
/*"IROOT" -> "RNG"*/
/*"IROOT" -> "ABELGRP"*/
/*"IROOT" -> "CABMON"*/
/*"IROOT" -> "ABELMON"*/
/*"IROOT" -> "ABELSG"*/
/*"IROOT" -> "SETCAT"*/
/*"IROOT" -> "BASTYPE"*/
/*"IROOT" -> "KOERCE"*/
/*"IROOT" -> "SGROUP"*/
/*"IROOT" -> "MONOID"*/
/*"IROOT" -> "LMODULE"*/
/*"IROOT" -> "BMODULE"*/
/*"IROOT" -> "RMODULE"*/
/*"IROOT" -> "ALGEBRA"*/
/*"IROOT" -> "MODULE"*/
/*"IROOT" -> "ENTIRER"*/
/*"IROOT" -> "EUCDOM"*/
/*"IROOT" -> "PID"*/
/*"IROOT" -> "OINTDOM"*/
/*"IROOT" -> "ORDRING"*/
/*"IROOT" -> "OAGROUP"*/
/*"IROOT" -> "OCAMON"*/
/*"IROOT" -> "OAMON"*/
/*"IROOT" -> "OASGP"*/
/*"IROOT" -> "ORDSET"*/
/*"IROOT" -> "DIFRING"*/
/*"IROOT" -> "KONVERT"*/
/*"IROOT" -> "RETRACT"*/
/*"IROOT" -> "LINEXP"*/
/*"IROOT" -> "PATMAB"*/
/*"IROOT" -> "CFCAT"*/
/*"IROOT" -> "REAL"*/
/*"IROOT" -> "CHARZ"*/
/*"IROOT" -> "STEP"*/
/*"IROOT" -> "PI"*/
/*"IROOT" -> "NNI"*/
/*"IROOT" -> "INT"*/
/*"IROOT" -> "BOOLEAN"*/
/*"IROOT" -> "SINT"*/
/*"IROOT" -> "MONOID-"*/
/*"IROOT" -> "ABELMON-"*/
/*"IROOT" -> "LSAGG"*/
/*"IROOT" -> "STAGG"*/
/*"IROOT" -> "URAGG"*/
/*"IROOT" -> "RCAGG"*/
/*"IROOT" -> "HOAGG"*/
/*"IROOT" -> "AGG"*/
/*"IROOT" -> "TYPE"*/
/*"IROOT" -> "EVALAB"*/
/*"IROOT" -> "IEVALAB"*/
/*"IROOT" -> "LNAGG"*/
/*"IROOT" -> "IXAGG"*/
/*"IROOT" -> "ELTAGG"*/
/*"IROOT" -> "ELTAB"*/
/*"IROOT" -> "CLAGG"*/
"IROOT" -> "FLAGG"
/*"IROOT" -> "ELAGG"*/
/*"IROOT" -> "OM"*/
/*"IROOT" -> "LIST"*/
/*"IROOT" -> "ILIST"*/

"IR2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IR2"]
"IR2" -> "FIELD"
/*"IR2" -> "EUCDOM"*/
/*"IR2" -> "PID"*/
/*"IR2" -> "GCDDOM"*/
/*"IR2" -> "INTDOM"*/
/*"IR2" -> "COMRING"*/
/*"IR2" -> "RING"*/
/*"IR2" -> "RNG"*/
/*"IR2" -> "ABELGRP"*/
/*"IR2" -> "CABMON"*/
/*"IR2" -> "ABELMON"*/
/*"IR2" -> "ABELSG"*/
/*"IR2" -> "SETCAT"*/
/*"IR2" -> "BASTYPE"*/
/*"IR2" -> "KOERCE"*/
/*"IR2" -> "SGROUP"*/
/*"IR2" -> "MONOID"*/
/*"IR2" -> "LMODULE"*/
/*"IR2" -> "BMODULE"*/
/*"IR2" -> "RMODULE"*/
/*"IR2" -> "ALGEBRA"*/
/*"IR2" -> "MODULE"*/
/*"IR2" -> "ENTIRER"*/
/*"IR2" -> "UFD"*/
/*"IR2" -> "DIVRING"*/

"LEXP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LEXP"]
/*"LEXP" -> "GROUP"*/
/*"LEXP" -> "MONOID"*/
/*"LEXP" -> "SGROUP"*/
/*"LEXP" -> "SETCAT"*/
/*"LEXP" -> "BASTYPE"*/
/*"LEXP" -> "KOERCE"*/
/*"LEXP" -> "ORDSET"*/
/*"LEXP" -> "COMRING"*/
/*"LEXP" -> "RING"*/
/*"LEXP" -> "RNG"*/
/*"LEXP" -> "ABELGRP"*/
/*"LEXP" -> "CABMON"*/
/*"LEXP" -> "ABELMON"*/
/*"LEXP" -> "ABELSG"*/
/*"LEXP" -> "LMODULE"*/
/*"LEXP" -> "BMODULE"*/
/*"LEXP" -> "RMODULE"*/
/*"LEXP" -> "MODULE"*/
/*"LEXP" -> "INT"*/
/*"LEXP" -> "LIST"*/
/*"LEXP" -> "ILIST"*/
/*"LEXP" -> "NNI"*/
/*"LEXP" -> "LSAGG-"*/
/*"LEXP" -> "STAGG-"*/
/*"LEXP" -> "ELAGG-"*/
"LEXP" -> "FLAGG-"
/*"LEXP" -> "LSAGG"*/
/*"LEXP" -> "STAGG"*/
/*"LEXP" -> "URAGG"*/
/*"LEXP" -> "RCAGG"*/
/*"LEXP" -> "HOAGG"*/
/*"LEXP" -> "AGG"*/
/*"LEXP" -> "TYPE"*/
/*"LEXP" -> "EVALAB"*/
/*"LEXP" -> "IEVALAB"*/
/*"LEXP" -> "LNAGG"*/
/*"LEXP" -> "IXAGG"*/
/*"LEXP" -> "ELTAGG"*/
/*"LEXP" -> "ELTAB"*/
/*"LEXP" -> "CLAGG"*/
/*"LEXP" -> "KONVERT"*/
"LEXP" -> "FLAGG"
/*"LEXP" -> "ELAGG"*/
/*"LEXP" -> "OM"*/
/*"LEXP" -> "PI"*/

"LIECAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=LIECAT"]
/*"LIECAT" -> "MODULE"*/
/*"LIECAT" -> "BMODULE"*/
/*"LIECAT" -> "LMODULE"*/
/*"LIECAT" -> "ABELGRP"*/
/*"LIECAT" -> "CABMON"*/
/*"LIECAT" -> "ABELMON"*/
/*"LIECAT" -> "ABELSG"*/
/*"LIECAT" -> "SETCAT"*/
/*"LIECAT" -> "BASTYPE"*/
/*"LIECAT" -> "KOERCE"*/
/*"LIECAT" -> "RMODULE"*/
/*"LIECAT" -> "COMRING"*/
/*"LIECAT" -> "RING"*/
/*"LIECAT" -> "RNG"*/
/*"LIECAT" -> "SGROUP"*/
/*"LIECAT" -> "MONOID"*/
"LIECAT" -> "FIELD"
/*"LIECAT" -> "EUCDOM"*/
/*"LIECAT" -> "PID"*/
/*"LIECAT" -> "GCDDOM"*/
/*"LIECAT" -> "INTDOM"*/
/*"LIECAT" -> "ALGEBRA"*/
/*"LIECAT" -> "ENTIRER"*/
/*"LIECAT" -> "UFD"*/
/*"LIECAT" -> "DIVRING"*/

"LIECAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LIECAT"]
/*"LIECAT-" -> "MODULE"*/
/*"LIECAT-" -> "BMODULE"*/
/*"LIECAT-" -> "LMODULE"*/
/*"LIECAT-" -> "ABELGRP"*/
/*"LIECAT-" -> "CABMON"*/
/*"LIECAT-" -> "ABELMON"*/
/*"LIECAT-" -> "ABELSG"*/
/*"LIECAT-" -> "SETCAT"*/
/*"LIECAT-" -> "BASTYPE"*/
/*"LIECAT-" -> "KOERCE"*/
/*"LIECAT-" -> "RMODULE"*/
/*"LIECAT-" -> "COMRING"*/
/*"LIECAT-" -> "RING"*/
/*"LIECAT-" -> "RNG"*/
/*"LIECAT-" -> "SGROUP"*/
/*"LIECAT-" -> "MONOID"*/
"LIECAT-" -> "FIELD"
/*"LIECAT-" -> "EUCDOM"*/
/*"LIECAT-" -> "PID"*/
/*"LIECAT-" -> "GCDDOM"*/
/*"LIECAT-" -> "INTDOM"*/
/*"LIECAT-" -> "ALGEBRA"*/
/*"LIECAT-" -> "ENTIRER"*/
/*"LIECAT-" -> "UFD"*/
/*"LIECAT-" -> "DIVRING"*/

"LIST2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LIST2"]
/*"LIST2" -> "TYPE"*/
/*"LIST2" -> "LSAGG"*/
/*"LIST2" -> "STAGG"*/
/*"LIST2" -> "URAGG"*/
/*"LIST2" -> "RCAGG"*/
/*"LIST2" -> "HOAGG"*/
/*"LIST2" -> "AGG"*/
/*"LIST2" -> "SETCAT"*/
/*"LIST2" -> "BASTYPE"*/
/*"LIST2" -> "KOERCE"*/
/*"LIST2" -> "EVALAB"*/
/*"LIST2" -> "IEVALAB"*/
/*"LIST2" -> "LNAGG"*/
/*"LIST2" -> "IXAGG"*/
/*"LIST2" -> "ELTAGG"*/
/*"LIST2" -> "ELTAB"*/
/*"LIST2" -> "CLAGG"*/
/*"LIST2" -> "KONVERT"*/
"LIST2" -> "FLAGG"
/*"LIST2" -> "ORDSET"*/
/*"LIST2" -> "ELAGG"*/

"LIST2MAP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LIST2MAP"]
/*"LIST2MAP" -> "SETCAT"*/
/*"LIST2MAP" -> "BASTYPE"*/
/*"LIST2MAP" -> "KOERCE"*/
/*"LIST2MAP" -> "TYPE"*/
/*"LIST2MAP" -> "INT"*/
/*"LIST2MAP" -> "LIST"*/
/*"LIST2MAP" -> "ILIST"*/
/*"LIST2MAP" -> "LSAGG-"*/
/*"LIST2MAP" -> "STAGG-"*/
/*"LIST2MAP" -> "ELAGG-"*/
"LIST2MAP" -> "FLAGG-"
/*"LIST2MAP" -> "INS"*/
/*"LIST2MAP" -> "UFD"*/
/*"LIST2MAP" -> "GCDDOM"*/
/*"LIST2MAP" -> "INTDOM"*/
/*"LIST2MAP" -> "COMRING"*/
/*"LIST2MAP" -> "RING"*/
/*"LIST2MAP" -> "RNG"*/
/*"LIST2MAP" -> "ABELGRP"*/
/*"LIST2MAP" -> "CABMON"*/
/*"LIST2MAP" -> "ABELMON"*/
/*"LIST2MAP" -> "ABELSG"*/
/*"LIST2MAP" -> "SGROUP"*/
/*"LIST2MAP" -> "MONOID"*/
/*"LIST2MAP" -> "LMODULE"*/
/*"LIST2MAP" -> "BMODULE"*/
/*"LIST2MAP" -> "RMODULE"*/
/*"LIST2MAP" -> "ALGEBRA"*/
/*"LIST2MAP" -> "MODULE"*/
/*"LIST2MAP" -> "ENTIRER"*/
/*"LIST2MAP" -> "EUCDOM"*/
/*"LIST2MAP" -> "PID"*/
/*"LIST2MAP" -> "OINTDOM"*/
/*"LIST2MAP" -> "ORDRING"*/
/*"LIST2MAP" -> "OAGROUP"*/
/*"LIST2MAP" -> "OCAMON"*/
/*"LIST2MAP" -> "OAMON"*/
/*"LIST2MAP" -> "OASGP"*/
/*"LIST2MAP" -> "ORDSET"*/
/*"LIST2MAP" -> "DIFRING"*/
/*"LIST2MAP" -> "KONVERT"*/
/*"LIST2MAP" -> "RETRACT"*/
/*"LIST2MAP" -> "LINEXP"*/
/*"LIST2MAP" -> "PATMAB"*/
/*"LIST2MAP" -> "CFCAT"*/
/*"LIST2MAP" -> "REAL"*/
/*"LIST2MAP" -> "CHARZ"*/
/*"LIST2MAP" -> "STEP"*/
/*"LIST2MAP" -> "OM"*/

"LMOPS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LMOPS"]
/*"LMOPS" -> "ABELMON"*/
/*"LMOPS" -> "ABELSG"*/
/*"LMOPS" -> "SETCAT"*/
/*"LMOPS" -> "BASTYPE"*/
/*"LMOPS" -> "KOERCE"*/
/*"LMOPS" -> "RETRACT"*/
/*"LMOPS" -> "INT"*/
/*"LMOPS" -> "LIST"*/
/*"LMOPS" -> "ILIST"*/
/*"LMOPS" -> "LSAGG"*/
/*"LMOPS" -> "STAGG"*/
/*"LMOPS" -> "URAGG"*/
/*"LMOPS" -> "RCAGG"*/
/*"LMOPS" -> "HOAGG"*/
/*"LMOPS" -> "AGG"*/
/*"LMOPS" -> "TYPE"*/
/*"LMOPS" -> "EVALAB"*/
/*"LMOPS" -> "IEVALAB"*/
/*"LMOPS" -> "LNAGG"*/
/*"LMOPS" -> "IXAGG"*/
/*"LMOPS" -> "ELTAGG"*/
/*"LMOPS" -> "ELTAB"*/
/*"LMOPS" -> "CLAGG"*/
/*"LMOPS" -> "KONVERT"*/
"LMOPS" -> "FLAGG"
/*"LMOPS" -> "ORDSET"*/
/*"LMOPS" -> "ELAGG"*/
/*"LMOPS" -> "OM"*/
/*"LMOPS" -> "INS"*/
/*"LMOPS" -> "UFD"*/
/*"LMOPS" -> "GCDDOM"*/
/*"LMOPS" -> "INTDOM"*/
/*"LMOPS" -> "COMRING"*/
/*"LMOPS" -> "RING"*/
/*"LMOPS" -> "RNG"*/
/*"LMOPS" -> "ABELGRP"*/
/*"LMOPS" -> "CABMON"*/
/*"LMOPS" -> "SGROUP"*/
/*"LMOPS" -> "MONOID"*/
/*"LMOPS" -> "LMODULE"*/
/*"LMOPS" -> "BMODULE"*/
/*"LMOPS" -> "RMODULE"*/
/*"LMOPS" -> "ALGEBRA"*/
/*"LMOPS" -> "MODULE"*/
/*"LMOPS" -> "ENTIRER"*/
/*"LMOPS" -> "EUCDOM"*/
/*"LMOPS" -> "PID"*/
/*"LMOPS" -> "OINTDOM"*/
/*"LMOPS" -> "ORDRING"*/
/*"LMOPS" -> "OAGROUP"*/
/*"LMOPS" -> "OCAMON"*/
/*"LMOPS" -> "OAMON"*/
/*"LMOPS" -> "OASGP"*/
/*"LMOPS" -> "DIFRING"*/
/*"LMOPS" -> "LINEXP"*/
/*"LMOPS" -> "PATMAB"*/
/*"LMOPS" -> "CFCAT"*/
/*"LMOPS" -> "REAL"*/
/*"LMOPS" -> "CHARZ"*/
/*"LMOPS" -> "STEP"*/
/*"LMOPS" -> "LSAGG-"*/
/*"LMOPS" -> "STAGG-"*/
/*"LMOPS" -> "ELAGG-"*/
"LMOPS" -> "FLAGG-"
/*"LMOPS" -> "URAGG-"*/
/*"LMOPS" -> "NNI"*/
/*"LMOPS" -> "BOOLEAN"*/

"LSAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=LSAGG",
          shape=ellipse]
/*"LSAGG" -> "STAGG"*/
/*"LSAGG" -> "URAGG"*/
/*"LSAGG" -> "RCAGG"*/
/*"LSAGG" -> "HOAGG"*/
/*"LSAGG" -> "AGG"*/
/*"LSAGG" -> "TYPE"*/
/*"LSAGG" -> "SETCAT"*/
/*"LSAGG" -> "BASTYPE"*/
/*"LSAGG" -> "KOERCE"*/
/*"LSAGG" -> "EVALAB"*/
/*"LSAGG" -> "IEVALAB"*/
/*"LSAGG" -> "LNAGG"*/
/*"LSAGG" -> "IXAGG"*/
/*"LSAGG" -> "ELTAGG"*/
/*"LSAGG" -> "ELTAB"*/
/*"LSAGG" -> "CLAGG"*/
/*"LSAGG" -> "KONVERT"*/
"LSAGG" -> "FLAGG"
/*"LSAGG" -> "ORDSET"*/
/*"LSAGG" -> "ELAGG"*/
/*"LSAGG" -> "BOOLEAN"*/
/*"LSAGG" -> "INS"*/
/*"LSAGG" -> "UFD"*/
/*"LSAGG" -> "GCDDOM"*/
/*"LSAGG" -> "INTDOM"*/
/*"LSAGG" -> "COMRING"*/
/*"LSAGG" -> "RING"*/
/*"LSAGG" -> "RNG"*/
/*"LSAGG" -> "ABELGRP"*/
/*"LSAGG" -> "CABMON"*/
/*"LSAGG" -> "ABELMON"*/
/*"LSAGG" -> "ABELSG"*/
/*"LSAGG" -> "SGROUP"*/
/*"LSAGG" -> "MONOID"*/
/*"LSAGG" -> "LMODULE"*/
/*"LSAGG" -> "BMODULE"*/
/*"LSAGG" -> "RMODULE"*/
/*"LSAGG" -> "ALGEBRA"*/
/*"LSAGG" -> "MODULE"*/
/*"LSAGG" -> "ENTIRER"*/
/*"LSAGG" -> "EUCDOM"*/
/*"LSAGG" -> "PID"*/
/*"LSAGG" -> "OINTDOM"*/
/*"LSAGG" -> "ORDRING"*/
/*"LSAGG" -> "OAGROUP"*/
/*"LSAGG" -> "OCAMON"*/
/*"LSAGG" -> "OAMON"*/
/*"LSAGG" -> "OASGP"*/
/*"LSAGG" -> "DIFRING"*/
/*"LSAGG" -> "RETRACT"*/
/*"LSAGG" -> "LINEXP"*/
/*"LSAGG" -> "PATMAB"*/
/*"LSAGG" -> "CFCAT"*/
/*"LSAGG" -> "REAL"*/
/*"LSAGG" -> "CHARZ"*/
/*"LSAGG" -> "STEP"*/
/*"LSAGG" -> "OM"*/
/*"LSAGG" -> "INT"*/
/*"LSAGG" -> "NNI"*/
/*"LSAGG" -> "SINT"*/

"LSAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LSAGG",
          shape=ellipse]
/*"LSAGG-" -> "STAGG"*/
/*"LSAGG-" -> "URAGG"*/
/*"LSAGG-" -> "RCAGG"*/
/*"LSAGG-" -> "HOAGG"*/
/*"LSAGG-" -> "AGG"*/
/*"LSAGG-" -> "TYPE"*/
/*"LSAGG-" -> "SETCAT"*/
/*"LSAGG-" -> "BASTYPE"*/
/*"LSAGG-" -> "KOERCE"*/
/*"LSAGG-" -> "EVALAB"*/
/*"LSAGG-" -> "IEVALAB"*/
/*"LSAGG-" -> "LNAGG"*/
/*"LSAGG-" -> "IXAGG"*/
/*"LSAGG-" -> "ELTAGG"*/
/*"LSAGG-" -> "ELTAB"*/
/*"LSAGG-" -> "CLAGG"*/
/*"LSAGG-" -> "KONVERT"*/
"LSAGG-" -> "FLAGG"
/*"LSAGG-" -> "ORDSET"*/
/*"LSAGG-" -> "ELAGG"*/
/*"LSAGG-" -> "BOOLEAN"*/
/*"LSAGG-" -> "INS"*/
/*"LSAGG-" -> "UFD"*/
/*"LSAGG-" -> "GCDDOM"*/
/*"LSAGG-" -> "INTDOM"*/
/*"LSAGG-" -> "COMRING"*/
/*"LSAGG-" -> "RING"*/
/*"LSAGG-" -> "RNG"*/
/*"LSAGG-" -> "ABELGRP"*/
/*"LSAGG-" -> "CABMON"*/
/*"LSAGG-" -> "ABELMON"*/
/*"LSAGG-" -> "ABELSG"*/
/*"LSAGG-" -> "SGROUP"*/
/*"LSAGG-" -> "MONOID"*/
/*"LSAGG-" -> "LMODULE"*/
/*"LSAGG-" -> "BMODULE"*/
/*"LSAGG-" -> "RMODULE"*/
/*"LSAGG-" -> "ALGEBRA"*/
/*"LSAGG-" -> "MODULE"*/
/*"LSAGG-" -> "ENTIRER"*/
/*"LSAGG-" -> "EUCDOM"*/
/*"LSAGG-" -> "PID"*/
/*"LSAGG-" -> "OINTDOM"*/
/*"LSAGG-" -> "ORDRING"*/
/*"LSAGG-" -> "OAGROUP"*/
/*"LSAGG-" -> "OCAMON"*/
/*"LSAGG-" -> "OAMON"*/
/*"LSAGG-" -> "OASGP"*/
/*"LSAGG-" -> "DIFRING"*/
/*"LSAGG-" -> "RETRACT"*/
/*"LSAGG-" -> "LINEXP"*/
/*"LSAGG-" -> "PATMAB"*/
/*"LSAGG-" -> "CFCAT"*/
/*"LSAGG-" -> "REAL"*/
/*"LSAGG-" -> "CHARZ"*/
/*"LSAGG-" -> "STEP"*/
/*"LSAGG-" -> "OM"*/
/*"LSAGG-" -> "INT"*/
/*"LSAGG-" -> "NNI"*/
/*"LSAGG-" -> "SINT"*/

"LZSTAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=LZSTAGG"]
/*"LZSTAGG" -> "STAGG"*/
/*"LZSTAGG" -> "URAGG"*/
/*"LZSTAGG" -> "RCAGG"*/
/*"LZSTAGG" -> "HOAGG"*/
/*"LZSTAGG" -> "AGG"*/
/*"LZSTAGG" -> "TYPE"*/
/*"LZSTAGG" -> "SETCAT"*/
/*"LZSTAGG" -> "BASTYPE"*/
/*"LZSTAGG" -> "KOERCE"*/
/*"LZSTAGG" -> "EVALAB"*/
/*"LZSTAGG" -> "IEVALAB"*/
/*"LZSTAGG" -> "LNAGG"*/
/*"LZSTAGG" -> "IXAGG"*/
/*"LZSTAGG" -> "ELTAGG"*/
/*"LZSTAGG" -> "ELTAB"*/
/*"LZSTAGG" -> "CLAGG"*/
/*"LZSTAGG" -> "KONVERT"*/
/*"LZSTAGG" -> "BOOLEAN"*/
/*"LZSTAGG" -> "INT"*/
/*"LZSTAGG" -> "LIST"*/
/*"LZSTAGG" -> "ILIST"*/
/*"LZSTAGG" -> "NNI"*/
/*"LZSTAGG" -> "SINT"*/
/*"LZSTAGG" -> "LSAGG"*/
"LZSTAGG" -> "FLAGG"
/*"LZSTAGG" -> "ORDSET"*/
/*"LZSTAGG" -> "ELAGG"*/
/*"LZSTAGG" -> "OM"*/

"LZSTAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LZSTAGG"]
/*"LZSTAGG-" -> "STAGG"*/
/*"LZSTAGG-" -> "URAGG"*/
/*"LZSTAGG-" -> "RCAGG"*/
/*"LZSTAGG-" -> "HOAGG"*/
/*"LZSTAGG-" -> "AGG"*/
/*"LZSTAGG-" -> "TYPE"*/
/*"LZSTAGG-" -> "SETCAT"*/
/*"LZSTAGG-" -> "BASTYPE"*/
/*"LZSTAGG-" -> "KOERCE"*/
/*"LZSTAGG-" -> "EVALAB"*/
/*"LZSTAGG-" -> "IEVALAB"*/
/*"LZSTAGG-" -> "LNAGG"*/
/*"LZSTAGG-" -> "IXAGG"*/
/*"LZSTAGG-" -> "ELTAGG"*/
/*"LZSTAGG-" -> "ELTAB"*/
/*"LZSTAGG-" -> "CLAGG"*/
/*"LZSTAGG-" -> "KONVERT"*/
/*"LZSTAGG-" -> "BOOLEAN"*/
/*"LZSTAGG-" -> "INT"*/
/*"LZSTAGG-" -> "LIST"*/
/*"LZSTAGG-" -> "ILIST"*/
/*"LZSTAGG-" -> "NNI"*/
/*"LZSTAGG-" -> "SINT"*/
/*"LZSTAGG-" -> "LSAGG"*/
"LZSTAGG-" -> "FLAGG"
/*"LZSTAGG-" -> "ORDSET"*/
/*"LZSTAGG-" -> "ELAGG"*/
/*"LZSTAGG-" -> "OM"*/

"MAGMA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MAGMA"]
/*"MAGMA" -> "ORDSET"*/
/*"MAGMA" -> "SETCAT"*/
/*"MAGMA" -> "BASTYPE"*/
/*"MAGMA" -> "KOERCE"*/
/*"MAGMA" -> "RETRACT"*/
/*"MAGMA" -> "BOOLEAN"*/
/*"MAGMA" -> "INT"*/
/*"MAGMA" -> "LIST"*/
/*"MAGMA" -> "LSAGG"*/
/*"MAGMA" -> "STAGG"*/
/*"MAGMA" -> "URAGG"*/
/*"MAGMA" -> "RCAGG"*/
/*"MAGMA" -> "HOAGG"*/
/*"MAGMA" -> "AGG"*/
/*"MAGMA" -> "TYPE"*/
/*"MAGMA" -> "EVALAB"*/
/*"MAGMA" -> "IEVALAB"*/
/*"MAGMA" -> "LNAGG"*/
/*"MAGMA" -> "IXAGG"*/
/*"MAGMA" -> "ELTAGG"*/
/*"MAGMA" -> "ELTAB"*/
/*"MAGMA" -> "CLAGG"*/
/*"MAGMA" -> "KONVERT"*/
"MAGMA" -> "FLAGG"
/*"MAGMA" -> "ELAGG"*/
/*"MAGMA" -> "OM"*/
/*"MAGMA" -> "ILIST"*/
/*"MAGMA" -> "LSAGG-"*/
/*"MAGMA" -> "STAGG-"*/
/*"MAGMA" -> "ELAGG-"*/
"MAGMA" -> "FLAGG-"
/*"MAGMA" -> "PI"*/
/*"MAGMA" -> "NNI"*/

"MESH" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MESH"]
/*"MESH" -> "INS"*/
/*"MESH" -> "UFD"*/
/*"MESH" -> "GCDDOM"*/
/*"MESH" -> "INTDOM"*/
/*"MESH" -> "COMRING"*/
/*"MESH" -> "RING"*/
/*"MESH" -> "RNG"*/
/*"MESH" -> "ABELGRP"*/
/*"MESH" -> "CABMON"*/
/*"MESH" -> "ABELMON"*/
/*"MESH" -> "ABELSG"*/
/*"MESH" -> "SETCAT"*/
/*"MESH" -> "BASTYPE"*/
/*"MESH" -> "KOERCE"*/
/*"MESH" -> "SGROUP"*/
/*"MESH" -> "MONOID"*/
/*"MESH" -> "LMODULE"*/
/*"MESH" -> "BMODULE"*/
/*"MESH" -> "RMODULE"*/
/*"MESH" -> "ALGEBRA"*/
/*"MESH" -> "MODULE"*/
/*"MESH" -> "ENTIRER"*/
/*"MESH" -> "EUCDOM"*/
/*"MESH" -> "PID"*/
/*"MESH" -> "OINTDOM"*/
/*"MESH" -> "ORDRING"*/
/*"MESH" -> "OAGROUP"*/
/*"MESH" -> "OCAMON"*/
/*"MESH" -> "OAMON"*/
/*"MESH" -> "OASGP"*/
/*"MESH" -> "ORDSET"*/
/*"MESH" -> "DIFRING"*/
/*"MESH" -> "KONVERT"*/
/*"MESH" -> "RETRACT"*/
/*"MESH" -> "LINEXP"*/
/*"MESH" -> "PATMAB"*/
/*"MESH" -> "CFCAT"*/
/*"MESH" -> "REAL"*/
/*"MESH" -> "CHARZ"*/
/*"MESH" -> "STEP"*/
/*"MESH" -> "OM"*/
/*"MESH" -> "FPS"*/
/*"MESH" -> "RNS"*/
"MESH" -> "FIELD"
/*"MESH" -> "DIVRING"*/
"MESH" -> "RADCAT"
/*"MESH" -> "INT"*/
/*"MESH" -> "LIST"*/
/*"MESH" -> "DFLOAT"*/
/*"MESH" -> "PI"*/
/*"MESH" -> "NNI"*/
/*"MESH" -> "SINT"*/
/*"MESH" -> "ILIST"*/
/*"MESH" -> "BOOLEAN"*/

"MOEBIUS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MOEBIUS"]
/*"MOEBIUS" -> "GROUP"*/
/*"MOEBIUS" -> "MONOID"*/
/*"MOEBIUS" -> "SGROUP"*/
/*"MOEBIUS" -> "SETCAT"*/
/*"MOEBIUS" -> "BASTYPE"*/
/*"MOEBIUS" -> "KOERCE"*/
"MOEBIUS" -> "FIELD"
/*"MOEBIUS" -> "EUCDOM"*/
/*"MOEBIUS" -> "PID"*/
/*"MOEBIUS" -> "GCDDOM"*/
/*"MOEBIUS" -> "INTDOM"*/
/*"MOEBIUS" -> "COMRING"*/
/*"MOEBIUS" -> "RING"*/
/*"MOEBIUS" -> "RNG"*/
/*"MOEBIUS" -> "ABELGRP"*/
/*"MOEBIUS" -> "CABMON"*/
/*"MOEBIUS" -> "ABELMON"*/
/*"MOEBIUS" -> "ABELSG"*/
/*"MOEBIUS" -> "LMODULE"*/
/*"MOEBIUS" -> "BMODULE"*/
/*"MOEBIUS" -> "RMODULE"*/
/*"MOEBIUS" -> "ALGEBRA"*/
/*"MOEBIUS" -> "MODULE"*/
/*"MOEBIUS" -> "ENTIRER"*/
/*"MOEBIUS" -> "UFD"*/
/*"MOEBIUS" -> "DIVRING"*/
/*"MOEBIUS" -> "INT"*/
/*"MOEBIUS" -> "LIST"*/
/*"MOEBIUS" -> "ILIST"*/
/*"MOEBIUS" -> "BOOLEAN"*/
/*"MOEBIUS" -> "LSAGG-"*/
/*"MOEBIUS" -> "STAGG-"*/
/*"MOEBIUS" -> "ELAGG-"*/
"MOEBIUS" -> "FLAGG-"
/*"MOEBIUS" -> "URAGG-"*/
/*"MOEBIUS" -> "LNAGG-"*/
/*"MOEBIUS" -> "RCAGG-"*/
/*"MOEBIUS" -> "IXAGG-"*/

"MODFIELD" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MODFIELD"]
"MODFIELD" -> "FIELD"
/*"MODFIELD" -> "EUCDOM"*/
/*"MODFIELD" -> "PID"*/
/*"MODFIELD" -> "GCDDOM"*/
/*"MODFIELD" -> "INTDOM"*/
/*"MODFIELD" -> "COMRING"*/
/*"MODFIELD" -> "RING"*/
/*"MODFIELD" -> "RNG"*/
/*"MODFIELD" -> "ABELGRP"*/
/*"MODFIELD" -> "CABMON"*/
/*"MODFIELD" -> "ABELMON"*/
/*"MODFIELD" -> "ABELSG"*/
/*"MODFIELD" -> "SETCAT"*/
/*"MODFIELD" -> "BASTYPE"*/
/*"MODFIELD" -> "KOERCE"*/
/*"MODFIELD" -> "SGROUP"*/
/*"MODFIELD" -> "MONOID"*/
/*"MODFIELD" -> "LMODULE"*/
/*"MODFIELD" -> "BMODULE"*/
/*"MODFIELD" -> "RMODULE"*/
/*"MODFIELD" -> "ALGEBRA"*/
/*"MODFIELD" -> "MODULE"*/
/*"MODFIELD" -> "ENTIRER"*/
/*"MODFIELD" -> "UFD"*/
/*"MODFIELD" -> "DIVRING"*/
/*"MODFIELD" -> "INS"*/
/*"MODFIELD" -> "OINTDOM"*/
/*"MODFIELD" -> "ORDRING"*/
/*"MODFIELD" -> "OAGROUP"*/
/*"MODFIELD" -> "OCAMON"*/
/*"MODFIELD" -> "OAMON"*/
/*"MODFIELD" -> "OASGP"*/
/*"MODFIELD" -> "ORDSET"*/
/*"MODFIELD" -> "DIFRING"*/
/*"MODFIELD" -> "KONVERT"*/
/*"MODFIELD" -> "RETRACT"*/
/*"MODFIELD" -> "LINEXP"*/
/*"MODFIELD" -> "PATMAB"*/
/*"MODFIELD" -> "CFCAT"*/
/*"MODFIELD" -> "REAL"*/
/*"MODFIELD" -> "CHARZ"*/
/*"MODFIELD" -> "STEP"*/

"MODOP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MODOP"]
/*"MODOP" -> "RING"*/
/*"MODOP" -> "RNG"*/
/*"MODOP" -> "ABELGRP"*/
/*"MODOP" -> "CABMON"*/
/*"MODOP" -> "ABELMON"*/
/*"MODOP" -> "ABELSG"*/
/*"MODOP" -> "SETCAT"*/
/*"MODOP" -> "BASTYPE"*/
/*"MODOP" -> "KOERCE"*/
/*"MODOP" -> "SGROUP"*/
/*"MODOP" -> "MONOID"*/
/*"MODOP" -> "LMODULE"*/
/*"MODOP" -> "RETRACT"*/
/*"MODOP" -> "ELTAB"*/
/*"MODOP" -> "CHARZ"*/
/*"MODOP" -> "CHARNZ"*/
/*"MODOP" -> "ALGEBRA"*/
/*"MODOP" -> "MODULE"*/
/*"MODOP" -> "BMODULE"*/
/*"MODOP" -> "RMODULE"*/
/*"MODOP" -> "COMRING"*/
/*"MODOP" -> "LSAGG"*/
/*"MODOP" -> "STAGG"*/
/*"MODOP" -> "URAGG"*/
/*"MODOP" -> "RCAGG"*/
/*"MODOP" -> "HOAGG"*/
/*"MODOP" -> "AGG"*/
/*"MODOP" -> "TYPE"*/
/*"MODOP" -> "EVALAB"*/
/*"MODOP" -> "IEVALAB"*/
/*"MODOP" -> "LNAGG"*/
/*"MODOP" -> "IXAGG"*/
/*"MODOP" -> "ELTAGG"*/
/*"MODOP" -> "CLAGG"*/
/*"MODOP" -> "KONVERT"*/
"MODOP" -> "FLAGG"
/*"MODOP" -> "ORDSET"*/
/*"MODOP" -> "ELAGG"*/
/*"MODOP" -> "INT"*/
/*"MODOP" -> "LIST"*/
/*"MODOP" -> "ILIST"*/
/*"MODOP" -> "OM"*/
/*"MODOP" -> "LSAGG-"*/
/*"MODOP" -> "STAGG-"*/
/*"MODOP" -> "ELAGG-"*/
"MODOP" -> "FLAGG-"
/*"MODOP" -> "URAGG-"*/
/*"MODOP" -> "ES"*/
/*"MODOP" -> "SINT"*/
/*"MODOP" -> "NNI"*/

"MRING" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MRING"]
/*"MRING" -> "RING"*/
/*"MRING" -> "RNG"*/
/*"MRING" -> "ABELGRP"*/
/*"MRING" -> "CABMON"*/
/*"MRING" -> "ABELMON"*/
/*"MRING" -> "ABELSG"*/
/*"MRING" -> "SETCAT"*/
/*"MRING" -> "BASTYPE"*/
/*"MRING" -> "KOERCE"*/
/*"MRING" -> "SGROUP"*/
/*"MRING" -> "MONOID"*/
/*"MRING" -> "LMODULE"*/
/*"MRING" -> "RETRACT"*/
/*"MRING" -> "CHARZ"*/
/*"MRING" -> "CHARNZ"*/
/*"MRING" -> "ALGEBRA"*/
/*"MRING" -> "MODULE"*/
/*"MRING" -> "BMODULE"*/
/*"MRING" -> "RMODULE"*/
/*"MRING" -> "FINITE"*/
/*"MRING" -> "COMRING"*/
/*"MRING" -> "INT"*/
/*"MRING" -> "LIST"*/
/*"MRING" -> "ILIST"*/
/*"MRING" -> "NNI"*/
/*"MRING" -> "SINT"*/
/*"MRING" -> "PI"*/
/*"MRING" -> "BOOLEAN"*/
/*"MRING" -> "LSAGG"*/
/*"MRING" -> "STAGG"*/
/*"MRING" -> "URAGG"*/
/*"MRING" -> "RCAGG"*/
/*"MRING" -> "HOAGG"*/
/*"MRING" -> "AGG"*/
/*"MRING" -> "TYPE"*/
/*"MRING" -> "EVALAB"*/
/*"MRING" -> "IEVALAB"*/
/*"MRING" -> "LNAGG"*/
/*"MRING" -> "IXAGG"*/
/*"MRING" -> "ELTAGG"*/
/*"MRING" -> "ELTAB"*/
/*"MRING" -> "CLAGG"*/
/*"MRING" -> "KONVERT"*/
"MRING" -> "FLAGG"
/*"MRING" -> "ORDSET"*/
/*"MRING" -> "ELAGG"*/
/*"MRING" -> "OM"*/
/*"MRING" -> "GROUP"*/
/*"MRING" -> "LSAGG-"*/
/*"MRING" -> "STAGG-"*/
/*"MRING" -> "ELAGG-"*/
/*"MRING" -> "ORDMON"*/
"MRING" -> "FLAGG-"

"MTHING" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MTHING"]
/*"MTHING" -> "ORDSET"*/
/*"MTHING" -> "SETCAT"*/
/*"MTHING" -> "BASTYPE"*/
/*"MTHING" -> "KOERCE"*/
/*"MTHING" -> "INT"*/
/*"MTHING" -> "LIST"*/
/*"MTHING" -> "ILIST"*/
/*"MTHING" -> "BOOLEAN"*/
/*"MTHING" -> "LSAGG"*/
/*"MTHING" -> "STAGG"*/
/*"MTHING" -> "URAGG"*/
/*"MTHING" -> "RCAGG"*/
/*"MTHING" -> "HOAGG"*/
/*"MTHING" -> "AGG"*/
/*"MTHING" -> "TYPE"*/
/*"MTHING" -> "EVALAB"*/
/*"MTHING" -> "IEVALAB"*/
/*"MTHING" -> "LNAGG"*/
/*"MTHING" -> "IXAGG"*/
/*"MTHING" -> "ELTAGG"*/
/*"MTHING" -> "ELTAB"*/
/*"MTHING" -> "CLAGG"*/
/*"MTHING" -> "KONVERT"*/
"MTHING" -> "FLAGG"
/*"MTHING" -> "ELAGG"*/
/*"MTHING" -> "OM"*/

"NCNTFRAC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NCNTFRAC"]
/*"NCNTFRAC" -> "FPS"*/
/*"NCNTFRAC" -> "RNS"*/
"NCNTFRAC" -> "FIELD"
/*"NCNTFRAC" -> "EUCDOM"*/
/*"NCNTFRAC" -> "PID"*/
/*"NCNTFRAC" -> "GCDDOM"*/
/*"NCNTFRAC" -> "INTDOM"*/
/*"NCNTFRAC" -> "COMRING"*/
/*"NCNTFRAC" -> "RING"*/
/*"NCNTFRAC" -> "RNG"*/
/*"NCNTFRAC" -> "ABELGRP"*/
/*"NCNTFRAC" -> "CABMON"*/
/*"NCNTFRAC" -> "ABELMON"*/
/*"NCNTFRAC" -> "ABELSG"*/
/*"NCNTFRAC" -> "SETCAT"*/
/*"NCNTFRAC" -> "BASTYPE"*/
/*"NCNTFRAC" -> "KOERCE"*/
/*"NCNTFRAC" -> "SGROUP"*/
/*"NCNTFRAC" -> "MONOID"*/
/*"NCNTFRAC" -> "LMODULE"*/
/*"NCNTFRAC" -> "BMODULE"*/
/*"NCNTFRAC" -> "RMODULE"*/
/*"NCNTFRAC" -> "ALGEBRA"*/
/*"NCNTFRAC" -> "MODULE"*/
/*"NCNTFRAC" -> "ENTIRER"*/
/*"NCNTFRAC" -> "UFD"*/
/*"NCNTFRAC" -> "DIVRING"*/
/*"NCNTFRAC" -> "ORDRING"*/
/*"NCNTFRAC" -> "OAGROUP"*/
/*"NCNTFRAC" -> "OCAMON"*/
/*"NCNTFRAC" -> "OAMON"*/
/*"NCNTFRAC" -> "OASGP"*/
/*"NCNTFRAC" -> "ORDSET"*/
/*"NCNTFRAC" -> "REAL"*/
/*"NCNTFRAC" -> "KONVERT"*/
/*"NCNTFRAC" -> "RETRACT"*/
"NCNTFRAC" -> "RADCAT"
/*"NCNTFRAC" -> "PATMAB"*/
/*"NCNTFRAC" -> "CHARZ"*/
/*"NCNTFRAC" -> "INS"*/
/*"NCNTFRAC" -> "OINTDOM"*/
/*"NCNTFRAC" -> "DIFRING"*/
/*"NCNTFRAC" -> "LINEXP"*/
/*"NCNTFRAC" -> "CFCAT"*/
/*"NCNTFRAC" -> "STEP"*/
/*"NCNTFRAC" -> "INT"*/

"NCODIV" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NCODIV"]
/*"NCODIV" -> "MLO"*/
/*"NCODIV" -> "RING"*/
/*"NCODIV" -> "RNG"*/
/*"NCODIV" -> "ABELGRP"*/
/*"NCODIV" -> "CABMON"*/
/*"NCODIV" -> "ABELMON"*/
/*"NCODIV" -> "ABELSG"*/
/*"NCODIV" -> "SETCAT"*/
/*"NCODIV" -> "BASTYPE"*/
/*"NCODIV" -> "KOERCE"*/
/*"NCODIV" -> "SGROUP"*/
/*"NCODIV" -> "MONOID"*/
/*"NCODIV" -> "LMODULE"*/
/*"NCODIV" -> "BMODULE"*/
/*"NCODIV" -> "RMODULE"*/
/*"NCODIV" -> "ALGEBRA"*/
/*"NCODIV" -> "MODULE"*/
"NCODIV" -> "FIELD"
/*"NCODIV" -> "EUCDOM"*/
/*"NCODIV" -> "PID"*/
/*"NCODIV" -> "GCDDOM"*/
/*"NCODIV" -> "INTDOM"*/
/*"NCODIV" -> "COMRING"*/
/*"NCODIV" -> "ENTIRER"*/
/*"NCODIV" -> "UFD"*/
/*"NCODIV" -> "DIVRING"*/
/*"NCODIV" -> "NNI"*/
/*"NCODIV" -> "INT"*/
/*"NCODIV" -> "BOOLEAN"*/

"NUMTUBE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NUMTUBE"]
/*"NUMTUBE" -> "PSCURVE"*/
/*"NUMTUBE" -> "KOERCE"*/
/*"NUMTUBE" -> "DFLOAT"*/
/*"NUMTUBE" -> "FPS"*/
/*"NUMTUBE" -> "RNS"*/
"NUMTUBE" -> "FIELD"
/*"NUMTUBE" -> "EUCDOM"*/
/*"NUMTUBE" -> "PID"*/
/*"NUMTUBE" -> "GCDDOM"*/
/*"NUMTUBE" -> "INTDOM"*/
/*"NUMTUBE" -> "COMRING"*/
/*"NUMTUBE" -> "RING"*/
/*"NUMTUBE" -> "RNG"*/
/*"NUMTUBE" -> "ABELGRP"*/
/*"NUMTUBE" -> "CABMON"*/
/*"NUMTUBE" -> "ABELMON"*/
/*"NUMTUBE" -> "ABELSG"*/
/*"NUMTUBE" -> "SETCAT"*/
/*"NUMTUBE" -> "BASTYPE"*/
/*"NUMTUBE" -> "SGROUP"*/
/*"NUMTUBE" -> "MONOID"*/
/*"NUMTUBE" -> "LMODULE"*/
/*"NUMTUBE" -> "BMODULE"*/
/*"NUMTUBE" -> "RMODULE"*/
/*"NUMTUBE" -> "ALGEBRA"*/
/*"NUMTUBE" -> "MODULE"*/
/*"NUMTUBE" -> "ENTIRER"*/
/*"NUMTUBE" -> "UFD"*/
/*"NUMTUBE" -> "DIVRING"*/
/*"NUMTUBE" -> "ORDRING"*/
/*"NUMTUBE" -> "OAGROUP"*/
/*"NUMTUBE" -> "OCAMON"*/
/*"NUMTUBE" -> "OAMON"*/
/*"NUMTUBE" -> "OASGP"*/
/*"NUMTUBE" -> "ORDSET"*/
/*"NUMTUBE" -> "REAL"*/
/*"NUMTUBE" -> "KONVERT"*/
/*"NUMTUBE" -> "RETRACT"*/
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/*"PENDTREE" -> "RCAGG-"*/
/*"PENDTREE" -> "IXAGG-"*/
/*"PENDTREE" -> "CLAGG-"*/
/*"PENDTREE" -> "HOAGG-"*/
/*"PENDTREE" -> "ORDSET-"*/
/*"PENDTREE" -> "AGG-"*/
/*"PENDTREE" -> "ELTAGG-"*/
/*"PENDTREE" -> "SETCAT-"*/
/*"PENDTREE" -> "BASTYPE-"*/

"PGE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PGE"]
/*"PGE" -> "INS"*/
/*"PGE" -> "UFD"*/
/*"PGE" -> "GCDDOM"*/
/*"PGE" -> "INTDOM"*/
/*"PGE" -> "COMRING"*/
/*"PGE" -> "RING"*/
/*"PGE" -> "RNG"*/
/*"PGE" -> "ABELGRP"*/
/*"PGE" -> "CABMON"*/
/*"PGE" -> "ABELMON"*/
/*"PGE" -> "ABELSG"*/
/*"PGE" -> "SETCAT"*/
/*"PGE" -> "BASTYPE"*/
/*"PGE" -> "KOERCE"*/
/*"PGE" -> "SGROUP"*/
/*"PGE" -> "MONOID"*/
/*"PGE" -> "LMODULE"*/
/*"PGE" -> "BMODULE"*/
/*"PGE" -> "RMODULE"*/
/*"PGE" -> "ALGEBRA"*/
/*"PGE" -> "MODULE"*/
/*"PGE" -> "ENTIRER"*/
/*"PGE" -> "EUCDOM"*/
/*"PGE" -> "PID"*/
/*"PGE" -> "OINTDOM"*/
/*"PGE" -> "ORDRING"*/
/*"PGE" -> "OAGROUP"*/
/*"PGE" -> "OCAMON"*/
/*"PGE" -> "OAMON"*/
/*"PGE" -> "OASGP"*/
/*"PGE" -> "ORDSET"*/
/*"PGE" -> "DIFRING"*/
/*"PGE" -> "KONVERT"*/
/*"PGE" -> "RETRACT"*/
/*"PGE" -> "LINEXP"*/
/*"PGE" -> "PATMAB"*/
/*"PGE" -> "CFCAT"*/
/*"PGE" -> "REAL"*/
/*"PGE" -> "CHARZ"*/
/*"PGE" -> "STEP"*/
/*"PGE" -> "SINT"*/
/*"PGE" -> "NNI"*/
/*"PGE" -> "INT"*/
/*"PGE" -> "LIST"*/
/*"PGE" -> "ILIST"*/
/*"PGE" -> "LSAGG-"*/
/*"PGE" -> "LSAGG"*/
/*"PGE" -> "STAGG"*/
/*"PGE" -> "URAGG"*/
/*"PGE" -> "RCAGG"*/
/*"PGE" -> "HOAGG"*/
/*"PGE" -> "AGG"*/
/*"PGE" -> "TYPE"*/
/*"PGE" -> "EVALAB"*/
/*"PGE" -> "IEVALAB"*/
/*"PGE" -> "LNAGG"*/
/*"PGE" -> "IXAGG"*/
/*"PGE" -> "ELTAGG"*/
/*"PGE" -> "ELTAB"*/
/*"PGE" -> "CLAGG"*/
"PGE" -> "FLAGG"
/*"PGE" -> "ELAGG"*/
/*"PGE" -> "OM"*/
/*"PGE" -> "STAGG-"*/
/*"PGE" -> "ELAGG-"*/
/*"PGE" -> "PI"*/

"PGROEB" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PGROEB"]
/*"PGROEB" -> "GCDDOM"*/
/*"PGROEB" -> "INTDOM"*/
/*"PGROEB" -> "COMRING"*/
/*"PGROEB" -> "RING"*/
/*"PGROEB" -> "RNG"*/
/*"PGROEB" -> "ABELGRP"*/
/*"PGROEB" -> "CABMON"*/
/*"PGROEB" -> "ABELMON"*/
/*"PGROEB" -> "ABELSG"*/
/*"PGROEB" -> "SETCAT"*/
/*"PGROEB" -> "BASTYPE"*/
/*"PGROEB" -> "KOERCE"*/
/*"PGROEB" -> "SGROUP"*/
/*"PGROEB" -> "MONOID"*/
/*"PGROEB" -> "LMODULE"*/
/*"PGROEB" -> "BMODULE"*/
/*"PGROEB" -> "RMODULE"*/
/*"PGROEB" -> "ALGEBRA"*/
/*"PGROEB" -> "MODULE"*/
/*"PGROEB" -> "ENTIRER"*/
/*"PGROEB" -> "LSAGG"*/
/*"PGROEB" -> "STAGG"*/
/*"PGROEB" -> "URAGG"*/
/*"PGROEB" -> "RCAGG"*/
/*"PGROEB" -> "HOAGG"*/
/*"PGROEB" -> "AGG"*/
/*"PGROEB" -> "TYPE"*/
/*"PGROEB" -> "EVALAB"*/
/*"PGROEB" -> "IEVALAB"*/
/*"PGROEB" -> "LNAGG"*/
/*"PGROEB" -> "IXAGG"*/
/*"PGROEB" -> "ELTAGG"*/
/*"PGROEB" -> "ELTAB"*/
/*"PGROEB" -> "CLAGG"*/
/*"PGROEB" -> "KONVERT"*/
"PGROEB" -> "FLAGG"
/*"PGROEB" -> "ORDSET"*/
/*"PGROEB" -> "ELAGG"*/
/*"PGROEB" -> "OM"*/
/*"PGROEB" -> "INT"*/
/*"PGROEB" -> "LIST"*/
/*"PGROEB" -> "ILIST"*/

"PINTERP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PINTERP"]
"PINTERP" -> "FIELD"
/*"PINTERP" -> "EUCDOM"*/
/*"PINTERP" -> "PID"*/
/*"PINTERP" -> "GCDDOM"*/
/*"PINTERP" -> "INTDOM"*/
/*"PINTERP" -> "COMRING"*/
/*"PINTERP" -> "RING"*/
/*"PINTERP" -> "RNG"*/
/*"PINTERP" -> "ABELGRP"*/
/*"PINTERP" -> "CABMON"*/
/*"PINTERP" -> "ABELMON"*/
/*"PINTERP" -> "ABELSG"*/
/*"PINTERP" -> "SETCAT"*/
/*"PINTERP" -> "BASTYPE"*/
/*"PINTERP" -> "KOERCE"*/
/*"PINTERP" -> "SGROUP"*/
/*"PINTERP" -> "MONOID"*/
/*"PINTERP" -> "LMODULE"*/
/*"PINTERP" -> "BMODULE"*/
/*"PINTERP" -> "RMODULE"*/
/*"PINTERP" -> "ALGEBRA"*/
/*"PINTERP" -> "MODULE"*/
/*"PINTERP" -> "ENTIRER"*/
/*"PINTERP" -> "UFD"*/
/*"PINTERP" -> "DIVRING"*/

"PLOTTOOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PLOTTOOL"]
/*"PLOTTOOL" -> "DFLOAT"*/
/*"PLOTTOOL" -> "INT"*/
/*"PLOTTOOL" -> "LIST"*/
/*"PLOTTOOL" -> "ILIST"*/
/*"PLOTTOOL" -> "FPS"*/
/*"PLOTTOOL" -> "RNS"*/
"PLOTTOOL" -> "FIELD"
/*"PLOTTOOL" -> "EUCDOM"*/
/*"PLOTTOOL" -> "PID"*/
/*"PLOTTOOL" -> "GCDDOM"*/
/*"PLOTTOOL" -> "INTDOM"*/
/*"PLOTTOOL" -> "COMRING"*/
/*"PLOTTOOL" -> "RING"*/
/*"PLOTTOOL" -> "RNG"*/
/*"PLOTTOOL" -> "ABELGRP"*/
/*"PLOTTOOL" -> "CABMON"*/
/*"PLOTTOOL" -> "ABELMON"*/
/*"PLOTTOOL" -> "ABELSG"*/
/*"PLOTTOOL" -> "SETCAT"*/
/*"PLOTTOOL" -> "BASTYPE"*/
/*"PLOTTOOL" -> "KOERCE"*/
/*"PLOTTOOL" -> "SGROUP"*/
/*"PLOTTOOL" -> "MONOID"*/
/*"PLOTTOOL" -> "LMODULE"*/
/*"PLOTTOOL" -> "BMODULE"*/
/*"PLOTTOOL" -> "RMODULE"*/
/*"PLOTTOOL" -> "ALGEBRA"*/
/*"PLOTTOOL" -> "MODULE"*/
/*"PLOTTOOL" -> "ENTIRER"*/
/*"PLOTTOOL" -> "UFD"*/
/*"PLOTTOOL" -> "DIVRING"*/
/*"PLOTTOOL" -> "ORDRING"*/
/*"PLOTTOOL" -> "OAGROUP"*/
/*"PLOTTOOL" -> "OCAMON"*/
/*"PLOTTOOL" -> "OAMON"*/
/*"PLOTTOOL" -> "OASGP"*/
/*"PLOTTOOL" -> "ORDSET"*/
/*"PLOTTOOL" -> "REAL"*/
/*"PLOTTOOL" -> "KONVERT"*/
/*"PLOTTOOL" -> "RETRACT"*/
"PLOTTOOL" -> "RADCAT"
/*"PLOTTOOL" -> "PATMAB"*/
/*"PLOTTOOL" -> "CHARZ"*/

"PFR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PFR"]
"PFR" -> "FIELD"
/*"PFR" -> "EUCDOM"*/
/*"PFR" -> "PID"*/
/*"PFR" -> "GCDDOM"*/
/*"PFR" -> "INTDOM"*/
/*"PFR" -> "COMRING"*/
/*"PFR" -> "RING"*/
/*"PFR" -> "RNG"*/
/*"PFR" -> "ABELGRP"*/
/*"PFR" -> "CABMON"*/
/*"PFR" -> "ABELMON"*/
/*"PFR" -> "ABELSG"*/
/*"PFR" -> "SETCAT"*/
/*"PFR" -> "BASTYPE"*/
/*"PFR" -> "KOERCE"*/
/*"PFR" -> "SGROUP"*/
/*"PFR" -> "MONOID"*/
/*"PFR" -> "LMODULE"*/
/*"PFR" -> "BMODULE"*/
/*"PFR" -> "RMODULE"*/
/*"PFR" -> "ALGEBRA"*/
/*"PFR" -> "MODULE"*/
/*"PFR" -> "ENTIRER"*/
/*"PFR" -> "UFD"*/
/*"PFR" -> "DIVRING"*/
/*"PFR" -> "INT"*/
/*"PFR" -> "LIST"*/
/*"PFR" -> "ILIST"*/
/*"PFR" -> "BOOLEAN"*/
/*"PFR" -> "LSAGG-"*/
/*"PFR" -> "STAGG-"*/
/*"PFR" -> "ELAGG-"*/
"PFR" -> "FLAGG-"
/*"PFR" -> "LSAGG"*/
/*"PFR" -> "STAGG"*/
/*"PFR" -> "URAGG"*/
/*"PFR" -> "RCAGG"*/
/*"PFR" -> "HOAGG"*/
/*"PFR" -> "AGG"*/
/*"PFR" -> "TYPE"*/
/*"PFR" -> "EVALAB"*/
/*"PFR" -> "IEVALAB"*/
/*"PFR" -> "LNAGG"*/
/*"PFR" -> "IXAGG"*/
/*"PFR" -> "ELTAGG"*/
/*"PFR" -> "ELTAB"*/
/*"PFR" -> "CLAGG"*/
/*"PFR" -> "KONVERT"*/
"PFR" -> "FLAGG"
/*"PFR" -> "ORDSET"*/
/*"PFR" -> "ELAGG"*/
/*"PFR" -> "OM"*/
/*"PFR" -> "PI"*/
/*"PFR" -> "NNI"*/
/*"PFR" -> "INS"*/
/*"PFR" -> "OINTDOM"*/
/*"PFR" -> "ORDRING"*/
/*"PFR" -> "OAGROUP"*/
/*"PFR" -> "OCAMON"*/
/*"PFR" -> "OAMON"*/
/*"PFR" -> "OASGP"*/
/*"PFR" -> "DIFRING"*/
/*"PFR" -> "RETRACT"*/
/*"PFR" -> "LINEXP"*/
/*"PFR" -> "PATMAB"*/
/*"PFR" -> "CFCAT"*/
/*"PFR" -> "REAL"*/
/*"PFR" -> "CHARZ"*/
/*"PFR" -> "STEP"*/

"PMDOWN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMDOWN"]
/*"PMDOWN" -> "SETCAT"*/
/*"PMDOWN" -> "BASTYPE"*/
/*"PMDOWN" -> "KOERCE"*/
/*"PMDOWN" -> "PATMAB"*/
/*"PMDOWN" -> "RETRACT"*/
/*"PMDOWN" -> "INT"*/
/*"PMDOWN" -> "LIST"*/
/*"PMDOWN" -> "ILIST"*/
/*"PMDOWN" -> "LSAGG"*/
/*"PMDOWN" -> "STAGG"*/
/*"PMDOWN" -> "URAGG"*/
/*"PMDOWN" -> "RCAGG"*/
/*"PMDOWN" -> "HOAGG"*/
/*"PMDOWN" -> "AGG"*/
/*"PMDOWN" -> "TYPE"*/
/*"PMDOWN" -> "EVALAB"*/
/*"PMDOWN" -> "IEVALAB"*/
/*"PMDOWN" -> "LNAGG"*/
/*"PMDOWN" -> "IXAGG"*/
/*"PMDOWN" -> "ELTAGG"*/
/*"PMDOWN" -> "ELTAB"*/
/*"PMDOWN" -> "CLAGG"*/
/*"PMDOWN" -> "KONVERT"*/
"PMDOWN" -> "FLAGG"
/*"PMDOWN" -> "ORDSET"*/
/*"PMDOWN" -> "ELAGG"*/
/*"PMDOWN" -> "OM"*/

"PRTITION" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PRTITION"]
/*"PRTITION" -> "OCAMON"*/
/*"PRTITION" -> "OAMON"*/
/*"PRTITION" -> "OASGP"*/
/*"PRTITION" -> "ORDSET"*/
/*"PRTITION" -> "SETCAT"*/
/*"PRTITION" -> "BASTYPE"*/
/*"PRTITION" -> "KOERCE"*/
/*"PRTITION" -> "ABELMON"*/
/*"PRTITION" -> "ABELSG"*/
/*"PRTITION" -> "CABMON"*/
/*"PRTITION" -> "KONVERT"*/
/*"PRTITION" -> "INT"*/
/*"PRTITION" -> "LIST"*/
/*"PRTITION" -> "ILIST"*/
/*"PRTITION" -> "LSAGG-"*/
/*"PRTITION" -> "STAGG-"*/
/*"PRTITION" -> "ELAGG-"*/
"PRTITION" -> "FLAGG-"
/*"PRTITION" -> "BOOLEAN"*/
/*"PRTITION" -> "NNI"*/
/*"PRTITION" -> "LSAGG"*/
/*"PRTITION" -> "STAGG"*/
/*"PRTITION" -> "URAGG"*/
/*"PRTITION" -> "RCAGG"*/
/*"PRTITION" -> "HOAGG"*/
/*"PRTITION" -> "AGG"*/
/*"PRTITION" -> "TYPE"*/
/*"PRTITION" -> "EVALAB"*/
/*"PRTITION" -> "IEVALAB"*/
/*"PRTITION" -> "LNAGG"*/
/*"PRTITION" -> "IXAGG"*/
/*"PRTITION" -> "ELTAGG"*/
/*"PRTITION" -> "ELTAB"*/
/*"PRTITION" -> "CLAGG"*/
"PRTITION" -> "FLAGG"
/*"PRTITION" -> "ELAGG"*/
/*"PRTITION" -> "OM"*/
/*"PRTITION" -> "INS"*/
/*"PRTITION" -> "UFD"*/
/*"PRTITION" -> "GCDDOM"*/
/*"PRTITION" -> "INTDOM"*/
/*"PRTITION" -> "COMRING"*/
/*"PRTITION" -> "RING"*/
/*"PRTITION" -> "RNG"*/
/*"PRTITION" -> "ABELGRP"*/
/*"PRTITION" -> "SGROUP"*/
/*"PRTITION" -> "MONOID"*/
/*"PRTITION" -> "LMODULE"*/
/*"PRTITION" -> "BMODULE"*/
/*"PRTITION" -> "RMODULE"*/
/*"PRTITION" -> "ALGEBRA"*/
/*"PRTITION" -> "MODULE"*/
/*"PRTITION" -> "ENTIRER"*/
/*"PRTITION" -> "EUCDOM"*/
/*"PRTITION" -> "PID"*/
/*"PRTITION" -> "OINTDOM"*/
/*"PRTITION" -> "ORDRING"*/
/*"PRTITION" -> "OAGROUP"*/
/*"PRTITION" -> "DIFRING"*/
/*"PRTITION" -> "RETRACT"*/
/*"PRTITION" -> "LINEXP"*/
/*"PRTITION" -> "PATMAB"*/
/*"PRTITION" -> "CFCAT"*/
/*"PRTITION" -> "REAL"*/
/*"PRTITION" -> "CHARZ"*/
/*"PRTITION" -> "STEP"*/
/*"PRTITION" -> "URAGG-"*/
/*"PRTITION" -> "INS-"*/

"PMINS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMINS"]
/*"PMINS" -> "INS"*/
/*"PMINS" -> "UFD"*/
/*"PMINS" -> "GCDDOM"*/
/*"PMINS" -> "INTDOM"*/
/*"PMINS" -> "COMRING"*/
/*"PMINS" -> "RING"*/
/*"PMINS" -> "RNG"*/
/*"PMINS" -> "ABELGRP"*/
/*"PMINS" -> "CABMON"*/
/*"PMINS" -> "ABELMON"*/
/*"PMINS" -> "ABELSG"*/
/*"PMINS" -> "SETCAT"*/
/*"PMINS" -> "BASTYPE"*/
/*"PMINS" -> "KOERCE"*/
/*"PMINS" -> "SGROUP"*/
/*"PMINS" -> "MONOID"*/
/*"PMINS" -> "LMODULE"*/
/*"PMINS" -> "BMODULE"*/
/*"PMINS" -> "RMODULE"*/
/*"PMINS" -> "ALGEBRA"*/
/*"PMINS" -> "MODULE"*/
/*"PMINS" -> "ENTIRER"*/
/*"PMINS" -> "EUCDOM"*/
/*"PMINS" -> "PID"*/
/*"PMINS" -> "OINTDOM"*/
/*"PMINS" -> "ORDRING"*/
/*"PMINS" -> "OAGROUP"*/
/*"PMINS" -> "OCAMON"*/
/*"PMINS" -> "OAMON"*/
/*"PMINS" -> "OASGP"*/
/*"PMINS" -> "ORDSET"*/
/*"PMINS" -> "DIFRING"*/
/*"PMINS" -> "KONVERT"*/
/*"PMINS" -> "RETRACT"*/
/*"PMINS" -> "LINEXP"*/
/*"PMINS" -> "PATMAB"*/
/*"PMINS" -> "CFCAT"*/
/*"PMINS" -> "REAL"*/
/*"PMINS" -> "CHARZ"*/
/*"PMINS" -> "STEP"*/
/*"PMINS" -> "LSAGG"*/
/*"PMINS" -> "STAGG"*/
/*"PMINS" -> "URAGG"*/
/*"PMINS" -> "RCAGG"*/
/*"PMINS" -> "HOAGG"*/
/*"PMINS" -> "AGG"*/
/*"PMINS" -> "TYPE"*/
/*"PMINS" -> "EVALAB"*/
/*"PMINS" -> "IEVALAB"*/
/*"PMINS" -> "LNAGG"*/
/*"PMINS" -> "IXAGG"*/
/*"PMINS" -> "ELTAGG"*/
/*"PMINS" -> "ELTAB"*/
/*"PMINS" -> "CLAGG"*/
"PMINS" -> "FLAGG"
/*"PMINS" -> "ELAGG"*/
/*"PMINS" -> "OM"*/
/*"PMINS" -> "INT"*/
/*"PMINS" -> "LIST"*/
/*"PMINS" -> "ILIST"*/
/*"PMINS" -> "NNI"*/
/*"PMINS" -> "LSAGG-"*/
/*"PMINS" -> "STAGG-"*/
/*"PMINS" -> "ELAGG-"*/
"PMINS" -> "FLAGG-"
/*"PMINS" -> "URAGG-"*/

"PMLSAGG" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMLSAGG"]
/*"PMLSAGG" -> "SETCAT"*/
/*"PMLSAGG" -> "BASTYPE"*/
/*"PMLSAGG" -> "KOERCE"*/
/*"PMLSAGG" -> "PATMAB"*/
/*"PMLSAGG" -> "LSAGG"*/
/*"PMLSAGG" -> "STAGG"*/
/*"PMLSAGG" -> "URAGG"*/
/*"PMLSAGG" -> "RCAGG"*/
/*"PMLSAGG" -> "HOAGG"*/
/*"PMLSAGG" -> "AGG"*/
/*"PMLSAGG" -> "TYPE"*/
/*"PMLSAGG" -> "EVALAB"*/
/*"PMLSAGG" -> "IEVALAB"*/
/*"PMLSAGG" -> "LNAGG"*/
/*"PMLSAGG" -> "IXAGG"*/
/*"PMLSAGG" -> "ELTAGG"*/
/*"PMLSAGG" -> "ELTAB"*/
/*"PMLSAGG" -> "CLAGG"*/
/*"PMLSAGG" -> "KONVERT"*/
"PMLSAGG" -> "FLAGG"
/*"PMLSAGG" -> "ORDSET"*/
/*"PMLSAGG" -> "ELAGG"*/
/*"PMLSAGG" -> "BOOLEAN"*/
/*"PMLSAGG" -> "INT"*/
/*"PMLSAGG" -> "LIST"*/
/*"PMLSAGG" -> "ILIST"*/

"PMTOOLS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMTOOLS"]
/*"PMTOOLS" -> "SETCAT"*/
/*"PMTOOLS" -> "BASTYPE"*/
/*"PMTOOLS" -> "KOERCE"*/
/*"PMTOOLS" -> "RING"*/
/*"PMTOOLS" -> "RNG"*/
/*"PMTOOLS" -> "ABELGRP"*/
/*"PMTOOLS" -> "CABMON"*/
/*"PMTOOLS" -> "ABELMON"*/
/*"PMTOOLS" -> "ABELSG"*/
/*"PMTOOLS" -> "SGROUP"*/
/*"PMTOOLS" -> "MONOID"*/
/*"PMTOOLS" -> "LMODULE"*/
/*"PMTOOLS" -> "ORDSET"*/
/*"PMTOOLS" -> "KONVERT"*/
/*"PMTOOLS" -> "RETRACT"*/
/*"PMTOOLS" -> "LSAGG"*/
/*"PMTOOLS" -> "STAGG"*/
/*"PMTOOLS" -> "URAGG"*/
/*"PMTOOLS" -> "RCAGG"*/
/*"PMTOOLS" -> "HOAGG"*/
/*"PMTOOLS" -> "AGG"*/
/*"PMTOOLS" -> "TYPE"*/
/*"PMTOOLS" -> "EVALAB"*/
/*"PMTOOLS" -> "IEVALAB"*/
/*"PMTOOLS" -> "LNAGG"*/
/*"PMTOOLS" -> "IXAGG"*/
/*"PMTOOLS" -> "ELTAGG"*/
/*"PMTOOLS" -> "ELTAB"*/
/*"PMTOOLS" -> "CLAGG"*/
"PMTOOLS" -> "FLAGG"
/*"PMTOOLS" -> "ELAGG"*/
/*"PMTOOLS" -> "OM"*/
/*"PMTOOLS" -> "INT"*/
/*"PMTOOLS" -> "LIST"*/
/*"PMTOOLS" -> "ILIST"*/
/*"PMTOOLS" -> "LSAGG-"*/
/*"PMTOOLS" -> "STAGG-"*/
/*"PMTOOLS" -> "ELAGG-"*/
/*"PMTOOLS" -> "NNI"*/

"PSCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PSCAT"]
"PSCAT" -> "AMR"
/*"PSCAT" -> "RING"*/
/*"PSCAT" -> "RNG"*/
/*"PSCAT" -> "ABELGRP"*/
/*"PSCAT" -> "CABMON"*/
/*"PSCAT" -> "ABELMON"*/
/*"PSCAT" -> "ABELSG"*/
/*"PSCAT" -> "SETCAT"*/
/*"PSCAT" -> "BASTYPE"*/
/*"PSCAT" -> "KOERCE"*/
/*"PSCAT" -> "SGROUP"*/
/*"PSCAT" -> "MONOID"*/
/*"PSCAT" -> "LMODULE"*/
/*"PSCAT" -> "BMODULE"*/
/*"PSCAT" -> "RMODULE"*/
/*"PSCAT" -> "COMRING"*/
/*"PSCAT" -> "ALGEBRA"*/
/*"PSCAT" -> "MODULE"*/
/*"PSCAT" -> "CHARZ"*/
/*"PSCAT" -> "CHARNZ"*/
/*"PSCAT" -> "INTDOM"*/
/*"PSCAT" -> "ENTIRER"*/
/*"PSCAT" -> "OAMON"*/
/*"PSCAT" -> "OASGP"*/
/*"PSCAT" -> "ORDSET"*/
/*"PSCAT" -> "INT"*/
/*"PSCAT" -> "INS"*/
/*"PSCAT" -> "UFD"*/
/*"PSCAT" -> "GCDDOM"*/
/*"PSCAT" -> "EUCDOM"*/
/*"PSCAT" -> "PID"*/
/*"PSCAT" -> "OINTDOM"*/
/*"PSCAT" -> "ORDRING"*/
/*"PSCAT" -> "OAGROUP"*/
/*"PSCAT" -> "OCAMON"*/
/*"PSCAT" -> "DIFRING"*/
/*"PSCAT" -> "KONVERT"*/
/*"PSCAT" -> "RETRACT"*/
/*"PSCAT" -> "LINEXP"*/
/*"PSCAT" -> "PATMAB"*/
/*"PSCAT" -> "CFCAT"*/
/*"PSCAT" -> "REAL"*/
/*"PSCAT" -> "STEP"*/
"PSCAT" -> "FIELD"
/*"PSCAT" -> "DIVRING"*/

"PSCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PSCAT"]
"PSCAT-" -> "AMR"
/*"PSCAT-" -> "RING"*/
/*"PSCAT-" -> "RNG"*/
/*"PSCAT-" -> "ABELGRP"*/
/*"PSCAT-" -> "CABMON"*/
/*"PSCAT-" -> "ABELMON"*/
/*"PSCAT-" -> "ABELSG"*/
/*"PSCAT-" -> "SETCAT"*/
/*"PSCAT-" -> "BASTYPE"*/
/*"PSCAT-" -> "KOERCE"*/
/*"PSCAT-" -> "SGROUP"*/
/*"PSCAT-" -> "MONOID"*/
/*"PSCAT-" -> "LMODULE"*/
/*"PSCAT-" -> "BMODULE"*/
/*"PSCAT-" -> "RMODULE"*/
/*"PSCAT-" -> "COMRING"*/
/*"PSCAT-" -> "ALGEBRA"*/
/*"PSCAT-" -> "MODULE"*/
/*"PSCAT-" -> "CHARZ"*/
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/*"MATCAT" -> "IXAGG"*/
/*"MATCAT" -> "ELTAGG"*/
/*"MATCAT" -> "ELTAB"*/
/*"MATCAT" -> "CLAGG"*/
/*"MATCAT" -> "KONVERT"*/
/*"MATCAT" -> "ORDSET"*/
/*"MATCAT" -> "NNI"*/
/*"MATCAT" -> "INT"*/
/*"MATCAT" -> "BOOLEAN"*/
/*"MATCAT" -> "SINT"*/
/*"MATCAT" -> "LIST"*/
/*"MATCAT" -> "ILIST"*/
/*"MATCAT" -> "LSAGG"*/
/*"MATCAT" -> "STAGG"*/
/*"MATCAT" -> "URAGG"*/
/*"MATCAT" -> "RCAGG"*/
/*"MATCAT" -> "ELAGG"*/
/*"MATCAT" -> "OM"*/
/*"MATCAT" -> "INS"*/
/*"MATCAT" -> "UFD"*/
/*"MATCAT" -> "GCDDOM"*/
/*"MATCAT" -> "INTDOM"*/
/*"MATCAT" -> "COMRING"*/
/*"MATCAT" -> "BMODULE"*/
/*"MATCAT" -> "RMODULE"*/
/*"MATCAT" -> "ALGEBRA"*/
/*"MATCAT" -> "MODULE"*/
/*"MATCAT" -> "ENTIRER"*/
/*"MATCAT" -> "EUCDOM"*/
/*"MATCAT" -> "PID"*/
/*"MATCAT" -> "OINTDOM"*/
/*"MATCAT" -> "ORDRING"*/
/*"MATCAT" -> "OAGROUP"*/
/*"MATCAT" -> "OCAMON"*/
/*"MATCAT" -> "OAMON"*/
/*"MATCAT" -> "OASGP"*/
/*"MATCAT" -> "DIFRING"*/
/*"MATCAT" -> "RETRACT"*/
/*"MATCAT" -> "LINEXP"*/
/*"MATCAT" -> "PATMAB"*/
/*"MATCAT" -> "CFCAT"*/
/*"MATCAT" -> "REAL"*/
/*"MATCAT" -> "CHARZ"*/
/*"MATCAT" -> "STEP"*/
/*"MATCAT" -> "FIELD"*/
/*"MATCAT" -> "DIVRING"*/
/*"MATCAT" -> "INS-"*/

"MATCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MATCAT"]
"MATCAT-" -> "ARR2CAT"
/*"MATCAT-" -> "HOAGG"*/
/*"MATCAT-" -> "AGG"*/
/*"MATCAT-" -> "TYPE"*/
/*"MATCAT-" -> "SETCAT"*/
/*"MATCAT-" -> "BASTYPE"*/
/*"MATCAT-" -> "KOERCE"*/
/*"MATCAT-" -> "EVALAB"*/
/*"MATCAT-" -> "IEVALAB"*/
/*"MATCAT-" -> "RING"*/
/*"MATCAT-" -> "RNG"*/
/*"MATCAT-" -> "ABELGRP"*/
/*"MATCAT-" -> "CABMON"*/
/*"MATCAT-" -> "ABELMON"*/
/*"MATCAT-" -> "ABELSG"*/
/*"MATCAT-" -> "SGROUP"*/
/*"MATCAT-" -> "MONOID"*/
/*"MATCAT-" -> "LMODULE"*/
/*"MATCAT-" -> "FLAGG"*/
/*"MATCAT-" -> "LNAGG"*/
/*"MATCAT-" -> "IXAGG"*/
/*"MATCAT-" -> "ELTAGG"*/
/*"MATCAT-" -> "ELTAB"*/
/*"MATCAT-" -> "CLAGG"*/
/*"MATCAT-" -> "KONVERT"*/
/*"MATCAT-" -> "ORDSET"*/
/*"MATCAT-" -> "NNI"*/
/*"MATCAT-" -> "INT"*/
/*"MATCAT-" -> "BOOLEAN"*/
/*"MATCAT-" -> "SINT"*/
/*"MATCAT-" -> "LIST"*/
/*"MATCAT-" -> "ILIST"*/
/*"MATCAT-" -> "LSAGG"*/
/*"MATCAT-" -> "STAGG"*/
/*"MATCAT-" -> "URAGG"*/
/*"MATCAT-" -> "RCAGG"*/
/*"MATCAT-" -> "ELAGG"*/
/*"MATCAT-" -> "OM"*/
/*"MATCAT-" -> "INS"*/
/*"MATCAT-" -> "UFD"*/
/*"MATCAT-" -> "GCDDOM"*/
/*"MATCAT-" -> "INTDOM"*/
/*"MATCAT-" -> "COMRING"*/
/*"MATCAT-" -> "BMODULE"*/
/*"MATCAT-" -> "RMODULE"*/
/*"MATCAT-" -> "ALGEBRA"*/
/*"MATCAT-" -> "MODULE"*/
/*"MATCAT-" -> "ENTIRER"*/
/*"MATCAT-" -> "EUCDOM"*/
/*"MATCAT-" -> "PID"*/
/*"MATCAT-" -> "OINTDOM"*/
/*"MATCAT-" -> "ORDRING"*/
/*"MATCAT-" -> "OAGROUP"*/
/*"MATCAT-" -> "OCAMON"*/
/*"MATCAT-" -> "OAMON"*/
/*"MATCAT-" -> "OASGP"*/
/*"MATCAT-" -> "DIFRING"*/
/*"MATCAT-" -> "RETRACT"*/
/*"MATCAT-" -> "LINEXP"*/
/*"MATCAT-" -> "PATMAB"*/
/*"MATCAT-" -> "CFCAT"*/
/*"MATCAT-" -> "REAL"*/
/*"MATCAT-" -> "CHARZ"*/
/*"MATCAT-" -> "STEP"*/
/*"MATCAT-" -> "FIELD"*/
/*"MATCAT-" -> "DIVRING"*/
/*"MATCAT-" -> "INS-"*/

"MATSTOR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MATSTOR"]
/*"MATSTOR" -> "RING"*/
/*"MATSTOR" -> "RNG"*/
/*"MATSTOR" -> "ABELGRP"*/
/*"MATSTOR" -> "CABMON"*/
/*"MATSTOR" -> "ABELMON"*/
/*"MATSTOR" -> "ABELSG"*/
/*"MATSTOR" -> "SETCAT"*/
/*"MATSTOR" -> "BASTYPE"*/
/*"MATSTOR" -> "KOERCE"*/
/*"MATSTOR" -> "SGROUP"*/
/*"MATSTOR" -> "MONOID"*/
/*"MATSTOR" -> "LMODULE"*/
/*"MATSTOR" -> "NNI"*/
/*"MATSTOR" -> "INT"*/
/*"MATSTOR" -> "SINT"*/
/*"MATSTOR" -> "PRIMARR"*/
"MATSTOR" -> "A1AGG"
/*"MATSTOR" -> "FLAGG"*/
/*"MATSTOR" -> "LNAGG"*/
/*"MATSTOR" -> "IXAGG"*/
/*"MATSTOR" -> "HOAGG"*/
/*"MATSTOR" -> "AGG"*/
/*"MATSTOR" -> "TYPE"*/
/*"MATSTOR" -> "EVALAB"*/
/*"MATSTOR" -> "IEVALAB"*/
/*"MATSTOR" -> "ELTAGG"*/
/*"MATSTOR" -> "ELTAB"*/
/*"MATSTOR" -> "CLAGG"*/
/*"MATSTOR" -> "KONVERT"*/
/*"MATSTOR" -> "ORDSET"*/
/*"MATSTOR" -> "BOOLEAN"*/

"MTSCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MTSCAT",
          shape=ellipse]
/*"MTSCAT" -> "ORDSET"*/
/*"MTSCAT" -> "SETCAT"*/
/*"MTSCAT" -> "BASTYPE"*/
/*"MTSCAT" -> "KOERCE"*/
/*"MTSCAT" -> "OAMONS"*/
/*"MTSCAT" -> "OCAMON"*/
/*"MTSCAT" -> "OAMON"*/
/*"MTSCAT" -> "OASGP"*/
/*"MTSCAT" -> "ABELMON"*/
/*"MTSCAT" -> "ABELSG"*/
/*"MTSCAT" -> "CABMON"*/
/*"MTSCAT" -> "MTSCAT"*/
/*"MTSCAT" -> "PDRING"*/
/*"MTSCAT" -> "RING"*/
/*"MTSCAT" -> "RNG"*/
/*"MTSCAT" -> "ABELGRP"*/
/*"MTSCAT" -> "SGROUP"*/
/*"MTSCAT" -> "MONOID"*/
/*"MTSCAT" -> "LMODULE"*/
"MTSCAT" -> "PSCAT"
/*"MTSCAT" -> "AMR"*/
/*"MTSCAT" -> "BMODULE"*/
/*"MTSCAT" -> "RMODULE"*/
/*"MTSCAT" -> "COMRING"*/
/*"MTSCAT" -> "ALGEBRA"*/
/*"MTSCAT" -> "MODULE"*/
/*"MTSCAT" -> "CHARZ"*/
/*"MTSCAT" -> "CHARNZ"*/
/*"MTSCAT" -> "INTDOM"*/
/*"MTSCAT" -> "ENTIRER"*/
/*"MTSCAT" -> "IEVALAB"*/
/*"MTSCAT" -> "EVALAB"*/
/*"MTSCAT" -> "RADCAT"*/
"MTSCAT" -> "TRANFUN"
/*"MTSCAT" -> "TRIGCAT"*/
/*"MTSCAT" -> "ATRIG"*/
/*"MTSCAT" -> "HYPCAT"*/
/*"MTSCAT" -> "AHYP"*/
/*"MTSCAT" -> "ELEMFUN"*/

"ORESUP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ORESUP"]
"ORESUP" -> "OREPCAT"
/*"ORESUP" -> "RING"*/
/*"ORESUP" -> "RNG"*/
/*"ORESUP" -> "ABELGRP"*/
/*"ORESUP" -> "CABMON"*/
/*"ORESUP" -> "ABELMON"*/
/*"ORESUP" -> "ABELSG"*/
/*"ORESUP" -> "SETCAT"*/
/*"ORESUP" -> "BASTYPE"*/
/*"ORESUP" -> "KOERCE"*/
/*"ORESUP" -> "SGROUP"*/
/*"ORESUP" -> "MONOID"*/
/*"ORESUP" -> "LMODULE"*/
/*"ORESUP" -> "BMODULE"*/
/*"ORESUP" -> "RMODULE"*/
/*"ORESUP" -> "FRETRCT"*/
/*"ORESUP" -> "RETRACT"*/
/*"ORESUP" -> "ALGEBRA"*/
/*"ORESUP" -> "MODULE"*/
/*"ORESUP" -> "INTDOM"*/
/*"ORESUP" -> "COMRING"*/
/*"ORESUP" -> "ENTIRER"*/
/*"ORESUP" -> "FIELD"*/
/*"ORESUP" -> "EUCDOM"*/
/*"ORESUP" -> "PID"*/
/*"ORESUP" -> "GCDDOM"*/
/*"ORESUP" -> "UFD"*/
/*"ORESUP" -> "DIVRING"*/
/*"ORESUP" -> "INS"*/
/*"ORESUP" -> "OINTDOM"*/
/*"ORESUP" -> "ORDRING"*/
/*"ORESUP" -> "OAGROUP"*/
/*"ORESUP" -> "OCAMON"*/
/*"ORESUP" -> "OAMON"*/
/*"ORESUP" -> "OASGP"*/
/*"ORESUP" -> "ORDSET"*/
/*"ORESUP" -> "DIFRING"*/
/*"ORESUP" -> "KONVERT"*/
/*"ORESUP" -> "LINEXP"*/
/*"ORESUP" -> "PATMAB"*/
/*"ORESUP" -> "CFCAT"*/
/*"ORESUP" -> "REAL"*/
/*"ORESUP" -> "CHARZ"*/
/*"ORESUP" -> "STEP"*/

"OREPCTO" [color="#FF4488",href="bookvol10.4.pdf#nameddest=OREPCTO"]
/*"OREPCTO" -> "RING"*/
/*"OREPCTO" -> "RNG"*/
/*"OREPCTO" -> "ABELGRP"*/
/*"OREPCTO" -> "CABMON"*/
/*"OREPCTO" -> "ABELMON"*/
/*"OREPCTO" -> "ABELSG"*/
/*"OREPCTO" -> "SETCAT"*/
/*"OREPCTO" -> "BASTYPE"*/
/*"OREPCTO" -> "KOERCE"*/
/*"OREPCTO" -> "SGROUP"*/
/*"OREPCTO" -> "MONOID"*/
/*"OREPCTO" -> "LMODULE"*/
"OREPCTO" -> "OREPCAT"
/*"OREPCTO" -> "BMODULE"*/
/*"OREPCTO" -> "RMODULE"*/
/*"OREPCTO" -> "FRETRCT"*/
/*"OREPCTO" -> "RETRACT"*/
/*"OREPCTO" -> "ALGEBRA"*/
/*"OREPCTO" -> "MODULE"*/
/*"OREPCTO" -> "BOOLEAN"*/
/*"OREPCTO" -> "NNI"*/
/*"OREPCTO" -> "INT"*/
/*"OREPCTO" -> "SINT"*/
/*"OREPCTO" -> "INTDOM"*/
/*"OREPCTO" -> "COMRING"*/
/*"OREPCTO" -> "ENTIRER"*/
/*"OREPCTO" -> "FIELD"*/
/*"OREPCTO" -> "EUCDOM"*/
/*"OREPCTO" -> "PID"*/
/*"OREPCTO" -> "GCDDOM"*/
/*"OREPCTO" -> "UFD"*/
/*"OREPCTO" -> "DIVRING"*/

"OREUP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OREUP"]
"OREUP" -> "OREPCAT"
/*"OREUP" -> "RING"*/
/*"OREUP" -> "RNG"*/
/*"OREUP" -> "ABELGRP"*/
/*"OREUP" -> "CABMON"*/
/*"OREUP" -> "ABELMON"*/
/*"OREUP" -> "ABELSG"*/
/*"OREUP" -> "SETCAT"*/
/*"OREUP" -> "BASTYPE"*/
/*"OREUP" -> "KOERCE"*/
/*"OREUP" -> "SGROUP"*/
/*"OREUP" -> "MONOID"*/
/*"OREUP" -> "LMODULE"*/
/*"OREUP" -> "BMODULE"*/
/*"OREUP" -> "RMODULE"*/
/*"OREUP" -> "FRETRCT"*/
/*"OREUP" -> "RETRACT"*/
/*"OREUP" -> "ALGEBRA"*/
/*"OREUP" -> "MODULE"*/
/*"OREUP" -> "NNI"*/
/*"OREUP" -> "INT"*/
/*"OREUP" -> "FIELD"*/
/*"OREUP" -> "EUCDOM"*/
/*"OREUP" -> "PID"*/
/*"OREUP" -> "GCDDOM"*/
/*"OREUP" -> "INTDOM"*/
/*"OREUP" -> "COMRING"*/
/*"OREUP" -> "ENTIRER"*/
/*"OREUP" -> "UFD"*/
/*"OREUP" -> "DIVRING"*/
/*"OREUP" -> "INS"*/
/*"OREUP" -> "OINTDOM"*/
/*"OREUP" -> "ORDRING"*/
/*"OREUP" -> "OAGROUP"*/
/*"OREUP" -> "OCAMON"*/
/*"OREUP" -> "OAMON"*/
/*"OREUP" -> "OASGP"*/
/*"OREUP" -> "ORDSET"*/
/*"OREUP" -> "DIFRING"*/
/*"OREUP" -> "KONVERT"*/
/*"OREUP" -> "LINEXP"*/
/*"OREUP" -> "PATMAB"*/
/*"OREUP" -> "CFCAT"*/
/*"OREUP" -> "REAL"*/
/*"OREUP" -> "CHARZ"*/
/*"OREUP" -> "STEP"*/

"PLOT3D" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PLOT3D"]
/*"PLOT3D" -> "PSCURVE"*/
/*"PLOT3D" -> "KOERCE"*/
/*"PLOT3D" -> "BOOLEAN"*/
/*"PLOT3D" -> "INT"*/
/*"PLOT3D" -> "DFLOAT"*/
/*"PLOT3D" -> "FPS-"*/
/*"PLOT3D" -> "RNS-"*/
/*"PLOT3D" -> "FIELD-"*/
/*"PLOT3D" -> "FPS"*/
/*"PLOT3D" -> "RNS"*/
/*"PLOT3D" -> "FIELD"*/
/*"PLOT3D" -> "EUCDOM"*/
/*"PLOT3D" -> "PID"*/
/*"PLOT3D" -> "GCDDOM"*/
/*"PLOT3D" -> "INTDOM"*/
/*"PLOT3D" -> "COMRING"*/
/*"PLOT3D" -> "RING"*/
/*"PLOT3D" -> "RNG"*/
/*"PLOT3D" -> "ABELGRP"*/
/*"PLOT3D" -> "CABMON"*/
/*"PLOT3D" -> "ABELMON"*/
/*"PLOT3D" -> "ABELSG"*/
/*"PLOT3D" -> "SETCAT"*/
/*"PLOT3D" -> "BASTYPE"*/
/*"PLOT3D" -> "SGROUP"*/
/*"PLOT3D" -> "MONOID"*/
/*"PLOT3D" -> "LMODULE"*/
/*"PLOT3D" -> "BMODULE"*/
/*"PLOT3D" -> "RMODULE"*/
/*"PLOT3D" -> "ALGEBRA"*/
/*"PLOT3D" -> "MODULE"*/
/*"PLOT3D" -> "ENTIRER"*/
/*"PLOT3D" -> "UFD"*/
/*"PLOT3D" -> "DIVRING"*/
/*"PLOT3D" -> "ORDRING"*/
/*"PLOT3D" -> "OAGROUP"*/
/*"PLOT3D" -> "OCAMON"*/
/*"PLOT3D" -> "OAMON"*/
/*"PLOT3D" -> "OASGP"*/
/*"PLOT3D" -> "ORDSET"*/
/*"PLOT3D" -> "REAL"*/
/*"PLOT3D" -> "KONVERT"*/
/*"PLOT3D" -> "RETRACT"*/
/*"PLOT3D" -> "RADCAT"*/
/*"PLOT3D" -> "PATMAB"*/
/*"PLOT3D" -> "CHARZ"*/
/*"PLOT3D" -> "LIST"*/
/*"PLOT3D" -> "ILIST"*/
/*"PLOT3D" -> "NNI"*/
/*"PLOT3D" -> "PI"*/
/*"PLOT3D" -> "LSAGG-"*/
/*"PLOT3D" -> "STAGG-"*/
/*"PLOT3D" -> "ELAGG-"*/
/*"PLOT3D" -> "FLAGG-"*/
/*"PLOT3D" -> "URAGG-"*/
/*"PLOT3D" -> "LSAGG"*/
/*"PLOT3D" -> "STAGG"*/
/*"PLOT3D" -> "URAGG"*/
/*"PLOT3D" -> "RCAGG"*/
/*"PLOT3D" -> "HOAGG"*/
/*"PLOT3D" -> "AGG"*/
/*"PLOT3D" -> "TYPE"*/
/*"PLOT3D" -> "EVALAB"*/
/*"PLOT3D" -> "IEVALAB"*/
/*"PLOT3D" -> "LNAGG"*/
/*"PLOT3D" -> "IXAGG"*/
/*"PLOT3D" -> "ELTAGG"*/
/*"PLOT3D" -> "ELTAB"*/
/*"PLOT3D" -> "CLAGG"*/
/*"PLOT3D" -> "FLAGG"*/
/*"PLOT3D" -> "ELAGG"*/
/*"PLOT3D" -> "OM"*/
/*"PLOT3D" -> "SINT"*/
/*"PLOT3D" -> "EUCDOM-"*/
/*"PLOT3D" -> "UFD-"*/
/*"PLOT3D" -> "GCDDOM-"*/
/*"PLOT3D" -> "DIVRING-"*/
/*"PLOT3D" -> "INTDOM-"*/
/*"PLOT3D" -> "ALGEBRA-"*/
/*"PLOT3D" -> "DIFRING-"*/
/*"PLOT3D" -> "ORDRING-"*/
/*"PLOT3D" -> "MODULE-"*/
/*"PLOT3D" -> "RING-"*/
/*"PLOT3D" -> "ABELGRP-"*/
/*"PLOT3D" -> "ABELMON-"*/
/*"PLOT3D" -> "MONOID-"*/
/*"PLOT3D" -> "ORDSET-"*/
/*"PLOT3D" -> "ABELSG-"*/
/*"PLOT3D" -> "SGROUP-"*/
/*"PLOT3D" -> "INS"*/
/*"PLOT3D" -> "OINTDOM"*/
/*"PLOT3D" -> "DIFRING"*/
/*"PLOT3D" -> "LINEXP"*/
/*"PLOT3D" -> "CFCAT"*/
/*"PLOT3D" -> "STEP"*/
/*"PLOT3D" -> "INS-"*/
"PLOT3D" -> "TRANFUN"
/*"PLOT3D" -> "TRIGCAT"*/
/*"PLOT3D" -> "ATRIG"*/
/*"PLOT3D" -> "HYPCAT"*/
/*"PLOT3D" -> "AHYP"*/
/*"PLOT3D" -> "ELEMFUN"*/
/*"PLOT3D" -> "SPFCAT"*/

"PR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PR"]
"PR" -> "FAMR"
/*"PR" -> "AMR"*/
/*"PR" -> "RING"*/
/*"PR" -> "RNG"*/
/*"PR" -> "ABELGRP"*/
/*"PR" -> "CABMON"*/
/*"PR" -> "ABELMON"*/
/*"PR" -> "ABELSG"*/
/*"PR" -> "SETCAT"*/
/*"PR" -> "BASTYPE"*/
/*"PR" -> "KOERCE"*/
/*"PR" -> "SGROUP"*/
/*"PR" -> "MONOID"*/
/*"PR" -> "LMODULE"*/
/*"PR" -> "BMODULE"*/
/*"PR" -> "RMODULE"*/
/*"PR" -> "COMRING"*/
/*"PR" -> "ALGEBRA"*/
/*"PR" -> "MODULE"*/
/*"PR" -> "CHARZ"*/
/*"PR" -> "CHARNZ"*/
/*"PR" -> "INTDOM"*/
/*"PR" -> "ENTIRER"*/
/*"PR" -> "FRETRCT"*/
/*"PR" -> "RETRACT"*/
/*"PR" -> "OAMON"*/
/*"PR" -> "OASGP"*/
/*"PR" -> "ORDSET"*/
/*"PR" -> "LSAGG"*/
/*"PR" -> "STAGG"*/
/*"PR" -> "URAGG"*/
/*"PR" -> "RCAGG"*/
/*"PR" -> "HOAGG"*/
/*"PR" -> "AGG"*/
/*"PR" -> "TYPE"*/
/*"PR" -> "EVALAB"*/
/*"PR" -> "IEVALAB"*/
/*"PR" -> "LNAGG"*/
/*"PR" -> "IXAGG"*/
/*"PR" -> "ELTAGG"*/
/*"PR" -> "ELTAB"*/
/*"PR" -> "CLAGG"*/
/*"PR" -> "KONVERT"*/
/*"PR" -> "FLAGG"*/
/*"PR" -> "ELAGG"*/
/*"PR" -> "OM"*/
/*"PR" -> "INT"*/
/*"PR" -> "LIST"*/
/*"PR" -> "ILIST"*/
/*"PR" -> "LSAGG-"*/
/*"PR" -> "STAGG-"*/
/*"PR" -> "ELAGG-"*/
/*"PR" -> "FLAGG-"*/
/*"PR" -> "URAGG-"*/
/*"PR" -> "BOOLEAN"*/
/*"PR" -> "LNAGG-"*/
/*"PR" -> "RCAGG-"*/
/*"PR" -> "IXAGG-"*/
/*"PR" -> "NNI"*/
/*"PR" -> "PI"*/
/*"PR" -> "FIELD"*/
/*"PR" -> "EUCDOM"*/
/*"PR" -> "PID"*/
/*"PR" -> "GCDDOM"*/
/*"PR" -> "UFD"*/
/*"PR" -> "DIVRING"*/
/*"PR" -> "INS"*/
/*"PR" -> "OINTDOM"*/
/*"PR" -> "ORDRING"*/
/*"PR" -> "OAGROUP"*/
/*"PR" -> "OCAMON"*/
/*"PR" -> "DIFRING"*/
/*"PR" -> "LINEXP"*/
/*"PR" -> "PATMAB"*/
/*"PR" -> "CFCAT"*/
/*"PR" -> "REAL"*/
/*"PR" -> "STEP"*/

"PREASSOC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PREASSOC"]
/*"PREASSOC" -> "INTDOM"*/
/*"PREASSOC" -> "COMRING"*/
/*"PREASSOC" -> "RING"*/
/*"PREASSOC" -> "RNG"*/
/*"PREASSOC" -> "ABELGRP"*/
/*"PREASSOC" -> "CABMON"*/
/*"PREASSOC" -> "ABELMON"*/
/*"PREASSOC" -> "ABELSG"*/
/*"PREASSOC" -> "SETCAT"*/
/*"PREASSOC" -> "BASTYPE"*/
/*"PREASSOC" -> "KOERCE"*/
/*"PREASSOC" -> "SGROUP"*/
/*"PREASSOC" -> "MONOID"*/
/*"PREASSOC" -> "LMODULE"*/
/*"PREASSOC" -> "BMODULE"*/
/*"PREASSOC" -> "RMODULE"*/
/*"PREASSOC" -> "ALGEBRA"*/
/*"PREASSOC" -> "MODULE"*/
/*"PREASSOC" -> "ENTIRER"*/
/*"PREASSOC" -> "LODOCAT"*/
"PREASSOC" -> "OREPCAT"
/*"PREASSOC" -> "FRETRCT"*/
/*"PREASSOC" -> "RETRACT"*/
/*"PREASSOC" -> "ELTAB"*/
/*"PREASSOC" -> "NNI"*/
/*"PREASSOC" -> "INT"*/
/*"PREASSOC" -> "PI"*/
/*"PREASSOC" -> "PRIMARR"*/
/*"PREASSOC" -> "SINT"*/
"PREASSOC" -> "A1AGG"
/*"PREASSOC" -> "FLAGG"*/
/*"PREASSOC" -> "LNAGG"*/
/*"PREASSOC" -> "IXAGG"*/
/*"PREASSOC" -> "HOAGG"*/
/*"PREASSOC" -> "AGG"*/
/*"PREASSOC" -> "TYPE"*/
/*"PREASSOC" -> "EVALAB"*/
/*"PREASSOC" -> "IEVALAB"*/
/*"PREASSOC" -> "ELTAGG"*/
/*"PREASSOC" -> "CLAGG"*/
/*"PREASSOC" -> "KONVERT"*/
/*"PREASSOC" -> "ORDSET"*/

"PRIMARR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PRIMARR",
          shape=ellipse]
"PRIMARR" -> "A1AGG"
/*"PRIMARR" -> "FLAGG"*/
/*"PRIMARR" -> "LNAGG"*/
/*"PRIMARR" -> "IXAGG"*/
/*"PRIMARR" -> "HOAGG"*/
/*"PRIMARR" -> "AGG"*/
/*"PRIMARR" -> "TYPE"*/
/*"PRIMARR" -> "SETCAT"*/
/*"PRIMARR" -> "BASTYPE"*/
/*"PRIMARR" -> "KOERCE"*/
/*"PRIMARR" -> "EVALAB"*/
/*"PRIMARR" -> "IEVALAB"*/
/*"PRIMARR" -> "ELTAGG"*/
/*"PRIMARR" -> "ELTAB"*/
/*"PRIMARR" -> "CLAGG"*/
/*"PRIMARR" -> "KONVERT"*/
/*"PRIMARR" -> "ORDSET"*/
/*"PRIMARR" -> "INT"*/
/*"PRIMARR" -> "PRIMARR"*/
/*"PRIMARR" -> "SINT"*/
/*"PRIMARR" -> "NNI"*/
/*"PRIMARR" -> "INS"*/
/*"PRIMARR" -> "UFD"*/
/*"PRIMARR" -> "GCDDOM"*/
/*"PRIMARR" -> "INTDOM"*/
/*"PRIMARR" -> "COMRING"*/
/*"PRIMARR" -> "RING"*/
/*"PRIMARR" -> "RNG"*/
/*"PRIMARR" -> "ABELGRP"*/
/*"PRIMARR" -> "CABMON"*/
/*"PRIMARR" -> "ABELMON"*/
/*"PRIMARR" -> "ABELSG"*/
/*"PRIMARR" -> "SGROUP"*/
/*"PRIMARR" -> "MONOID"*/
/*"PRIMARR" -> "LMODULE"*/
/*"PRIMARR" -> "BMODULE"*/
/*"PRIMARR" -> "RMODULE"*/
/*"PRIMARR" -> "ALGEBRA"*/
/*"PRIMARR" -> "MODULE"*/
/*"PRIMARR" -> "ENTIRER"*/
/*"PRIMARR" -> "EUCDOM"*/
/*"PRIMARR" -> "PID"*/
/*"PRIMARR" -> "OINTDOM"*/
/*"PRIMARR" -> "ORDRING"*/
/*"PRIMARR" -> "OAGROUP"*/
/*"PRIMARR" -> "OCAMON"*/
/*"PRIMARR" -> "OAMON"*/
/*"PRIMARR" -> "OASGP"*/
/*"PRIMARR" -> "DIFRING"*/
/*"PRIMARR" -> "RETRACT"*/
/*"PRIMARR" -> "LINEXP"*/
/*"PRIMARR" -> "PATMAB"*/
/*"PRIMARR" -> "CFCAT"*/
/*"PRIMARR" -> "REAL"*/
/*"PRIMARR" -> "CHARZ"*/
/*"PRIMARR" -> "STEP"*/
/*"PRIMARR" -> "OM"*/

"PRIMARR2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PRIMARR2"]
/*"PRIMARR2" -> "TYPE"*/
"PRIMARR2" -> "A1AGG"
/*"PRIMARR2" -> "FLAGG"*/
/*"PRIMARR2" -> "LNAGG"*/
/*"PRIMARR2" -> "IXAGG"*/
/*"PRIMARR2" -> "HOAGG"*/
/*"PRIMARR2" -> "AGG"*/
/*"PRIMARR2" -> "SETCAT"*/
/*"PRIMARR2" -> "BASTYPE"*/
/*"PRIMARR2" -> "KOERCE"*/
/*"PRIMARR2" -> "EVALAB"*/
/*"PRIMARR2" -> "IEVALAB"*/
/*"PRIMARR2" -> "ELTAGG"*/
/*"PRIMARR2" -> "ELTAB"*/
/*"PRIMARR2" -> "CLAGG"*/
/*"PRIMARR2" -> "KONVERT"*/
/*"PRIMARR2" -> "ORDSET"*/

"REDORDER" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REDORDER"]
/*"REDORDER" -> "FIELD"*/
/*"REDORDER" -> "EUCDOM"*/
/*"REDORDER" -> "PID"*/
/*"REDORDER" -> "GCDDOM"*/
/*"REDORDER" -> "INTDOM"*/
/*"REDORDER" -> "COMRING"*/
/*"REDORDER" -> "RING"*/
/*"REDORDER" -> "RNG"*/
/*"REDORDER" -> "ABELGRP"*/
/*"REDORDER" -> "CABMON"*/
/*"REDORDER" -> "ABELMON"*/
/*"REDORDER" -> "ABELSG"*/
/*"REDORDER" -> "SETCAT"*/
/*"REDORDER" -> "BASTYPE"*/
/*"REDORDER" -> "KOERCE"*/
/*"REDORDER" -> "SGROUP"*/
/*"REDORDER" -> "MONOID"*/
/*"REDORDER" -> "LMODULE"*/
/*"REDORDER" -> "BMODULE"*/
/*"REDORDER" -> "RMODULE"*/
/*"REDORDER" -> "ALGEBRA"*/
/*"REDORDER" -> "MODULE"*/
/*"REDORDER" -> "ENTIRER"*/
/*"REDORDER" -> "UFD"*/
/*"REDORDER" -> "DIVRING"*/
/*"REDORDER" -> "LODOCAT"*/
"REDORDER" -> "OREPCAT"
/*"REDORDER" -> "FRETRCT"*/
/*"REDORDER" -> "RETRACT"*/
/*"REDORDER" -> "ELTAB"*/
/*"REDORDER" -> "INT"*/
/*"REDORDER" -> "INS-"*/
/*"REDORDER" -> "PRIMARR"*/
/*"REDORDER" -> "LIST"*/
/*"REDORDER" -> "ILIST"*/
/*"REDORDER" -> "LSAGG-"*/
/*"REDORDER" -> "STAGG-"*/
/*"REDORDER" -> "ELAGG-"*/
/*"REDORDER" -> "BOOLEAN"*/
/*"REDORDER" -> "NNI"*/
"REDORDER" -> "A1AGG"
/*"REDORDER" -> "FLAGG"*/
/*"REDORDER" -> "LNAGG"*/
/*"REDORDER" -> "IXAGG"*/
/*"REDORDER" -> "HOAGG"*/
/*"REDORDER" -> "AGG"*/
/*"REDORDER" -> "TYPE"*/
/*"REDORDER" -> "EVALAB"*/
/*"REDORDER" -> "IEVALAB"*/
/*"REDORDER" -> "ELTAGG"*/
/*"REDORDER" -> "CLAGG"*/
/*"REDORDER" -> "KONVERT"*/
/*"REDORDER" -> "ORDSET"*/
/*"REDORDER" -> "SINT"*/

"SRAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SRAGG"]
"SRAGG" -> "A1AGG"
/*"SRAGG" -> "FLAGG"*/
/*"SRAGG" -> "LNAGG"*/
/*"SRAGG" -> "IXAGG"*/
/*"SRAGG" -> "HOAGG"*/
/*"SRAGG" -> "AGG"*/
/*"SRAGG" -> "TYPE"*/
/*"SRAGG" -> "SETCAT"*/
/*"SRAGG" -> "BASTYPE"*/
/*"SRAGG" -> "KOERCE"*/
/*"SRAGG" -> "EVALAB"*/
/*"SRAGG" -> "IEVALAB"*/
/*"SRAGG" -> "ELTAGG"*/
/*"SRAGG" -> "ELTAB"*/
/*"SRAGG" -> "CLAGG"*/
/*"SRAGG" -> "KONVERT"*/
/*"SRAGG" -> "ORDSET"*/
/*"SRAGG" -> "INS"*/
/*"SRAGG" -> "UFD"*/
/*"SRAGG" -> "GCDDOM"*/
/*"SRAGG" -> "INTDOM"*/
/*"SRAGG" -> "COMRING"*/
/*"SRAGG" -> "RING"*/
/*"SRAGG" -> "RNG"*/
/*"SRAGG" -> "ABELGRP"*/
/*"SRAGG" -> "CABMON"*/
/*"SRAGG" -> "ABELMON"*/
/*"SRAGG" -> "ABELSG"*/
/*"SRAGG" -> "SGROUP"*/
/*"SRAGG" -> "MONOID"*/
/*"SRAGG" -> "LMODULE"*/
/*"SRAGG" -> "BMODULE"*/
/*"SRAGG" -> "RMODULE"*/
/*"SRAGG" -> "ALGEBRA"*/
/*"SRAGG" -> "MODULE"*/
/*"SRAGG" -> "ENTIRER"*/
/*"SRAGG" -> "EUCDOM"*/
/*"SRAGG" -> "PID"*/
/*"SRAGG" -> "OINTDOM"*/
/*"SRAGG" -> "ORDRING"*/
/*"SRAGG" -> "OAGROUP"*/
/*"SRAGG" -> "OCAMON"*/
/*"SRAGG" -> "OAMON"*/
/*"SRAGG" -> "OASGP"*/
/*"SRAGG" -> "DIFRING"*/
/*"SRAGG" -> "RETRACT"*/
/*"SRAGG" -> "LINEXP"*/
/*"SRAGG" -> "PATMAB"*/
/*"SRAGG" -> "CFCAT"*/
/*"SRAGG" -> "REAL"*/
/*"SRAGG" -> "CHARZ"*/
/*"SRAGG" -> "STEP"*/
/*"SRAGG" -> "OM"*/
/*"SRAGG" -> "NNI"*/
/*"SRAGG" -> "INT"*/

"SRAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SRAGG"]
"SRAGG-" -> "A1AGG"
/*"SRAGG-" -> "FLAGG"*/
/*"SRAGG-" -> "LNAGG"*/
/*"SRAGG-" -> "IXAGG"*/
/*"SRAGG-" -> "HOAGG"*/
/*"SRAGG-" -> "AGG"*/
/*"SRAGG-" -> "TYPE"*/
/*"SRAGG-" -> "SETCAT"*/
/*"SRAGG-" -> "BASTYPE"*/
/*"SRAGG-" -> "KOERCE"*/
/*"SRAGG-" -> "EVALAB"*/
/*"SRAGG-" -> "IEVALAB"*/
/*"SRAGG-" -> "ELTAGG"*/
/*"SRAGG-" -> "ELTAB"*/
/*"SRAGG-" -> "CLAGG"*/
/*"SRAGG-" -> "KONVERT"*/
/*"SRAGG-" -> "ORDSET"*/
/*"SRAGG-" -> "INS"*/
/*"SRAGG-" -> "UFD"*/
/*"SRAGG-" -> "GCDDOM"*/
/*"SRAGG-" -> "INTDOM"*/
/*"SRAGG-" -> "COMRING"*/
/*"SRAGG-" -> "RING"*/
/*"SRAGG-" -> "RNG"*/
/*"SRAGG-" -> "ABELGRP"*/
/*"SRAGG-" -> "CABMON"*/
/*"SRAGG-" -> "ABELMON"*/
/*"SRAGG-" -> "ABELSG"*/
/*"SRAGG-" -> "SGROUP"*/
/*"SRAGG-" -> "MONOID"*/
/*"SRAGG-" -> "LMODULE"*/
/*"SRAGG-" -> "BMODULE"*/
/*"SRAGG-" -> "RMODULE"*/
/*"SRAGG-" -> "ALGEBRA"*/
/*"SRAGG-" -> "MODULE"*/
/*"SRAGG-" -> "ENTIRER"*/
/*"SRAGG-" -> "EUCDOM"*/
/*"SRAGG-" -> "PID"*/
/*"SRAGG-" -> "OINTDOM"*/
/*"SRAGG-" -> "ORDRING"*/
/*"SRAGG-" -> "OAGROUP"*/
/*"SRAGG-" -> "OCAMON"*/
/*"SRAGG-" -> "OAMON"*/
/*"SRAGG-" -> "OASGP"*/
/*"SRAGG-" -> "DIFRING"*/
/*"SRAGG-" -> "RETRACT"*/
/*"SRAGG-" -> "LINEXP"*/
/*"SRAGG-" -> "PATMAB"*/
/*"SRAGG-" -> "CFCAT"*/
/*"SRAGG-" -> "REAL"*/
/*"SRAGG-" -> "CHARZ"*/
/*"SRAGG-" -> "STEP"*/
/*"SRAGG-" -> "OM"*/
/*"SRAGG-" -> "NNI"*/
/*"SRAGG-" -> "INT"*/

"STREAM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=STREAM"]
"STREAM" -> "LZSTAGG"
/*"STREAM" -> "STAGG"*/
/*"STREAM" -> "URAGG"*/
/*"STREAM" -> "RCAGG"*/
/*"STREAM" -> "HOAGG"*/
/*"STREAM" -> "AGG"*/
/*"STREAM" -> "TYPE"*/
/*"STREAM" -> "SETCAT"*/
/*"STREAM" -> "BASTYPE"*/
/*"STREAM" -> "KOERCE"*/
/*"STREAM" -> "EVALAB"*/
/*"STREAM" -> "IEVALAB"*/
/*"STREAM" -> "LNAGG"*/
/*"STREAM" -> "IXAGG"*/
/*"STREAM" -> "ELTAGG"*/
/*"STREAM" -> "ELTAB"*/
/*"STREAM" -> "CLAGG"*/
/*"STREAM" -> "KONVERT"*/
/*"STREAM" -> "INT"*/
/*"STREAM" -> "LIST"*/
/*"STREAM" -> "ILIST"*/
/*"STREAM" -> "SINT"*/
/*"STREAM" -> "NNI"*/
/*"STREAM" -> "BOOLEAN"*/
/*"STREAM" -> "LSAGG"*/
/*"STREAM" -> "FLAGG"*/
/*"STREAM" -> "ORDSET"*/
/*"STREAM" -> "ELAGG"*/
/*"STREAM" -> "OM"*/
/*"STREAM" -> "INS"*/
/*"STREAM" -> "UFD"*/
/*"STREAM" -> "GCDDOM"*/
/*"STREAM" -> "INTDOM"*/
/*"STREAM" -> "COMRING"*/
/*"STREAM" -> "RING"*/
/*"STREAM" -> "RNG"*/
/*"STREAM" -> "ABELGRP"*/
/*"STREAM" -> "CABMON"*/
/*"STREAM" -> "ABELMON"*/
/*"STREAM" -> "ABELSG"*/
/*"STREAM" -> "SGROUP"*/
/*"STREAM" -> "MONOID"*/
/*"STREAM" -> "LMODULE"*/
/*"STREAM" -> "BMODULE"*/
/*"STREAM" -> "RMODULE"*/
/*"STREAM" -> "ALGEBRA"*/
/*"STREAM" -> "MODULE"*/
/*"STREAM" -> "ENTIRER"*/
/*"STREAM" -> "EUCDOM"*/
/*"STREAM" -> "PID"*/
/*"STREAM" -> "OINTDOM"*/
/*"STREAM" -> "ORDRING"*/
/*"STREAM" -> "OAGROUP"*/
/*"STREAM" -> "OCAMON"*/
/*"STREAM" -> "OAMON"*/
/*"STREAM" -> "OASGP"*/
/*"STREAM" -> "DIFRING"*/
/*"STREAM" -> "RETRACT"*/
/*"STREAM" -> "LINEXP"*/
/*"STREAM" -> "PATMAB"*/
/*"STREAM" -> "CFCAT"*/
/*"STREAM" -> "REAL"*/
/*"STREAM" -> "CHARZ"*/
/*"STREAM" -> "STEP"*/

"SYMPOLY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SYMPOLY"]
/*"SYMPOLY" -> "OCAMON"*/
/*"SYMPOLY" -> "OAMON"*/
/*"SYMPOLY" -> "OASGP"*/
/*"SYMPOLY" -> "ORDSET"*/
/*"SYMPOLY" -> "SETCAT"*/
/*"SYMPOLY" -> "BASTYPE"*/
/*"SYMPOLY" -> "KOERCE"*/
/*"SYMPOLY" -> "ABELMON"*/
/*"SYMPOLY" -> "ABELSG"*/
/*"SYMPOLY" -> "CABMON"*/
"SYMPOLY" -> "FAMR"
/*"SYMPOLY" -> "AMR"*/
/*"SYMPOLY" -> "RING"*/
/*"SYMPOLY" -> "RNG"*/
/*"SYMPOLY" -> "ABELGRP"*/
/*"SYMPOLY" -> "SGROUP"*/
/*"SYMPOLY" -> "MONOID"*/
/*"SYMPOLY" -> "LMODULE"*/
/*"SYMPOLY" -> "BMODULE"*/
/*"SYMPOLY" -> "RMODULE"*/
/*"SYMPOLY" -> "COMRING"*/
/*"SYMPOLY" -> "ALGEBRA"*/
/*"SYMPOLY" -> "MODULE"*/
/*"SYMPOLY" -> "CHARZ"*/
/*"SYMPOLY" -> "CHARNZ"*/
/*"SYMPOLY" -> "INTDOM"*/
/*"SYMPOLY" -> "ENTIRER"*/
/*"SYMPOLY" -> "FRETRCT"*/
/*"SYMPOLY" -> "RETRACT"*/
/*"SYMPOLY" -> "INT"*/
/*"SYMPOLY" -> "LIST"*/
/*"SYMPOLY" -> "ILIST"*/
/*"SYMPOLY" -> "BOOLEAN"*/
/*"SYMPOLY" -> "KONVERT"*/
/*"SYMPOLY" -> "INS"*/
/*"SYMPOLY" -> "UFD"*/
/*"SYMPOLY" -> "GCDDOM"*/
/*"SYMPOLY" -> "EUCDOM"*/
/*"SYMPOLY" -> "PID"*/
/*"SYMPOLY" -> "OINTDOM"*/
/*"SYMPOLY" -> "ORDRING"*/
/*"SYMPOLY" -> "OAGROUP"*/
/*"SYMPOLY" -> "DIFRING"*/
/*"SYMPOLY" -> "LINEXP"*/
/*"SYMPOLY" -> "PATMAB"*/
/*"SYMPOLY" -> "CFCAT"*/
/*"SYMPOLY" -> "REAL"*/
/*"SYMPOLY" -> "STEP"*/
/*"SYMPOLY" -> "FIELD"*/
/*"SYMPOLY" -> "DIVRING"*/

"TS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TS"]
/*"TS" -> "MTSCAT"*/
/*"TS" -> "PDRING"*/
/*"TS" -> "RING"*/
/*"TS" -> "RNG"*/
/*"TS" -> "ABELGRP"*/
/*"TS" -> "CABMON"*/
/*"TS" -> "ABELMON"*/
/*"TS" -> "ABELSG"*/
/*"TS" -> "SETCAT"*/
/*"TS" -> "BASTYPE"*/
/*"TS" -> "KOERCE"*/
/*"TS" -> "SGROUP"*/
/*"TS" -> "MONOID"*/
/*"TS" -> "LMODULE"*/
"TS" -> "PSCAT"
/*"TS" -> "AMR"*/
/*"TS" -> "BMODULE"*/
/*"TS" -> "RMODULE"*/
/*"TS" -> "COMRING"*/
/*"TS" -> "ALGEBRA"*/
/*"TS" -> "MODULE"*/
/*"TS" -> "CHARZ"*/
/*"TS" -> "CHARNZ"*/
/*"TS" -> "INTDOM"*/
/*"TS" -> "ENTIRER"*/
/*"TS" -> "IEVALAB"*/
/*"TS" -> "EVALAB"*/
/*"TS" -> "RADCAT"*/
"TS" -> "TRANFUN"
/*"TS" -> "TRIGCAT"*/
/*"TS" -> "ATRIG"*/
/*"TS" -> "HYPCAT"*/
/*"TS" -> "AHYP"*/
/*"TS" -> "ELEMFUN"*/
/*"TS" -> "SINT"*/
/*"TS" -> "NNI"*/
/*"TS" -> "INT"*/
/*"TS" -> "BOOLEAN"*/
/*"TS" -> "INS"*/
/*"TS" -> "UFD"*/
/*"TS" -> "GCDDOM"*/
/*"TS" -> "EUCDOM"*/
/*"TS" -> "PID"*/
/*"TS" -> "OINTDOM"*/
/*"TS" -> "ORDRING"*/
/*"TS" -> "OAGROUP"*/
/*"TS" -> "OCAMON"*/
/*"TS" -> "OAMON"*/
/*"TS" -> "OASGP"*/
/*"TS" -> "ORDSET"*/
/*"TS" -> "DIFRING"*/
/*"TS" -> "KONVERT"*/
/*"TS" -> "RETRACT"*/
/*"TS" -> "LINEXP"*/
/*"TS" -> "PATMAB"*/
/*"TS" -> "CFCAT"*/
/*"TS" -> "REAL"*/
/*"TS" -> "STEP"*/
/*"TS" -> "FIELD"*/
/*"TS" -> "DIVRING"*/

"TUPLE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TUPLE"]
/*"TUPLE" -> "KOERCE"*/
/*"TUPLE" -> "SETCAT"*/
/*"TUPLE" -> "BASTYPE"*/
/*"TUPLE" -> "TYPE"*/
"TUPLE" -> "A1AGG"
/*"TUPLE" -> "FLAGG"*/
/*"TUPLE" -> "LNAGG"*/
/*"TUPLE" -> "IXAGG"*/
/*"TUPLE" -> "HOAGG"*/
/*"TUPLE" -> "AGG"*/
/*"TUPLE" -> "EVALAB"*/
/*"TUPLE" -> "IEVALAB"*/
/*"TUPLE" -> "ELTAGG"*/
/*"TUPLE" -> "ELTAB"*/
/*"TUPLE" -> "CLAGG"*/
/*"TUPLE" -> "KONVERT"*/
/*"TUPLE" -> "ORDSET"*/
/*"TUPLE" -> "INT"*/
/*"TUPLE" -> "PRIMARR"*/
/*"TUPLE" -> "NNI"*/
"TUPLE" -> "A1AGG-"
/*"TUPLE" -> "BOOLEAN"*/
/*"TUPLE" -> "INS"*/
/*"TUPLE" -> "UFD"*/
/*"TUPLE" -> "GCDDOM"*/
/*"TUPLE" -> "INTDOM"*/
/*"TUPLE" -> "COMRING"*/
/*"TUPLE" -> "RING"*/
/*"TUPLE" -> "RNG"*/
/*"TUPLE" -> "ABELGRP"*/
/*"TUPLE" -> "CABMON"*/
/*"TUPLE" -> "ABELMON"*/
/*"TUPLE" -> "ABELSG"*/
/*"TUPLE" -> "SGROUP"*/
/*"TUPLE" -> "MONOID"*/
/*"TUPLE" -> "LMODULE"*/
/*"TUPLE" -> "BMODULE"*/
/*"TUPLE" -> "RMODULE"*/
/*"TUPLE" -> "ALGEBRA"*/
/*"TUPLE" -> "MODULE"*/
/*"TUPLE" -> "ENTIRER"*/
/*"TUPLE" -> "EUCDOM"*/
/*"TUPLE" -> "PID"*/
/*"TUPLE" -> "OINTDOM"*/
/*"TUPLE" -> "ORDRING"*/
/*"TUPLE" -> "OAGROUP"*/
/*"TUPLE" -> "OCAMON"*/
/*"TUPLE" -> "OAMON"*/
/*"TUPLE" -> "OASGP"*/
/*"TUPLE" -> "DIFRING"*/
/*"TUPLE" -> "RETRACT"*/
/*"TUPLE" -> "LINEXP"*/
/*"TUPLE" -> "PATMAB"*/
/*"TUPLE" -> "CFCAT"*/
/*"TUPLE" -> "REAL"*/
/*"TUPLE" -> "CHARZ"*/
/*"TUPLE" -> "STEP"*/
/*"TUPLE" -> "OM"*/
/*"TUPLE" -> "FLAGG-"*/
/*"TUPLE" -> "LNAGG-"*/

"UPSCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=UPSCAT"]
"UPSCAT" -> "PSCAT"
/*"UPSCAT" -> "AMR"*/
/*"UPSCAT" -> "RING"*/
/*"UPSCAT" -> "RNG"*/
/*"UPSCAT" -> "ABELGRP"*/
/*"UPSCAT" -> "CABMON"*/
/*"UPSCAT" -> "ABELMON"*/
/*"UPSCAT" -> "ABELSG"*/
/*"UPSCAT" -> "SETCAT"*/
/*"UPSCAT" -> "BASTYPE"*/
/*"UPSCAT" -> "KOERCE"*/
/*"UPSCAT" -> "SGROUP"*/
/*"UPSCAT" -> "MONOID"*/
/*"UPSCAT" -> "LMODULE"*/
/*"UPSCAT" -> "BMODULE"*/
/*"UPSCAT" -> "RMODULE"*/
/*"UPSCAT" -> "COMRING"*/
/*"UPSCAT" -> "ALGEBRA"*/
/*"UPSCAT" -> "MODULE"*/
/*"UPSCAT" -> "CHARZ"*/
/*"UPSCAT" -> "CHARNZ"*/
/*"UPSCAT" -> "INTDOM"*/
/*"UPSCAT" -> "ENTIRER"*/
/*"UPSCAT" -> "ELTAB"*/
/*"UPSCAT" -> "DIFRING"*/
/*"UPSCAT" -> "PDRING"*/
/*"UPSCAT" -> "OAMON"*/
/*"UPSCAT" -> "OASGP"*/
/*"UPSCAT" -> "ORDSET"*/
/*"UPSCAT" -> "INT"*/
/*"UPSCAT" -> "LIST"*/
/*"UPSCAT" -> "ILIST"*/
/*"UPSCAT" -> "LSAGG-"*/

"UPSCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UPSCAT"]
"UPSCAT-" -> "PSCAT"
/*"UPSCAT-" -> "AMR"*/
/*"UPSCAT-" -> "RING"*/
/*"UPSCAT-" -> "RNG"*/
/*"UPSCAT-" -> "ABELGRP"*/
/*"UPSCAT-" -> "CABMON"*/
/*"UPSCAT-" -> "ABELMON"*/
/*"UPSCAT-" -> "ABELSG"*/
/*"UPSCAT-" -> "SETCAT"*/
/*"UPSCAT-" -> "BASTYPE"*/
/*"UPSCAT-" -> "KOERCE"*/
/*"UPSCAT-" -> "SGROUP"*/
/*"UPSCAT-" -> "MONOID"*/
/*"UPSCAT-" -> "LMODULE"*/
/*"UPSCAT-" -> "BMODULE"*/
/*"UPSCAT-" -> "RMODULE"*/
/*"UPSCAT-" -> "COMRING"*/
/*"UPSCAT-" -> "ALGEBRA"*/
/*"UPSCAT-" -> "MODULE"*/
/*"UPSCAT-" -> "CHARZ"*/
/*"UPSCAT-" -> "CHARNZ"*/
/*"UPSCAT-" -> "INTDOM"*/
/*"UPSCAT-" -> "ENTIRER"*/
/*"UPSCAT-" -> "ELTAB"*/
/*"UPSCAT-" -> "DIFRING"*/
/*"UPSCAT-" -> "PDRING"*/
/*"UPSCAT-" -> "OAMON"*/
/*"UPSCAT-" -> "OASGP"*/
/*"UPSCAT-" -> "ORDSET"*/
/*"UPSCAT-" -> "INT"*/
/*"UPSCAT-" -> "LIST"*/
/*"UPSCAT-" -> "ILIST"*/
/*"UPSCAT-" -> "LSAGG-"*/

"VECTCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=VECTCAT"]
"VECTCAT" -> "A1AGG"
/*"VECTCAT" -> "FLAGG"*/
/*"VECTCAT" -> "LNAGG"*/
/*"VECTCAT" -> "IXAGG"*/
/*"VECTCAT" -> "HOAGG"*/
/*"VECTCAT" -> "AGG"*/
/*"VECTCAT" -> "TYPE"*/
/*"VECTCAT" -> "SETCAT"*/
/*"VECTCAT" -> "BASTYPE"*/
/*"VECTCAT" -> "KOERCE"*/
/*"VECTCAT" -> "EVALAB"*/
/*"VECTCAT" -> "IEVALAB"*/
/*"VECTCAT" -> "ELTAGG"*/
/*"VECTCAT" -> "ELTAB"*/
/*"VECTCAT" -> "CLAGG"*/
/*"VECTCAT" -> "KONVERT"*/
/*"VECTCAT" -> "ORDSET"*/
/*"VECTCAT" -> "ABELSG"*/
/*"VECTCAT" -> "NNI"*/
/*"VECTCAT" -> "INT"*/
/*"VECTCAT" -> "ABELMON"*/
/*"VECTCAT" -> "ABELGRP"*/
/*"VECTCAT" -> "CABMON"*/
/*"VECTCAT" -> "MONOID"*/
/*"VECTCAT" -> "SGROUP"*/
/*"VECTCAT" -> "RING"*/
/*"VECTCAT" -> "RNG"*/
/*"VECTCAT" -> "LMODULE"*/
/*"VECTCAT" -> "INS"*/
/*"VECTCAT" -> "UFD"*/
/*"VECTCAT" -> "GCDDOM"*/
/*"VECTCAT" -> "INTDOM"*/
/*"VECTCAT" -> "COMRING"*/
/*"VECTCAT" -> "BMODULE"*/
/*"VECTCAT" -> "RMODULE"*/
/*"VECTCAT" -> "ALGEBRA"*/
/*"VECTCAT" -> "MODULE"*/
/*"VECTCAT" -> "ENTIRER"*/
/*"VECTCAT" -> "EUCDOM"*/
/*"VECTCAT" -> "PID"*/
/*"VECTCAT" -> "OINTDOM"*/
/*"VECTCAT" -> "ORDRING"*/
/*"VECTCAT" -> "OAGROUP"*/
/*"VECTCAT" -> "OCAMON"*/
/*"VECTCAT" -> "OAMON"*/
/*"VECTCAT" -> "OASGP"*/
/*"VECTCAT" -> "DIFRING"*/
/*"VECTCAT" -> "RETRACT"*/
/*"VECTCAT" -> "LINEXP"*/
/*"VECTCAT" -> "PATMAB"*/
/*"VECTCAT" -> "CFCAT"*/
/*"VECTCAT" -> "REAL"*/
/*"VECTCAT" -> "CHARZ"*/
/*"VECTCAT" -> "STEP"*/
/*"VECTCAT" -> "OM"*/
/*"VECTCAT" -> "PI"*/
/*"VECTCAT" -> "RADCAT"*/

"VECTCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=VECTCAT"]
"VECTCAT-" -> "A1AGG"
/*"VECTCAT-" -> "FLAGG"*/
/*"VECTCAT-" -> "LNAGG"*/
/*"VECTCAT-" -> "IXAGG"*/
/*"VECTCAT-" -> "HOAGG"*/
/*"VECTCAT-" -> "AGG"*/
/*"VECTCAT-" -> "TYPE"*/
/*"VECTCAT-" -> "SETCAT"*/
/*"VECTCAT-" -> "BASTYPE"*/
/*"VECTCAT-" -> "KOERCE"*/
/*"VECTCAT-" -> "EVALAB"*/
/*"VECTCAT-" -> "IEVALAB"*/
/*"VECTCAT-" -> "ELTAGG"*/
/*"VECTCAT-" -> "ELTAB"*/
/*"VECTCAT-" -> "CLAGG"*/
/*"VECTCAT-" -> "KONVERT"*/
/*"VECTCAT-" -> "ORDSET"*/
/*"VECTCAT-" -> "ABELSG"*/
/*"VECTCAT-" -> "NNI"*/
/*"VECTCAT-" -> "INT"*/
/*"VECTCAT-" -> "ABELMON"*/
/*"VECTCAT-" -> "ABELGRP"*/
/*"VECTCAT-" -> "CABMON"*/
/*"VECTCAT-" -> "MONOID"*/
/*"VECTCAT-" -> "SGROUP"*/
/*"VECTCAT-" -> "RING"*/
/*"VECTCAT-" -> "RNG"*/
/*"VECTCAT-" -> "LMODULE"*/
/*"VECTCAT-" -> "INS"*/
/*"VECTCAT-" -> "UFD"*/
/*"VECTCAT-" -> "GCDDOM"*/
/*"VECTCAT-" -> "INTDOM"*/
/*"VECTCAT-" -> "COMRING"*/
/*"VECTCAT-" -> "BMODULE"*/
/*"VECTCAT-" -> "RMODULE"*/
/*"VECTCAT-" -> "ALGEBRA"*/
/*"VECTCAT-" -> "MODULE"*/
/*"VECTCAT-" -> "ENTIRER"*/
/*"VECTCAT-" -> "EUCDOM"*/
/*"VECTCAT-" -> "PID"*/
/*"VECTCAT-" -> "OINTDOM"*/
/*"VECTCAT-" -> "ORDRING"*/
/*"VECTCAT-" -> "OAGROUP"*/
/*"VECTCAT-" -> "OCAMON"*/
/*"VECTCAT-" -> "OAMON"*/
/*"VECTCAT-" -> "OASGP"*/
/*"VECTCAT-" -> "DIFRING"*/
/*"VECTCAT-" -> "RETRACT"*/
/*"VECTCAT-" -> "LINEXP"*/
/*"VECTCAT-" -> "PATMAB"*/
/*"VECTCAT-" -> "CFCAT"*/
/*"VECTCAT-" -> "REAL"*/
/*"VECTCAT-" -> "CHARZ"*/
/*"VECTCAT-" -> "STEP"*/
/*"VECTCAT-" -> "OM"*/
/*"VECTCAT-" -> "PI"*/
/*"VECTCAT-" -> "RADCAT"*/

"XDPOLY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=XDPOLY"]
/*"XDPOLY" -> "FMCAT"*/
/*"XDPOLY" -> "BMODULE"*/
/*"XDPOLY" -> "LMODULE"*/
/*"XDPOLY" -> "ABELGRP"*/
/*"XDPOLY" -> "CABMON"*/
/*"XDPOLY" -> "ABELMON"*/
/*"XDPOLY" -> "ABELSG"*/
/*"XDPOLY" -> "SETCAT"*/
/*"XDPOLY" -> "BASTYPE"*/
/*"XDPOLY" -> "KOERCE"*/
/*"XDPOLY" -> "RMODULE"*/
/*"XDPOLY" -> "RETRACT"*/
/*"XDPOLY" -> "MODULE"*/
"XDPOLY" -> "XPOLYC"
/*"XDPOLY" -> "XFALG"*/
/*"XDPOLY" -> "RING"*/
/*"XDPOLY" -> "RNG"*/
/*"XDPOLY" -> "SGROUP"*/
/*"XDPOLY" -> "MONOID"*/
/*"XDPOLY" -> "XALG"*/
/*"XDPOLY" -> "ALGEBRA"*/
/*"XDPOLY" -> "ORDMON"*/
/*"XDPOLY" -> "ORDSET"*/
/*"XDPOLY" -> "INT"*/
/*"XDPOLY" -> "LIST"*/
/*"XDPOLY" -> "ILIST"*/
/*"XDPOLY" -> "LSAGG-"*/
/*"XDPOLY" -> "STAGG-"*/
/*"XDPOLY" -> "ELAGG-"*/
/*"XDPOLY" -> "FLAGG-"*/
/*"XDPOLY" -> "URAGG-"*/
/*"XDPOLY" -> "COMRING"*/
/*"XDPOLY" -> "NNI"*/
/*"XDPOLY" -> "LSAGG"*/
/*"XDPOLY" -> "STAGG"*/
/*"XDPOLY" -> "URAGG"*/
/*"XDPOLY" -> "RCAGG"*/
/*"XDPOLY" -> "HOAGG"*/
/*"XDPOLY" -> "AGG"*/
/*"XDPOLY" -> "TYPE"*/
/*"XDPOLY" -> "EVALAB"*/
/*"XDPOLY" -> "IEVALAB"*/
/*"XDPOLY" -> "LNAGG"*/
/*"XDPOLY" -> "IXAGG"*/
/*"XDPOLY" -> "ELTAGG"*/
/*"XDPOLY" -> "ELTAB"*/
/*"XDPOLY" -> "CLAGG"*/
/*"XDPOLY" -> "KONVERT"*/
/*"XDPOLY" -> "FLAGG"*/
/*"XDPOLY" -> "ELAGG"*/
/*"XDPOLY" -> "OM"*/
/*"XDPOLY" -> "BOOLEAN"*/

"XEXPPKG" [color="#FF4488",href="bookvol10.4.pdf#nameddest=XEXPPKG"]
/*"XEXPPKG" -> "RING"*/
/*"XEXPPKG" -> "RNG"*/
/*"XEXPPKG" -> "ABELGRP"*/
/*"XEXPPKG" -> "CABMON"*/
/*"XEXPPKG" -> "ABELMON"*/
/*"XEXPPKG" -> "ABELSG"*/
/*"XEXPPKG" -> "SETCAT"*/
/*"XEXPPKG" -> "BASTYPE"*/
/*"XEXPPKG" -> "KOERCE"*/
/*"XEXPPKG" -> "SGROUP"*/
/*"XEXPPKG" -> "MONOID"*/
/*"XEXPPKG" -> "LMODULE"*/
/*"XEXPPKG" -> "MODULE"*/
/*"XEXPPKG" -> "BMODULE"*/
/*"XEXPPKG" -> "RMODULE"*/
/*"XEXPPKG" -> "ORDSET"*/
"XEXPPKG" -> "XPOLYC"
/*"XEXPPKG" -> "XFALG"*/
/*"XEXPPKG" -> "XALG"*/
/*"XEXPPKG" -> "ALGEBRA"*/
/*"XEXPPKG" -> "RETRACT"*/
/*"XEXPPKG" -> "SINT"*/
/*"XEXPPKG" -> "NNI"*/
/*"XEXPPKG" -> "INT"*/
/*"XEXPPKG" -> "INS"*/
/*"XEXPPKG" -> "UFD"*/
/*"XEXPPKG" -> "GCDDOM"*/
/*"XEXPPKG" -> "INTDOM"*/
/*"XEXPPKG" -> "COMRING"*/
/*"XEXPPKG" -> "ENTIRER"*/
/*"XEXPPKG" -> "EUCDOM"*/
/*"XEXPPKG" -> "PID"*/
/*"XEXPPKG" -> "OINTDOM"*/
/*"XEXPPKG" -> "ORDRING"*/
/*"XEXPPKG" -> "OAGROUP"*/
/*"XEXPPKG" -> "OCAMON"*/
/*"XEXPPKG" -> "OAMON"*/
/*"XEXPPKG" -> "OASGP"*/
/*"XEXPPKG" -> "DIFRING"*/
/*"XEXPPKG" -> "KONVERT"*/
/*"XEXPPKG" -> "LINEXP"*/
/*"XEXPPKG" -> "PATMAB"*/
/*"XEXPPKG" -> "CFCAT"*/
/*"XEXPPKG" -> "REAL"*/
/*"XEXPPKG" -> "CHARZ"*/
/*"XEXPPKG" -> "STEP"*/
/*"XEXPPKG" -> "PI"*/

"XF" [color="#4488FF",href="bookvol10.2.pdf#nameddest=XF"]
/*"XF" -> "FIELD"*/
/*"XF" -> "EUCDOM"*/
/*"XF" -> "PID"*/
/*"XF" -> "GCDDOM"*/
/*"XF" -> "INTDOM"*/
/*"XF" -> "COMRING"*/
/*"XF" -> "RING"*/
/*"XF" -> "RNG"*/
/*"XF" -> "ABELGRP"*/
/*"XF" -> "CABMON"*/
/*"XF" -> "ABELMON"*/
/*"XF" -> "ABELSG"*/
/*"XF" -> "SETCAT"*/
/*"XF" -> "BASTYPE"*/
/*"XF" -> "KOERCE"*/
/*"XF" -> "SGROUP"*/
/*"XF" -> "MONOID"*/
/*"XF" -> "LMODULE"*/
/*"XF" -> "BMODULE"*/
/*"XF" -> "RMODULE"*/
/*"XF" -> "ALGEBRA"*/
/*"XF" -> "MODULE"*/
/*"XF" -> "ENTIRER"*/
/*"XF" -> "UFD"*/
/*"XF" -> "DIVRING"*/
/*"XF" -> "RETRACT"*/
"XF" -> "VSPACE"
/*"XF" -> "CHARZ"*/
"XF" -> "FPC"
/*"XF" -> "CHARNZ"*/
/*"XF" -> "FINITE"*/
/*"XF" -> "BOOLEAN"*/
/*"XF" -> "NNI"*/
/*"XF" -> "INT"*/

"XF-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=XF"]
/*"XF-" -> "FIELD"*/
/*"XF-" -> "EUCDOM"*/
/*"XF-" -> "PID"*/
/*"XF-" -> "GCDDOM"*/
/*"XF-" -> "INTDOM"*/
/*"XF-" -> "COMRING"*/
/*"XF-" -> "RING"*/
/*"XF-" -> "RNG"*/
/*"XF-" -> "ABELGRP"*/
/*"XF-" -> "CABMON"*/
/*"XF-" -> "ABELMON"*/
/*"XF-" -> "ABELSG"*/
/*"XF-" -> "SETCAT"*/
/*"XF-" -> "BASTYPE"*/
/*"XF-" -> "KOERCE"*/
/*"XF-" -> "SGROUP"*/
/*"XF-" -> "MONOID"*/
/*"XF-" -> "LMODULE"*/
/*"XF-" -> "BMODULE"*/
/*"XF-" -> "RMODULE"*/
/*"XF-" -> "ALGEBRA"*/
/*"XF-" -> "MODULE"*/
/*"XF-" -> "ENTIRER"*/
/*"XF-" -> "UFD"*/
/*"XF-" -> "DIVRING"*/
/*"XF-" -> "RETRACT"*/
"XF-" -> "VSPACE"
/*"XF-" -> "CHARZ"*/
"XF-" -> "FPC"
/*"XF-" -> "CHARNZ"*/
/*"XF-" -> "FINITE"*/
/*"XF-" -> "BOOLEAN"*/
/*"XF-" -> "NNI"*/
/*"XF-" -> "INT"*/

"XPBWPOLY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=XPBWPOLY"]
"XPBWPOLY" -> "XPOLYC"
/*"XPBWPOLY" -> "XFALG"*/
/*"XPBWPOLY" -> "RING"*/
/*"XPBWPOLY" -> "RNG"*/
/*"XPBWPOLY" -> "ABELGRP"*/
/*"XPBWPOLY" -> "CABMON"*/
/*"XPBWPOLY" -> "ABELMON"*/
/*"XPBWPOLY" -> "ABELSG"*/
/*"XPBWPOLY" -> "SETCAT"*/
/*"XPBWPOLY" -> "BASTYPE"*/
/*"XPBWPOLY" -> "KOERCE"*/
/*"XPBWPOLY" -> "SGROUP"*/
/*"XPBWPOLY" -> "MONOID"*/
/*"XPBWPOLY" -> "LMODULE"*/
/*"XPBWPOLY" -> "XALG"*/
/*"XPBWPOLY" -> "BMODULE"*/
/*"XPBWPOLY" -> "RMODULE"*/
/*"XPBWPOLY" -> "ALGEBRA"*/
/*"XPBWPOLY" -> "MODULE"*/
/*"XPBWPOLY" -> "RETRACT"*/
/*"XPBWPOLY" -> "FMCAT"*/
/*"XPBWPOLY" -> "COMRING"*/
/*"XPBWPOLY" -> "ORDSET"*/
/*"XPBWPOLY" -> "INT"*/
/*"XPBWPOLY" -> "BOOLEAN"*/
/*"XPBWPOLY" -> "LIST"*/
/*"XPBWPOLY" -> "ILIST"*/
/*"XPBWPOLY" -> "LSAGG-"*/
/*"XPBWPOLY" -> "LSAGG"*/
/*"XPBWPOLY" -> "STAGG"*/
/*"XPBWPOLY" -> "URAGG"*/
/*"XPBWPOLY" -> "RCAGG"*/
/*"XPBWPOLY" -> "HOAGG"*/
/*"XPBWPOLY" -> "AGG"*/
/*"XPBWPOLY" -> "TYPE"*/
/*"XPBWPOLY" -> "EVALAB"*/
/*"XPBWPOLY" -> "IEVALAB"*/
/*"XPBWPOLY" -> "LNAGG"*/
/*"XPBWPOLY" -> "IXAGG"*/
/*"XPBWPOLY" -> "ELTAGG"*/
/*"XPBWPOLY" -> "ELTAB"*/
/*"XPBWPOLY" -> "CLAGG"*/
/*"XPBWPOLY" -> "KONVERT"*/
/*"XPBWPOLY" -> "FLAGG"*/
/*"XPBWPOLY" -> "ELAGG"*/
/*"XPBWPOLY" -> "OM"*/
/*"XPBWPOLY" -> "STAGG-"*/
/*"XPBWPOLY" -> "ELAGG-"*/
/*"XPBWPOLY" -> "FLAGG-"*/
/*"XPBWPOLY" -> "URAGG-"*/
/*"XPBWPOLY" -> "INS"*/
/*"XPBWPOLY" -> "UFD"*/
/*"XPBWPOLY" -> "GCDDOM"*/
/*"XPBWPOLY" -> "INTDOM"*/
/*"XPBWPOLY" -> "ENTIRER"*/
/*"XPBWPOLY" -> "EUCDOM"*/
/*"XPBWPOLY" -> "PID"*/
/*"XPBWPOLY" -> "OINTDOM"*/
/*"XPBWPOLY" -> "ORDRING"*/
/*"XPBWPOLY" -> "OAGROUP"*/
/*"XPBWPOLY" -> "OCAMON"*/
/*"XPBWPOLY" -> "OAMON"*/
/*"XPBWPOLY" -> "OASGP"*/
/*"XPBWPOLY" -> "DIFRING"*/
/*"XPBWPOLY" -> "LINEXP"*/
/*"XPBWPOLY" -> "PATMAB"*/
/*"XPBWPOLY" -> "CFCAT"*/
/*"XPBWPOLY" -> "REAL"*/
/*"XPBWPOLY" -> "CHARZ"*/
/*"XPBWPOLY" -> "STEP"*/
/*"XPBWPOLY" -> "LNAGG-"*/
/*"XPBWPOLY" -> "NNI"*/
/*"XPBWPOLY" -> "SINT"*/

"XPOLY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=XPOLY"]
"XPOLY" -> "XPOLYC"
/*"XPOLY" -> "XFALG"*/
/*"XPOLY" -> "RING"*/
/*"XPOLY" -> "RNG"*/
/*"XPOLY" -> "ABELGRP"*/
/*"XPOLY" -> "CABMON"*/
/*"XPOLY" -> "ABELMON"*/
/*"XPOLY" -> "ABELSG"*/
/*"XPOLY" -> "SETCAT"*/
/*"XPOLY" -> "BASTYPE"*/
/*"XPOLY" -> "KOERCE"*/
/*"XPOLY" -> "SGROUP"*/
/*"XPOLY" -> "MONOID"*/
/*"XPOLY" -> "LMODULE"*/
/*"XPOLY" -> "XALG"*/
/*"XPOLY" -> "BMODULE"*/
/*"XPOLY" -> "RMODULE"*/
/*"XPOLY" -> "ALGEBRA"*/
/*"XPOLY" -> "MODULE"*/
/*"XPOLY" -> "RETRACT"*/
/*"XPOLY" -> "COMRING"*/

"XRPOLY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=XRPOLY"]
"XRPOLY" -> "XPOLYC"
/*"XRPOLY" -> "XFALG"*/
/*"XRPOLY" -> "RING"*/
/*"XRPOLY" -> "RNG"*/
/*"XRPOLY" -> "ABELGRP"*/
/*"XRPOLY" -> "CABMON"*/
/*"XRPOLY" -> "ABELMON"*/
/*"XRPOLY" -> "ABELSG"*/
/*"XRPOLY" -> "SETCAT"*/
/*"XRPOLY" -> "BASTYPE"*/
/*"XRPOLY" -> "KOERCE"*/
/*"XRPOLY" -> "SGROUP"*/
/*"XRPOLY" -> "MONOID"*/
/*"XRPOLY" -> "LMODULE"*/
/*"XRPOLY" -> "XALG"*/
/*"XRPOLY" -> "BMODULE"*/
/*"XRPOLY" -> "RMODULE"*/
/*"XRPOLY" -> "ALGEBRA"*/
/*"XRPOLY" -> "MODULE"*/
/*"XRPOLY" -> "RETRACT"*/
/*"XRPOLY" -> "ORDSET"*/
/*"XRPOLY" -> "BOOLEAN"*/
/*"XRPOLY" -> "NNI"*/
/*"XRPOLY" -> "INT"*/
/*"XRPOLY" -> "LIST"*/
/*"XRPOLY" -> "ILIST"*/
/*"XRPOLY" -> "LSAGG-"*/
/*"XRPOLY" -> "STAGG-"*/
/*"XRPOLY" -> "ELAGG-"*/
/*"XRPOLY" -> "FLAGG-"*/
/*"XRPOLY" -> "COMRING"*/
/*"XRPOLY" -> "URAGG-"*/
/*"XRPOLY" -> "LNAGG-"*/
/*"XRPOLY" -> "RCAGG-"*/
/*"XRPOLY" -> "IXAGG-"*/
/*"XRPOLY" -> "CLAGG-"*/
/*"XRPOLY" -> "HOAGG-"*/
/*"XRPOLY" -> "ORDSET-"*/
/*"XRPOLY" -> "AGG-"*/
/*"XRPOLY" -> "ELTAGG-"*/
/*"XRPOLY" -> "SETCAT-"*/
/*"XRPOLY" -> "BASTYPE-"*/
/*"XRPOLY" -> "LSAGG"*/
/*"XRPOLY" -> "STAGG"*/
/*"XRPOLY" -> "URAGG"*/
/*"XRPOLY" -> "RCAGG"*/
/*"XRPOLY" -> "HOAGG"*/
/*"XRPOLY" -> "AGG"*/
/*"XRPOLY" -> "TYPE"*/
/*"XRPOLY" -> "EVALAB"*/
/*"XRPOLY" -> "IEVALAB"*/
/*"XRPOLY" -> "LNAGG"*/
/*"XRPOLY" -> "IXAGG"*/
/*"XRPOLY" -> "ELTAGG"*/
/*"XRPOLY" -> "ELTAB"*/
/*"XRPOLY" -> "CLAGG"*/
/*"XRPOLY" -> "KONVERT"*/
/*"XRPOLY" -> "FLAGG"*/
/*"XRPOLY" -> "ELAGG"*/
/*"XRPOLY" -> "OM"*/

/* layer 9 */
/* Depends on: BTAGG FLALG INTCAT LODOCAT MATCAT SRAGG UPSCAT VECTCAT */

"BITS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BITS"]
"BITS" -> "BTAGG"
/*"BITS" -> "ORDSET"*/
/*"BITS" -> "SETCAT"*/
/*"BITS" -> "BASTYPE"*/
/*"BITS" -> "KOERCE"*/
/*"BITS" -> "LOGIC"*/
/*"BITS" -> "A1AGG"*/
/*"BITS" -> "FLAGG"*/
/*"BITS" -> "LNAGG"*/
/*"BITS" -> "IXAGG"*/
/*"BITS" -> "HOAGG"*/
/*"BITS" -> "AGG"*/
/*"BITS" -> "TYPE"*/
/*"BITS" -> "EVALAB"*/
/*"BITS" -> "IEVALAB"*/
/*"BITS" -> "ELTAGG"*/
/*"BITS" -> "ELTAB"*/
/*"BITS" -> "CLAGG"*/
/*"BITS" -> "KONVERT"*/
/*"BITS" -> "INT"*/
/*"BITS" -> "FINITE"*/
/*"BITS" -> "INS"*/
/*"BITS" -> "UFD"*/
/*"BITS" -> "GCDDOM"*/
/*"BITS" -> "INTDOM"*/
/*"BITS" -> "COMRING"*/
/*"BITS" -> "RING"*/
/*"BITS" -> "RNG"*/
/*"BITS" -> "ABELGRP"*/
/*"BITS" -> "CABMON"*/
/*"BITS" -> "ABELMON"*/
/*"BITS" -> "ABELSG"*/
/*"BITS" -> "SGROUP"*/
/*"BITS" -> "MONOID"*/
/*"BITS" -> "LMODULE"*/
/*"BITS" -> "BMODULE"*/
/*"BITS" -> "RMODULE"*/
/*"BITS" -> "ALGEBRA"*/
/*"BITS" -> "MODULE"*/
/*"BITS" -> "ENTIRER"*/
/*"BITS" -> "EUCDOM"*/
/*"BITS" -> "PID"*/
/*"BITS" -> "OINTDOM"*/
/*"BITS" -> "ORDRING"*/
/*"BITS" -> "OAGROUP"*/
/*"BITS" -> "OCAMON"*/
/*"BITS" -> "OAMON"*/
/*"BITS" -> "OASGP"*/
/*"BITS" -> "DIFRING"*/
/*"BITS" -> "RETRACT"*/
/*"BITS" -> "LINEXP"*/
/*"BITS" -> "PATMAB"*/
/*"BITS" -> "CFCAT"*/
/*"BITS" -> "REAL"*/
/*"BITS" -> "CHARZ"*/
/*"BITS" -> "STEP"*/
/*"BITS" -> "OM"*/

"DIRPROD2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DIRPROD2"]
/*"DIRPROD2" -> "TYPE"*/
"DIRPROD2" -> "VECTCAT"
/*"DIRPROD2" -> "A1AGG"*/
/*"DIRPROD2" -> "FLAGG"*/
/*"DIRPROD2" -> "LNAGG"*/
/*"DIRPROD2" -> "IXAGG"*/
/*"DIRPROD2" -> "HOAGG"*/
/*"DIRPROD2" -> "AGG"*/
/*"DIRPROD2" -> "SETCAT"*/
/*"DIRPROD2" -> "BASTYPE"*/
/*"DIRPROD2" -> "KOERCE"*/
/*"DIRPROD2" -> "EVALAB"*/
/*"DIRPROD2" -> "IEVALAB"*/
/*"DIRPROD2" -> "ELTAGG"*/
/*"DIRPROD2" -> "ELTAB"*/
/*"DIRPROD2" -> "CLAGG"*/
/*"DIRPROD2" -> "KONVERT"*/
/*"DIRPROD2" -> "ORDSET"*/

"IMATRIX" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IMATRIX"]
"IMATRIX" -> "MATCAT"
/*"IMATRIX" -> "ARR2CAT"*/
/*"IMATRIX" -> "HOAGG"*/
/*"IMATRIX" -> "AGG"*/
/*"IMATRIX" -> "TYPE"*/
/*"IMATRIX" -> "SETCAT"*/
/*"IMATRIX" -> "BASTYPE"*/
/*"IMATRIX" -> "KOERCE"*/
/*"IMATRIX" -> "EVALAB"*/
/*"IMATRIX" -> "IEVALAB"*/
"IMATRIX" -> "VECTCAT"
/*"IMATRIX" -> "A1AGG"*/
/*"IMATRIX" -> "FLAGG"*/
/*"IMATRIX" -> "LNAGG"*/
/*"IMATRIX" -> "IXAGG"*/
/*"IMATRIX" -> "ELTAGG"*/
/*"IMATRIX" -> "ELTAB"*/
/*"IMATRIX" -> "CLAGG"*/
/*"IMATRIX" -> "KONVERT"*/
/*"IMATRIX" -> "ORDSET"*/
/*"IMATRIX" -> "RING"*/
/*"IMATRIX" -> "RNG"*/
/*"IMATRIX" -> "ABELGRP"*/
/*"IMATRIX" -> "CABMON"*/
/*"IMATRIX" -> "ABELMON"*/
/*"IMATRIX" -> "ABELSG"*/
/*"IMATRIX" -> "SGROUP"*/
/*"IMATRIX" -> "MONOID"*/
/*"IMATRIX" -> "LMODULE"*/
/*"IMATRIX" -> "INT"*/
/*"IMATRIX" -> "PRIMARR"*/
/*"IMATRIX" -> "EUCDOM"*/
/*"IMATRIX" -> "PID"*/
/*"IMATRIX" -> "GCDDOM"*/
/*"IMATRIX" -> "INTDOM"*/
/*"IMATRIX" -> "COMRING"*/
/*"IMATRIX" -> "BMODULE"*/
/*"IMATRIX" -> "RMODULE"*/
/*"IMATRIX" -> "ALGEBRA"*/
/*"IMATRIX" -> "MODULE"*/
/*"IMATRIX" -> "ENTIRER"*/
/*"IMATRIX" -> "FIELD"*/
/*"IMATRIX" -> "UFD"*/
/*"IMATRIX" -> "DIVRING"*/

"INTRVL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=INTRVL"]
"INTRVL" -> "INTCAT"
/*"INTRVL" -> "GCDDOM"*/
/*"INTRVL" -> "INTDOM"*/
/*"INTRVL" -> "COMRING"*/
/*"INTRVL" -> "RING"*/
/*"INTRVL" -> "RNG"*/
/*"INTRVL" -> "ABELGRP"*/
/*"INTRVL" -> "CABMON"*/
/*"INTRVL" -> "ABELMON"*/
/*"INTRVL" -> "ABELSG"*/
/*"INTRVL" -> "SETCAT"*/
/*"INTRVL" -> "BASTYPE"*/
/*"INTRVL" -> "KOERCE"*/
/*"INTRVL" -> "SGROUP"*/
/*"INTRVL" -> "MONOID"*/
/*"INTRVL" -> "LMODULE"*/
/*"INTRVL" -> "BMODULE"*/
/*"INTRVL" -> "RMODULE"*/
/*"INTRVL" -> "ALGEBRA"*/
/*"INTRVL" -> "MODULE"*/
/*"INTRVL" -> "ENTIRER"*/
/*"INTRVL" -> "ORDSET"*/
/*"INTRVL" -> "TRANFUN"*/
/*"INTRVL" -> "TRIGCAT"*/
/*"INTRVL" -> "ATRIG"*/
/*"INTRVL" -> "HYPCAT"*/
/*"INTRVL" -> "AHYP"*/
/*"INTRVL" -> "ELEMFUN"*/
/*"INTRVL" -> "RADCAT"*/
/*"INTRVL" -> "RETRACT"*/
/*"INTRVL" -> "FPS"*/
/*"INTRVL" -> "RNS"*/
/*"INTRVL" -> "FIELD"*/
/*"INTRVL" -> "EUCDOM"*/
/*"INTRVL" -> "PID"*/
/*"INTRVL" -> "UFD"*/
/*"INTRVL" -> "DIVRING"*/
/*"INTRVL" -> "ORDRING"*/
/*"INTRVL" -> "OAGROUP"*/
/*"INTRVL" -> "OCAMON"*/
/*"INTRVL" -> "OAMON"*/
/*"INTRVL" -> "OASGP"*/
/*"INTRVL" -> "REAL"*/
/*"INTRVL" -> "KONVERT"*/
/*"INTRVL" -> "PATMAB"*/
/*"INTRVL" -> "CHARZ"*/
/*"INTRVL" -> "INT"*/
/*"INTRVL" -> "BOOLEAN"*/
/*"INTRVL" -> "LIST"*/
/*"INTRVL" -> "ILIST"*/
/*"INTRVL" -> "LSAGG-"*/
/*"INTRVL" -> "STAGG-"*/
/*"INTRVL" -> "ELAGG-"*/
/*"INTRVL" -> "FLAGG-"*/
/*"INTRVL" -> "URAGG-"*/
/*"INTRVL" -> "INS"*/
/*"INTRVL" -> "OINTDOM"*/
/*"INTRVL" -> "DIFRING"*/
/*"INTRVL" -> "LINEXP"*/
/*"INTRVL" -> "CFCAT"*/
/*"INTRVL" -> "STEP"*/
/*"INTRVL" -> "NNI"*/
/*"INTRVL" -> "INS-"*/
/*"INTRVL" -> "EUCDOM-"*/
/*"INTRVL" -> "UFD-"*/
/*"INTRVL" -> "GCDDOM-"*/
/*"INTRVL" -> "INTDOM-"*/
/*"INTRVL" -> "ALGEBRA-"*/
/*"INTRVL" -> "DIFRING-"*/
/*"INTRVL" -> "ORDRING-"*/
/*"INTRVL" -> "MODULE-"*/
/*"INTRVL" -> "RING-"*/
/*"INTRVL" -> "ABELGRP-"*/
/*"INTRVL" -> "ABELMON-"*/

"IVECTOR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IVECTOR"]
"IVECTOR" -> "VECTCAT"
/*"IVECTOR" -> "A1AGG"*/
/*"IVECTOR" -> "FLAGG"*/
/*"IVECTOR" -> "LNAGG"*/
/*"IVECTOR" -> "IXAGG"*/
/*"IVECTOR" -> "HOAGG"*/
/*"IVECTOR" -> "AGG"*/
/*"IVECTOR" -> "TYPE"*/
/*"IVECTOR" -> "SETCAT"*/
/*"IVECTOR" -> "BASTYPE"*/
/*"IVECTOR" -> "KOERCE"*/
/*"IVECTOR" -> "EVALAB"*/
/*"IVECTOR" -> "IEVALAB"*/
/*"IVECTOR" -> "ELTAGG"*/
/*"IVECTOR" -> "ELTAB"*/
/*"IVECTOR" -> "CLAGG"*/
/*"IVECTOR" -> "KONVERT"*/
/*"IVECTOR" -> "ORDSET"*/
/*"IVECTOR" -> "RADCAT"*/
/*"IVECTOR" -> "RING"*/
/*"IVECTOR" -> "RNG"*/
/*"IVECTOR" -> "ABELGRP"*/
/*"IVECTOR" -> "CABMON"*/
/*"IVECTOR" -> "ABELMON"*/
/*"IVECTOR" -> "ABELSG"*/
/*"IVECTOR" -> "SGROUP"*/
/*"IVECTOR" -> "MONOID"*/
/*"IVECTOR" -> "LMODULE"*/
/*"IVECTOR" -> "INS"*/
/*"IVECTOR" -> "UFD"*/
/*"IVECTOR" -> "GCDDOM"*/
/*"IVECTOR" -> "INTDOM"*/
/*"IVECTOR" -> "COMRING"*/
/*"IVECTOR" -> "BMODULE"*/
/*"IVECTOR" -> "RMODULE"*/
/*"IVECTOR" -> "ALGEBRA"*/
/*"IVECTOR" -> "MODULE"*/
/*"IVECTOR" -> "ENTIRER"*/
/*"IVECTOR" -> "EUCDOM"*/
/*"IVECTOR" -> "PID"*/
/*"IVECTOR" -> "OINTDOM"*/
/*"IVECTOR" -> "ORDRING"*/
/*"IVECTOR" -> "OAGROUP"*/
/*"IVECTOR" -> "OCAMON"*/
/*"IVECTOR" -> "OAMON"*/
/*"IVECTOR" -> "OASGP"*/
/*"IVECTOR" -> "DIFRING"*/
/*"IVECTOR" -> "RETRACT"*/
/*"IVECTOR" -> "LINEXP"*/
/*"IVECTOR" -> "PATMAB"*/
/*"IVECTOR" -> "CFCAT"*/
/*"IVECTOR" -> "REAL"*/
/*"IVECTOR" -> "CHARZ"*/
/*"IVECTOR" -> "STEP"*/
/*"IVECTOR" -> "OM"*/

"LODO1" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LODO1"]
/*"LODO1" -> "DIFRING"*/
/*"LODO1" -> "RING"*/
/*"LODO1" -> "RNG"*/
/*"LODO1" -> "ABELGRP"*/
/*"LODO1" -> "CABMON"*/
/*"LODO1" -> "ABELMON"*/
/*"LODO1" -> "ABELSG"*/
/*"LODO1" -> "SETCAT"*/
/*"LODO1" -> "BASTYPE"*/
/*"LODO1" -> "KOERCE"*/
/*"LODO1" -> "SGROUP"*/
/*"LODO1" -> "MONOID"*/
/*"LODO1" -> "LMODULE"*/
"LODO1" -> "LODOCAT"
/*"LODO1" -> "OREPCAT"*/
/*"LODO1" -> "BMODULE"*/
/*"LODO1" -> "RMODULE"*/
/*"LODO1" -> "FRETRCT"*/
/*"LODO1" -> "RETRACT"*/
/*"LODO1" -> "ALGEBRA"*/
/*"LODO1" -> "MODULE"*/
/*"LODO1" -> "ELTAB"*/
/*"LODO1" -> "FIELD"*/
/*"LODO1" -> "EUCDOM"*/
/*"LODO1" -> "PID"*/
/*"LODO1" -> "GCDDOM"*/
/*"LODO1" -> "INTDOM"*/
/*"LODO1" -> "COMRING"*/
/*"LODO1" -> "ENTIRER"*/
/*"LODO1" -> "UFD"*/
/*"LODO1" -> "DIVRING"*/
/*"LODO1" -> "INS"*/
/*"LODO1" -> "OINTDOM"*/
/*"LODO1" -> "ORDRING"*/
/*"LODO1" -> "OAGROUP"*/
/*"LODO1" -> "OCAMON"*/
/*"LODO1" -> "OAMON"*/
/*"LODO1" -> "OASGP"*/
/*"LODO1" -> "ORDSET"*/
/*"LODO1" -> "KONVERT"*/
/*"LODO1" -> "LINEXP"*/
/*"LODO1" -> "PATMAB"*/
/*"LODO1" -> "CFCAT"*/
/*"LODO1" -> "REAL"*/
/*"LODO1" -> "CHARZ"*/
/*"LODO1" -> "STEP"*/

"LODO2" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LODO2"]
"LODO2" -> "LODOCAT"
/*"LODO2" -> "OREPCAT"*/
/*"LODO2" -> "RING"*/
/*"LODO2" -> "RNG"*/
/*"LODO2" -> "ABELGRP"*/
/*"LODO2" -> "CABMON"*/
/*"LODO2" -> "ABELMON"*/
/*"LODO2" -> "ABELSG"*/
/*"LODO2" -> "SETCAT"*/
/*"LODO2" -> "BASTYPE"*/
/*"LODO2" -> "KOERCE"*/
/*"LODO2" -> "SGROUP"*/
/*"LODO2" -> "MONOID"*/
/*"LODO2" -> "LMODULE"*/
/*"LODO2" -> "BMODULE"*/
/*"LODO2" -> "RMODULE"*/
/*"LODO2" -> "FRETRCT"*/
/*"LODO2" -> "RETRACT"*/
/*"LODO2" -> "ALGEBRA"*/
/*"LODO2" -> "MODULE"*/
/*"LODO2" -> "ELTAB"*/
/*"LODO2" -> "DIFRING"*/
/*"LODO2" -> "FIELD"*/
/*"LODO2" -> "EUCDOM"*/
/*"LODO2" -> "PID"*/
/*"LODO2" -> "GCDDOM"*/
/*"LODO2" -> "INTDOM"*/
/*"LODO2" -> "COMRING"*/
/*"LODO2" -> "ENTIRER"*/
/*"LODO2" -> "UFD"*/
/*"LODO2" -> "DIVRING"*/
/*"LODO2" -> "INS"*/
/*"LODO2" -> "OINTDOM"*/
/*"LODO2" -> "ORDRING"*/
/*"LODO2" -> "OAGROUP"*/
/*"LODO2" -> "OCAMON"*/
/*"LODO2" -> "OAMON"*/
/*"LODO2" -> "OASGP"*/
/*"LODO2" -> "ORDSET"*/
/*"LODO2" -> "KONVERT"*/
/*"LODO2" -> "LINEXP"*/
/*"LODO2" -> "PATMAB"*/
/*"LODO2" -> "CFCAT"*/
/*"LODO2" -> "REAL"*/
/*"LODO2" -> "CHARZ"*/
/*"LODO2" -> "STEP"*/

"LPOLY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LPOLY"]
"LPOLY" -> "FLALG"
/*"LPOLY" -> "LIECAT"*/
/*"LPOLY" -> "MODULE"*/
/*"LPOLY" -> "BMODULE"*/
/*"LPOLY" -> "LMODULE"*/
/*"LPOLY" -> "ABELGRP"*/
/*"LPOLY" -> "CABMON"*/
/*"LPOLY" -> "ABELMON"*/
/*"LPOLY" -> "ABELSG"*/
/*"LPOLY" -> "SETCAT"*/
/*"LPOLY" -> "BASTYPE"*/
/*"LPOLY" -> "KOERCE"*/
/*"LPOLY" -> "RMODULE"*/
/*"LPOLY" -> "FMCAT"*/
/*"LPOLY" -> "RETRACT"*/
/*"LPOLY" -> "COMRING"*/
/*"LPOLY" -> "RING"*/
/*"LPOLY" -> "RNG"*/
/*"LPOLY" -> "SGROUP"*/
/*"LPOLY" -> "MONOID"*/
/*"LPOLY" -> "ORDSET"*/
/*"LPOLY" -> "LSAGG"*/
/*"LPOLY" -> "STAGG"*/
/*"LPOLY" -> "URAGG"*/
/*"LPOLY" -> "RCAGG"*/
/*"LPOLY" -> "HOAGG"*/
/*"LPOLY" -> "AGG"*/
/*"LPOLY" -> "TYPE"*/
/*"LPOLY" -> "EVALAB"*/
/*"LPOLY" -> "IEVALAB"*/
/*"LPOLY" -> "LNAGG"*/
/*"LPOLY" -> "IXAGG"*/
/*"LPOLY" -> "ELTAGG"*/
/*"LPOLY" -> "ELTAB"*/
/*"LPOLY" -> "CLAGG"*/
/*"LPOLY" -> "KONVERT"*/
/*"LPOLY" -> "FLAGG"*/
/*"LPOLY" -> "ELAGG"*/
/*"LPOLY" -> "OM"*/
/*"LPOLY" -> "INT"*/
/*"LPOLY" -> "LIST"*/
/*"LPOLY" -> "ILIST"*/
/*"LPOLY" -> "LSAGG-"*/
/*"LPOLY" -> "STAGG-"*/
/*"LPOLY" -> "ELAGG-"*/
/*"LPOLY" -> "FLAGG-"*/
/*"LPOLY" -> "URAGG-"*/
/*"LPOLY" -> "LNAGG-"*/
/*"LPOLY" -> "RCAGG-"*/
/*"LPOLY" -> "IXAGG-"*/
/*"LPOLY" -> "CLAGG-"*/
/*"LPOLY" -> "HOAGG-"*/
/*"LPOLY" -> "ORDSET-"*/
/*"LPOLY" -> "AGG-"*/
/*"LPOLY" -> "ELTAGG-"*/
/*"LPOLY" -> "SETCAT-"*/
/*"LPOLY" -> "BASTYPE-"*/
/*"LPOLY" -> "BOOLEAN"*/
/*"LPOLY" -> "NNI"*/
/*"LPOLY" -> "FIELD"*/
/*"LPOLY" -> "EUCDOM"*/
/*"LPOLY" -> "PID"*/
/*"LPOLY" -> "GCDDOM"*/
/*"LPOLY" -> "INTDOM"*/
/*"LPOLY" -> "ALGEBRA"*/
/*"LPOLY" -> "ENTIRER"*/
/*"LPOLY" -> "UFD"*/
/*"LPOLY" -> "DIVRING"*/

"LSMP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LSMP"]
/*"LSMP" -> "FIELD"*/
/*"LSMP" -> "EUCDOM"*/
/*"LSMP" -> "PID"*/
/*"LSMP" -> "GCDDOM"*/
/*"LSMP" -> "INTDOM"*/
/*"LSMP" -> "COMRING"*/
/*"LSMP" -> "RING"*/
/*"LSMP" -> "RNG"*/
/*"LSMP" -> "ABELGRP"*/
/*"LSMP" -> "CABMON"*/
/*"LSMP" -> "ABELMON"*/
/*"LSMP" -> "ABELSG"*/
/*"LSMP" -> "SETCAT"*/
/*"LSMP" -> "BASTYPE"*/
/*"LSMP" -> "KOERCE"*/
/*"LSMP" -> "SGROUP"*/
/*"LSMP" -> "MONOID"*/
/*"LSMP" -> "LMODULE"*/
/*"LSMP" -> "BMODULE"*/
/*"LSMP" -> "RMODULE"*/
/*"LSMP" -> "ALGEBRA"*/
/*"LSMP" -> "MODULE"*/
/*"LSMP" -> "ENTIRER"*/
/*"LSMP" -> "UFD"*/
/*"LSMP" -> "DIVRING"*/
/*"LSMP" -> "FLAGG"*/
/*"LSMP" -> "LNAGG"*/
/*"LSMP" -> "IXAGG"*/
/*"LSMP" -> "HOAGG"*/
/*"LSMP" -> "AGG"*/
/*"LSMP" -> "TYPE"*/
/*"LSMP" -> "EVALAB"*/
/*"LSMP" -> "IEVALAB"*/
/*"LSMP" -> "ELTAGG"*/
/*"LSMP" -> "ELTAB"*/
/*"LSMP" -> "CLAGG"*/
/*"LSMP" -> "KONVERT"*/
/*"LSMP" -> "ORDSET"*/
"LSMP" -> "MATCAT"
/*"LSMP" -> "ARR2CAT"*/
/*"LSMP" -> "NNI"*/
/*"LSMP" -> "INT"*/
/*"LSMP" -> "BOOLEAN"*/
/*"LSMP" -> "PRIMARR"*/
/*"LSMP" -> "SINT"*/
/*"LSMP" -> "A1AGG"*/
/*"LSMP" -> "INS"*/
/*"LSMP" -> "OINTDOM"*/
/*"LSMP" -> "ORDRING"*/
/*"LSMP" -> "OAGROUP"*/
/*"LSMP" -> "OCAMON"*/
/*"LSMP" -> "OAMON"*/
/*"LSMP" -> "OASGP"*/
/*"LSMP" -> "DIFRING"*/
/*"LSMP" -> "RETRACT"*/
/*"LSMP" -> "LINEXP"*/
/*"LSMP" -> "PATMAB"*/
/*"LSMP" -> "CFCAT"*/
/*"LSMP" -> "REAL"*/
/*"LSMP" -> "CHARZ"*/
/*"LSMP" -> "STEP"*/
/*"LSMP" -> "OM"*/
/*"LSMP" -> "LIST"*/
/*"LSMP" -> "ILIST"*/

"LSMP1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LSMP1"]
/*"LSMP1" -> "FIELD"*/
/*"LSMP1" -> "EUCDOM"*/
/*"LSMP1" -> "PID"*/
/*"LSMP1" -> "GCDDOM"*/
/*"LSMP1" -> "INTDOM"*/
/*"LSMP1" -> "COMRING"*/
/*"LSMP1" -> "RING"*/
/*"LSMP1" -> "RNG"*/
/*"LSMP1" -> "ABELGRP"*/
/*"LSMP1" -> "CABMON"*/
/*"LSMP1" -> "ABELMON"*/
/*"LSMP1" -> "ABELSG"*/
/*"LSMP1" -> "SETCAT"*/
/*"LSMP1" -> "BASTYPE"*/
/*"LSMP1" -> "KOERCE"*/
/*"LSMP1" -> "SGROUP"*/
/*"LSMP1" -> "MONOID"*/
/*"LSMP1" -> "LMODULE"*/
/*"LSMP1" -> "BMODULE"*/
/*"LSMP1" -> "RMODULE"*/
/*"LSMP1" -> "ALGEBRA"*/
/*"LSMP1" -> "MODULE"*/
/*"LSMP1" -> "ENTIRER"*/
/*"LSMP1" -> "UFD"*/
/*"LSMP1" -> "DIVRING"*/
"LSMP1" -> "VECTCAT"
/*"LSMP1" -> "A1AGG"*/
/*"LSMP1" -> "FLAGG"*/
/*"LSMP1" -> "LNAGG"*/
/*"LSMP1" -> "IXAGG"*/
/*"LSMP1" -> "HOAGG"*/
/*"LSMP1" -> "AGG"*/
/*"LSMP1" -> "TYPE"*/
/*"LSMP1" -> "EVALAB"*/
/*"LSMP1" -> "IEVALAB"*/
/*"LSMP1" -> "ELTAGG"*/
/*"LSMP1" -> "ELTAB"*/
/*"LSMP1" -> "CLAGG"*/
/*"LSMP1" -> "KONVERT"*/
/*"LSMP1" -> "ORDSET"*/

"MATCAT2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MATCAT2"]
/*"MATCAT2" -> "RING"*/
/*"MATCAT2" -> "RING"*/
/*"MATCAT2" -> "RNG"*/
/*"MATCAT2" -> "ABELGRP"*/
/*"MATCAT2" -> "CABMON"*/
/*"MATCAT2" -> "ABELMON"*/
/*"MATCAT2" -> "ABELSG"*/
/*"MATCAT2" -> "SETCAT"*/
/*"MATCAT2" -> "BASTYPE"*/
/*"MATCAT2" -> "KOERCE"*/
/*"MATCAT2" -> "SGROUP"*/
/*"MATCAT2" -> "MONOID"*/
/*"MATCAT2" -> "LMODULE"*/
/*"MATCAT2" -> "FLAGG"*/
/*"MATCAT2" -> "LNAGG"*/
/*"MATCAT2" -> "IXAGG"*/
/*"MATCAT2" -> "HOAGG"*/
/*"MATCAT2" -> "AGG"*/
/*"MATCAT2" -> "TYPE"*/
/*"MATCAT2" -> "EVALAB"*/
/*"MATCAT2" -> "IEVALAB"*/
/*"MATCAT2" -> "ELTAGG"*/
/*"MATCAT2" -> "ELTAB"*/
/*"MATCAT2" -> "CLAGG"*/
/*"MATCAT2" -> "KONVERT"*/
/*"MATCAT2" -> "ORDSET"*/
"MATCAT2" -> "MATCAT"
/*"MATCAT2" -> "ARR2CAT"*/

"PTCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PTCAT"]
"PTCAT" -> "VECTCAT"
/*"PTCAT" -> "A1AGG"*/
/*"PTCAT" -> "FLAGG"*/
/*"PTCAT" -> "LNAGG"*/
/*"PTCAT" -> "IXAGG"*/
/*"PTCAT" -> "HOAGG"*/
/*"PTCAT" -> "AGG"*/
/*"PTCAT" -> "TYPE"*/
/*"PTCAT" -> "SETCAT"*/
/*"PTCAT" -> "BASTYPE"*/
/*"PTCAT" -> "KOERCE"*/
/*"PTCAT" -> "EVALAB"*/
/*"PTCAT" -> "IEVALAB"*/
/*"PTCAT" -> "ELTAGG"*/
/*"PTCAT" -> "ELTAB"*/
/*"PTCAT" -> "CLAGG"*/
/*"PTCAT" -> "KONVERT"*/
/*"PTCAT" -> "ORDSET"*/

"STRICAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=STRICAT"]
"STRICAT" -> "SRAGG"
/*"STRICAT" -> "A1AGG"*/
/*"STRICAT" -> "FLAGG"*/
/*"STRICAT" -> "LNAGG"*/
/*"STRICAT" -> "IXAGG"*/
/*"STRICAT" -> "HOAGG"*/
/*"STRICAT" -> "AGG"*/
/*"STRICAT" -> "TYPE"*/
/*"STRICAT" -> "SETCAT"*/
/*"STRICAT" -> "BASTYPE"*/
/*"STRICAT" -> "KOERCE"*/
/*"STRICAT" -> "EVALAB"*/
/*"STRICAT" -> "IEVALAB"*/
/*"STRICAT" -> "ELTAGG"*/
/*"STRICAT" -> "ELTAB"*/
/*"STRICAT" -> "CLAGG"*/
/*"STRICAT" -> "KONVERT"*/
/*"STRICAT" -> "ORDSET"*/
/*"STRICAT" -> "OM"*/

"TRIMAT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TRIMAT"]
/*"TRIMAT" -> "INTDOM"*/
/*"TRIMAT" -> "COMRING"*/
/*"TRIMAT" -> "RING"*/
/*"TRIMAT" -> "RNG"*/
/*"TRIMAT" -> "ABELGRP"*/
/*"TRIMAT" -> "CABMON"*/
/*"TRIMAT" -> "ABELMON"*/
/*"TRIMAT" -> "ABELSG"*/
/*"TRIMAT" -> "SETCAT"*/
/*"TRIMAT" -> "BASTYPE"*/
/*"TRIMAT" -> "KOERCE"*/
/*"TRIMAT" -> "SGROUP"*/
/*"TRIMAT" -> "MONOID"*/
/*"TRIMAT" -> "LMODULE"*/
/*"TRIMAT" -> "BMODULE"*/
/*"TRIMAT" -> "RMODULE"*/
/*"TRIMAT" -> "ALGEBRA"*/
/*"TRIMAT" -> "MODULE"*/
/*"TRIMAT" -> "ENTIRER"*/
/*"TRIMAT" -> "FLAGG"*/
/*"TRIMAT" -> "LNAGG"*/
/*"TRIMAT" -> "IXAGG"*/
/*"TRIMAT" -> "HOAGG"*/
/*"TRIMAT" -> "AGG"*/
/*"TRIMAT" -> "TYPE"*/
/*"TRIMAT" -> "EVALAB"*/
/*"TRIMAT" -> "IEVALAB"*/
/*"TRIMAT" -> "ELTAGG"*/
/*"TRIMAT" -> "ELTAB"*/
/*"TRIMAT" -> "CLAGG"*/
/*"TRIMAT" -> "KONVERT"*/
/*"TRIMAT" -> "ORDSET"*/
"TRIMAT" -> "MATCAT"
/*"TRIMAT" -> "ARR2CAT"*/
/*"TRIMAT" -> "INT"*/
/*"TRIMAT" -> "NNI"*/
/*"TRIMAT" -> "PI"*/

"ULSCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ULSCAT",
          shape=ellipse]
/*"ULSCAT" -> "INS"*/
/*"ULSCAT" -> "UFD"*/
/*"ULSCAT" -> "GCDDOM"*/
/*"ULSCAT" -> "INTDOM"*/
/*"ULSCAT" -> "COMRING"*/
/*"ULSCAT" -> "RING"*/
/*"ULSCAT" -> "RNG"*/
/*"ULSCAT" -> "ABELGRP"*/
/*"ULSCAT" -> "CABMON"*/
/*"ULSCAT" -> "ABELMON"*/
/*"ULSCAT" -> "ABELSG"*/
/*"ULSCAT" -> "SETCAT"*/
/*"ULSCAT" -> "BASTYPE"*/
/*"ULSCAT" -> "KOERCE"*/
/*"ULSCAT" -> "SGROUP"*/
/*"ULSCAT" -> "MONOID"*/
/*"ULSCAT" -> "LMODULE"*/
/*"ULSCAT" -> "BMODULE"*/
/*"ULSCAT" -> "RMODULE"*/
/*"ULSCAT" -> "ALGEBRA"*/
/*"ULSCAT" -> "MODULE"*/
/*"ULSCAT" -> "ENTIRER"*/
/*"ULSCAT" -> "EUCDOM"*/
/*"ULSCAT" -> "PID"*/
/*"ULSCAT" -> "OINTDOM"*/
/*"ULSCAT" -> "ORDRING"*/
/*"ULSCAT" -> "OAGROUP"*/
/*"ULSCAT" -> "OCAMON"*/
/*"ULSCAT" -> "OAMON"*/
/*"ULSCAT" -> "OASGP"*/
/*"ULSCAT" -> "ORDSET"*/
/*"ULSCAT" -> "DIFRING"*/
/*"ULSCAT" -> "KONVERT"*/
/*"ULSCAT" -> "RETRACT"*/
/*"ULSCAT" -> "LINEXP"*/
/*"ULSCAT" -> "PATMAB"*/
/*"ULSCAT" -> "CFCAT"*/
/*"ULSCAT" -> "REAL"*/
/*"ULSCAT" -> "CHARZ"*/
/*"ULSCAT" -> "STEP"*/
"ULSCAT" -> "UPSCAT"
/*"ULSCAT" -> "PSCAT"*/
/*"ULSCAT" -> "AMR"*/
/*"ULSCAT" -> "CHARNZ"*/
/*"ULSCAT" -> "ELTAB"*/
/*"ULSCAT" -> "PDRING"*/
/*"ULSCAT" -> "RADCAT"*/
/*"ULSCAT" -> "TRANFUN"*/
/*"ULSCAT" -> "TRIGCAT"*/
/*"ULSCAT" -> "ATRIG"*/
/*"ULSCAT" -> "HYPCAT"*/
/*"ULSCAT" -> "AHYP"*/
/*"ULSCAT" -> "ELEMFUN"*/
/*"ULSCAT" -> "FIELD"*/
/*"ULSCAT" -> "DIVRING"*/

/* layer 10 */
/* depends on: IVECTOR PTCAT STRICAT */

"ASSOCEQ" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ASSOCEQ"]
/*"ASSOCEQ" -> "INTDOM"*/
/*"ASSOCEQ" -> "COMRING"*/
/*"ASSOCEQ" -> "RING"*/
/*"ASSOCEQ" -> "RNG"*/
/*"ASSOCEQ" -> "ABELGRP"*/
/*"ASSOCEQ" -> "CABMON"*/
/*"ASSOCEQ" -> "ABELMON"*/
/*"ASSOCEQ" -> "ABELSG"*/
/*"ASSOCEQ" -> "SETCAT"*/
/*"ASSOCEQ" -> "BASTYPE"*/
/*"ASSOCEQ" -> "KOERCE"*/
/*"ASSOCEQ" -> "SGROUP"*/
/*"ASSOCEQ" -> "MONOID"*/
/*"ASSOCEQ" -> "LMODULE"*/
/*"ASSOCEQ" -> "BMODULE"*/
/*"ASSOCEQ" -> "RMODULE"*/
/*"ASSOCEQ" -> "ALGEBRA"*/
/*"ASSOCEQ" -> "MODULE"*/
/*"ASSOCEQ" -> "ENTIRER"*/
/*"ASSOCEQ" -> "LODOCAT"*/
/*"ASSOCEQ" -> "OREPCAT"*/
/*"ASSOCEQ" -> "FRETRCT"*/
/*"ASSOCEQ" -> "RETRACT"*/
/*"ASSOCEQ" -> "ELTAB"*/
/*"ASSOCEQ" -> "SINT"*/
/*"ASSOCEQ" -> "NNI"*/
/*"ASSOCEQ" -> "INT"*/
/*"ASSOCEQ" -> "VECTCAT"*/
/*"ASSOCEQ" -> "A1AGG"*/
/*"ASSOCEQ" -> "FLAGG"*/
/*"ASSOCEQ" -> "LNAGG"*/
/*"ASSOCEQ" -> "IXAGG"*/
/*"ASSOCEQ" -> "HOAGG"*/
/*"ASSOCEQ" -> "AGG"*/
/*"ASSOCEQ" -> "TYPE"*/
/*"ASSOCEQ" -> "EVALAB"*/
/*"ASSOCEQ" -> "IEVALAB"*/
/*"ASSOCEQ" -> "ELTAGG"*/
/*"ASSOCEQ" -> "CLAGG"*/
/*"ASSOCEQ" -> "KONVERT"*/
/*"ASSOCEQ" -> "ORDSET"*/
/*"ASSOCEQ" -> "VECTOR"*/
"ASSOCEQ" -> "IVECTOR"
/*"ASSOCEQ" -> "IARRAY1"*/
/*"ASSOCEQ" -> "VECTCAT-"*/
/*"ASSOCEQ" -> "A1AGG-"*/
/*"ASSOCEQ" -> "LIST"*/
/*"ASSOCEQ" -> "ILIST"*/
/*"ASSOCEQ" -> "PI"*/
/*"ASSOCEQ" -> "BOOLEAN"*/
/*"ASSOCEQ" -> "FIELD"*/
/*"ASSOCEQ" -> "EUCDOM"*/
/*"ASSOCEQ" -> "PID"*/
/*"ASSOCEQ" -> "GCDDOM"*/
/*"ASSOCEQ" -> "UFD"*/
/*"ASSOCEQ" -> "DIVRING"*/

"CARTEN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=CARTEN"]
/*"CARTEN" -> "GRALG"*/
/*"CARTEN" -> "GRMOD"*/
/*"CARTEN" -> "SETCAT"*/
/*"CARTEN" -> "BASTYPE"*/
/*"CARTEN" -> "KOERCE"*/
/*"CARTEN" -> "RETRACT"*/
/*"CARTEN" -> "OAMONS"*/
/*"CARTEN" -> "OCAMON"*/
/*"CARTEN" -> "OAMON"*/
/*"CARTEN" -> "OASGP"*/
/*"CARTEN" -> "ORDSET"*/
/*"CARTEN" -> "ABELMON"*/
/*"CARTEN" -> "ABELSG"*/
/*"CARTEN" -> "CABMON"*/
/*"CARTEN" -> "INS"*/
/*"CARTEN" -> "UFD"*/
/*"CARTEN" -> "GCDDOM"*/
/*"CARTEN" -> "INTDOM"*/
/*"CARTEN" -> "COMRING"*/
/*"CARTEN" -> "RING"*/
/*"CARTEN" -> "RNG"*/
/*"CARTEN" -> "ABELGRP"*/
/*"CARTEN" -> "SGROUP"*/
/*"CARTEN" -> "MONOID"*/
/*"CARTEN" -> "LMODULE"*/
/*"CARTEN" -> "BMODULE"*/
/*"CARTEN" -> "RMODULE"*/
/*"CARTEN" -> "ALGEBRA"*/
/*"CARTEN" -> "MODULE"*/
/*"CARTEN" -> "ENTIRER"*/
/*"CARTEN" -> "EUCDOM"*/
/*"CARTEN" -> "PID"*/
/*"CARTEN" -> "OINTDOM"*/
/*"CARTEN" -> "ORDRING"*/
/*"CARTEN" -> "OAGROUP"*/
/*"CARTEN" -> "DIFRING"*/
/*"CARTEN" -> "KONVERT"*/
/*"CARTEN" -> "LINEXP"*/
/*"CARTEN" -> "PATMAB"*/
/*"CARTEN" -> "CFCAT"*/
/*"CARTEN" -> "REAL"*/
/*"CARTEN" -> "CHARZ"*/
/*"CARTEN" -> "STEP"*/
/*"CARTEN" -> "NNI"*/
/*"CARTEN" -> "INT"*/
/*"CARTEN" -> "MONOID-"*/
/*"CARTEN" -> "ABELMON-"*/
/*"CARTEN" -> "ORDSET-"*/
/*"CARTEN" -> "SGROUP-"*/
/*"CARTEN" -> "VECTCAT"*/
/*"CARTEN" -> "A1AGG"*/
/*"CARTEN" -> "FLAGG"*/
/*"CARTEN" -> "LNAGG"*/
/*"CARTEN" -> "IXAGG"*/
/*"CARTEN" -> "HOAGG"*/
/*"CARTEN" -> "AGG"*/
/*"CARTEN" -> "TYPE"*/
/*"CARTEN" -> "EVALAB"*/
/*"CARTEN" -> "IEVALAB"*/
/*"CARTEN" -> "ELTAGG"*/
/*"CARTEN" -> "ELTAB"*/
/*"CARTEN" -> "CLAGG"*/
/*"CARTEN" -> "VECTOR"*/
"CARTEN" -> "IVECTOR"
/*"CARTEN" -> "IARRAY1"*/
/*"CARTEN" -> "SINT"*/
/*"CARTEN" -> "PI"*/
/*"CARTEN" -> "INS-"*/
/*"CARTEN" -> "EUCDOM-"*/
/*"CARTEN" -> "UFD-"*/
/*"CARTEN" -> "GCDDOM-"*/
/*"CARTEN" -> "INTDOM-"*/
/*"CARTEN" -> "ALGEBRA-"*/
/*"CARTEN" -> "DIFRING-"*/
/*"CARTEN" -> "ORDRING-"*/
/*"CARTEN" -> "MODULE-"*/
/*"CARTEN" -> "RING-"*/
/*"CARTEN" -> "ABELGRP-"*/
/*"CARTEN" -> "BOOLEAN"*/
/*"CARTEN" -> "LSAGG"*/
/*"CARTEN" -> "STAGG"*/
/*"CARTEN" -> "URAGG"*/
/*"CARTEN" -> "RCAGG"*/
/*"CARTEN" -> "ELAGG"*/
/*"CARTEN" -> "OM"*/
/*"CARTEN" -> "LIST"*/
/*"CARTEN" -> "ILIST"*/
/*"CARTEN" -> "LSAGG-"*/
/*"CARTEN" -> "STAGG-"*/
/*"CARTEN" -> "ELAGG-"*/
/*"CARTEN" -> "FLAGG-"*/
/*"CARTEN" -> "URAGG-"*/
/*"CARTEN" -> "LNAGG-"*/
/*"CARTEN" -> "RCAGG-"*/
/*"CARTEN" -> "IXAGG-"*/
/*"CARTEN" -> "CLAGG-"*/
/*"CARTEN" -> "HOAGG-"*/
/*"CARTEN" -> "AGG-"*/
/*"CARTEN" -> "ELTAGG-"*/
/*"CARTEN" -> "SETCAT-"*/
/*"CARTEN" -> "BASTYPE-"*/

"CLIF" [color="#88FF44",href="bookvol10.3.pdf#nameddest=CLIF"]
/*"CLIF" -> "RING"*/
/*"CLIF" -> "RNG"*/
/*"CLIF" -> "ABELGRP"*/
/*"CLIF" -> "CABMON"*/
/*"CLIF" -> "ABELMON"*/
/*"CLIF" -> "ABELSG"*/
/*"CLIF" -> "SETCAT"*/
/*"CLIF" -> "BASTYPE"*/
/*"CLIF" -> "KOERCE"*/
/*"CLIF" -> "SGROUP"*/
/*"CLIF" -> "MONOID"*/
/*"CLIF" -> "LMODULE"*/
/*"CLIF" -> "ALGEBRA"*/
/*"CLIF" -> "MODULE"*/
/*"CLIF" -> "BMODULE"*/
/*"CLIF" -> "RMODULE"*/
/*"CLIF" -> "VSPACE"*/
/*"CLIF" -> "FIELD"*/
/*"CLIF" -> "EUCDOM"*/
/*"CLIF" -> "PID"*/
/*"CLIF" -> "GCDDOM"*/
/*"CLIF" -> "INTDOM"*/
/*"CLIF" -> "COMRING"*/
/*"CLIF" -> "ENTIRER"*/
/*"CLIF" -> "UFD"*/
/*"CLIF" -> "DIVRING"*/
/*"CLIF" -> "SINT"*/
/*"CLIF" -> "PI"*/
/*"CLIF" -> "NNI"*/
/*"CLIF" -> "INT"*/
/*"CLIF" -> "MONOID-"*/
/*"CLIF" -> "ABELSG-"*/
/*"CLIF" -> "SGROUP-"*/
/*"CLIF" -> "PRIMARR"*/
/*"CLIF" -> "BOOLEAN"*/
/*"CLIF" -> "A1AGG"*/
/*"CLIF" -> "FLAGG"*/
/*"CLIF" -> "LNAGG"*/
/*"CLIF" -> "IXAGG"*/
/*"CLIF" -> "HOAGG"*/
/*"CLIF" -> "AGG"*/
/*"CLIF" -> "TYPE"*/
/*"CLIF" -> "EVALAB"*/
/*"CLIF" -> "IEVALAB"*/
/*"CLIF" -> "ELTAGG"*/
/*"CLIF" -> "ELTAB"*/
/*"CLIF" -> "CLAGG"*/
/*"CLIF" -> "KONVERT"*/
/*"CLIF" -> "ORDSET"*/
/*"CLIF" -> "INS-"*/
/*"CLIF" -> "LIST"*/
/*"CLIF" -> "ILIST"*/
/*"CLIF" -> "LSAGG-"*/
/*"CLIF" -> "STAGG-"*/
/*"CLIF" -> "LSAGG"*/
/*"CLIF" -> "STAGG"*/
/*"CLIF" -> "URAGG"*/
/*"CLIF" -> "RCAGG"*/
/*"CLIF" -> "ELAGG"*/
/*"CLIF" -> "OM"*/
/*"CLIF" -> "ELAGG-"*/
/*"CLIF" -> "FLAGG-"*/
/*"CLIF" -> "URAGG-"*/
/*"CLIF" -> "LNAGG-"*/
/*"CLIF" -> "RCAGG-"*/
/*"CLIF" -> "IXAGG-"*/
/*"CLIF" -> "VECTOR"*/
/*"CLIF" -> "VECTCAT"*/
"CLIF" -> "IVECTOR"
/*"CLIF" -> "IARRAY1"*/
/*"CLIF" -> "VECTCAT-"*/
/*"CLIF" -> "A1AGG-"*/

"CLIP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CLIP"]
/*"CLIP" -> "DFLOAT"*/
/*"CLIP" -> "FPS-"*/
/*"CLIP" -> "RNS-"*/
/*"CLIP" -> "FIELD-"*/
/*"CLIP" -> "EUCDOM-"*/
/*"CLIP" -> "UFD-"*/
/*"CLIP" -> "GCDDOM-"*/
/*"CLIP" -> "DIVRING-"*/
/*"CLIP" -> "INTDOM-"*/
/*"CLIP" -> "ALGEBRA-"*/
/*"CLIP" -> "DIFRING-"*/
/*"CLIP" -> "ORDRING-"*/
/*"CLIP" -> "MODULE-"*/
/*"CLIP" -> "RING-"*/
/*"CLIP" -> "ABELGRP-"*/
/*"CLIP" -> "ABELMON-"*/
/*"CLIP" -> "MONOID-"*/
/*"CLIP" -> "ORDSET-"*/
/*"CLIP" -> "ABELSG-"*/
/*"CLIP" -> "SGROUP-"*/
/*"CLIP" -> "TRANFUN-"*/
/*"CLIP" -> "SETCAT-"*/
/*"CLIP" -> "ELEMFUN-"*/
/*"CLIP" -> "HYPCAT-"*/
/*"CLIP" -> "ATRIG-"*/
/*"CLIP" -> "TRIGCAT-"*/
/*"CLIP" -> "RADCAT-"*/
/*"CLIP" -> "RETRACT-"*/
/*"CLIP" -> "BASTYPE-"*/
/*"CLIP" -> "FPS"*/
/*"CLIP" -> "RNS"*/
/*"CLIP" -> "FIELD"*/
/*"CLIP" -> "EUCDOM"*/
/*"CLIP" -> "PID"*/
/*"CLIP" -> "GCDDOM"*/
/*"CLIP" -> "INTDOM"*/
/*"CLIP" -> "COMRING"*/
/*"CLIP" -> "RING"*/
/*"CLIP" -> "RNG"*/
/*"CLIP" -> "ABELGRP"*/
/*"CLIP" -> "CABMON"*/
/*"CLIP" -> "ABELMON"*/
/*"CLIP" -> "ABELSG"*/
/*"CLIP" -> "SETCAT"*/
/*"CLIP" -> "BASTYPE"*/
/*"CLIP" -> "KOERCE"*/
/*"CLIP" -> "SGROUP"*/
/*"CLIP" -> "MONOID"*/
/*"CLIP" -> "LMODULE"*/
/*"CLIP" -> "BMODULE"*/
/*"CLIP" -> "RMODULE"*/
/*"CLIP" -> "ALGEBRA"*/
/*"CLIP" -> "MODULE"*/
/*"CLIP" -> "ENTIRER"*/
/*"CLIP" -> "UFD"*/
/*"CLIP" -> "DIVRING"*/
/*"CLIP" -> "ORDRING"*/
/*"CLIP" -> "OAGROUP"*/
/*"CLIP" -> "OCAMON"*/
/*"CLIP" -> "OAMON"*/
/*"CLIP" -> "OASGP"*/
/*"CLIP" -> "ORDSET"*/
/*"CLIP" -> "REAL"*/
/*"CLIP" -> "KONVERT"*/
/*"CLIP" -> "RETRACT"*/
/*"CLIP" -> "RADCAT"*/
/*"CLIP" -> "PATMAB"*/
/*"CLIP" -> "CHARZ"*/
"CLIP" -> "PTCAT"
/*"CLIP" -> "VECTCAT"*/
/*"CLIP" -> "A1AGG"*/
/*"CLIP" -> "FLAGG"*/
/*"CLIP" -> "LNAGG"*/
/*"CLIP" -> "IXAGG"*/
/*"CLIP" -> "HOAGG"*/
/*"CLIP" -> "AGG"*/
/*"CLIP" -> "TYPE"*/
/*"CLIP" -> "EVALAB"*/
/*"CLIP" -> "IEVALAB"*/
/*"CLIP" -> "ELTAGG"*/
/*"CLIP" -> "ELTAB"*/
/*"CLIP" -> "CLAGG"*/
/*"CLIP" -> "INS"*/
/*"CLIP" -> "OINTDOM"*/
/*"CLIP" -> "DIFRING"*/
/*"CLIP" -> "LINEXP"*/
/*"CLIP" -> "CFCAT"*/
/*"CLIP" -> "STEP"*/
/*"CLIP" -> "OM"*/
/*"CLIP" -> "INT"*/
/*"CLIP" -> "LIST"*/
/*"CLIP" -> "ILIST"*/
/*"CLIP" -> "LSAGG-"*/
/*"CLIP" -> "STAGG-"*/
/*"CLIP" -> "LSAGG"*/
/*"CLIP" -> "STAGG"*/
/*"CLIP" -> "URAGG"*/
/*"CLIP" -> "RCAGG"*/
/*"CLIP" -> "ELAGG"*/
/*"CLIP" -> "ELAGG-"*/
/*"CLIP" -> "FLAGG-"*/
/*"CLIP" -> "INS-"*/
/*"CLIP" -> "PI"*/
/*"CLIP" -> "NNI"*/
/*"CLIP" -> "SINT"*/
/*"CLIP" -> "BOOLEAN"*/
/*"CLIP" -> "URAGG-"*/

"COORDSYS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=COORDSYS"]
/*"COORDSYS" -> "FIELD"*/
/*"COORDSYS" -> "EUCDOM"*/
/*"COORDSYS" -> "PID"*/
/*"COORDSYS" -> "GCDDOM"*/
/*"COORDSYS" -> "INTDOM"*/
/*"COORDSYS" -> "COMRING"*/
/*"COORDSYS" -> "RING"*/
/*"COORDSYS" -> "RNG"*/
/*"COORDSYS" -> "ABELGRP"*/
/*"COORDSYS" -> "CABMON"*/
/*"COORDSYS" -> "ABELMON"*/
/*"COORDSYS" -> "ABELSG"*/
/*"COORDSYS" -> "SETCAT"*/
/*"COORDSYS" -> "BASTYPE"*/
/*"COORDSYS" -> "KOERCE"*/
/*"COORDSYS" -> "SGROUP"*/
/*"COORDSYS" -> "MONOID"*/
/*"COORDSYS" -> "LMODULE"*/
/*"COORDSYS" -> "BMODULE"*/
/*"COORDSYS" -> "RMODULE"*/
/*"COORDSYS" -> "ALGEBRA"*/
/*"COORDSYS" -> "MODULE"*/
/*"COORDSYS" -> "ENTIRER"*/
/*"COORDSYS" -> "UFD"*/
/*"COORDSYS" -> "DIVRING"*/
/*"COORDSYS" -> "TRANFUN"*/
/*"COORDSYS" -> "TRIGCAT"*/
/*"COORDSYS" -> "ATRIG"*/
/*"COORDSYS" -> "HYPCAT"*/
/*"COORDSYS" -> "AHYP"*/
/*"COORDSYS" -> "ELEMFUN"*/
/*"COORDSYS" -> "RADCAT"*/
/*"COORDSYS" -> "INT"*/
/*"COORDSYS" -> "PI"*/
/*"COORDSYS" -> "NNI"*/
"COORDSYS" -> "PTCAT"
/*"COORDSYS" -> "VECTCAT"*/
/*"COORDSYS" -> "A1AGG"*/
/*"COORDSYS" -> "FLAGG"*/
/*"COORDSYS" -> "LNAGG"*/
/*"COORDSYS" -> "IXAGG"*/
/*"COORDSYS" -> "HOAGG"*/
/*"COORDSYS" -> "AGG"*/
/*"COORDSYS" -> "TYPE"*/
/*"COORDSYS" -> "EVALAB"*/
/*"COORDSYS" -> "IEVALAB"*/
/*"COORDSYS" -> "ELTAGG"*/
/*"COORDSYS" -> "ELTAB"*/
/*"COORDSYS" -> "CLAGG"*/
/*"COORDSYS" -> "KONVERT"*/
/*"COORDSYS" -> "ORDSET"*/

"DBASE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DBASE"]
/*"DBASE" -> "SETCAT"*/
/*"DBASE" -> "BASTYPE"*/
/*"DBASE" -> "KOERCE"*/
/*"DBASE" -> "ORDSET"*/
"DBASE" -> "STRICAT"
/*"DBASE" -> "SRAGG"*/
/*"DBASE" -> "A1AGG"*/
/*"DBASE" -> "FLAGG"*/
/*"DBASE" -> "LNAGG"*/
/*"DBASE" -> "IXAGG"*/
/*"DBASE" -> "HOAGG"*/
/*"DBASE" -> "AGG"*/
/*"DBASE" -> "TYPE"*/
/*"DBASE" -> "EVALAB"*/
/*"DBASE" -> "IEVALAB"*/
/*"DBASE" -> "ELTAGG"*/
/*"DBASE" -> "ELTAB"*/
/*"DBASE" -> "CLAGG"*/
/*"DBASE" -> "KONVERT"*/
/*"DBASE" -> "OM"*/
/*"DBASE" -> "INT"*/
/*"DBASE" -> "LIST"*/
/*"DBASE" -> "ILIST"*/
/*"DBASE" -> "LSAGG-"*/
/*"DBASE" -> "STAGG-"*/
/*"DBASE" -> "ELAGG-"*/
/*"DBASE" -> "FLAGG-"*/
/*"DBASE" -> "LSAGG"*/
/*"DBASE" -> "STAGG"*/
/*"DBASE" -> "URAGG"*/
/*"DBASE" -> "RCAGG"*/
/*"DBASE" -> "ELAGG"*/
/*"DBASE" -> "NNI"*/
/*"DBASE" -> "SINT"*/
/*"DBASE" -> "PI"*/

"DHMATRIX" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DHMATRIX"]
/*"DHMATRIX" -> "MATCAT"*/
/*"DHMATRIX" -> "ARR2CAT"*/
/*"DHMATRIX" -> "HOAGG"*/
/*"DHMATRIX" -> "AGG"*/
/*"DHMATRIX" -> "TYPE"*/
/*"DHMATRIX" -> "SETCAT"*/
/*"DHMATRIX" -> "BASTYPE"*/
/*"DHMATRIX" -> "KOERCE"*/
/*"DHMATRIX" -> "EVALAB"*/
/*"DHMATRIX" -> "IEVALAB"*/
/*"DHMATRIX" -> "FIELD"*/
/*"DHMATRIX" -> "EUCDOM"*/
/*"DHMATRIX" -> "PID"*/
/*"DHMATRIX" -> "GCDDOM"*/
/*"DHMATRIX" -> "INTDOM"*/
/*"DHMATRIX" -> "COMRING"*/
/*"DHMATRIX" -> "RING"*/
/*"DHMATRIX" -> "RNG"*/
/*"DHMATRIX" -> "ABELGRP"*/
/*"DHMATRIX" -> "CABMON"*/
/*"DHMATRIX" -> "ABELMON"*/
/*"DHMATRIX" -> "ABELSG"*/
/*"DHMATRIX" -> "SGROUP"*/
/*"DHMATRIX" -> "MONOID"*/
/*"DHMATRIX" -> "LMODULE"*/
/*"DHMATRIX" -> "BMODULE"*/
/*"DHMATRIX" -> "RMODULE"*/
/*"DHMATRIX" -> "ALGEBRA"*/
/*"DHMATRIX" -> "MODULE"*/
/*"DHMATRIX" -> "ENTIRER"*/
/*"DHMATRIX" -> "UFD"*/
/*"DHMATRIX" -> "DIVRING"*/
/*"DHMATRIX" -> "VECTCAT"*/
/*"DHMATRIX" -> "A1AGG"*/
/*"DHMATRIX" -> "FLAGG"*/
/*"DHMATRIX" -> "LNAGG"*/
/*"DHMATRIX" -> "IXAGG"*/
/*"DHMATRIX" -> "ELTAGG"*/
/*"DHMATRIX" -> "ELTAB"*/
/*"DHMATRIX" -> "CLAGG"*/
/*"DHMATRIX" -> "KONVERT"*/
/*"DHMATRIX" -> "ORDSET"*/
/*"DHMATRIX" -> "TRANFUN"*/
/*"DHMATRIX" -> "TRIGCAT"*/
/*"DHMATRIX" -> "ATRIG"*/
/*"DHMATRIX" -> "HYPCAT"*/
/*"DHMATRIX" -> "AHYP"*/
/*"DHMATRIX" -> "ELEMFUN"*/
/*"DHMATRIX" -> "INT"*/
/*"DHMATRIX" -> "VECTOR"*/
"DHMATRIX" -> "IVECTOR"
/*"DHMATRIX" -> "IARRAY1"*/
/*"DHMATRIX" -> "VECTCAT-"*/
/*"DHMATRIX" -> "A1AGG-"*/
/*"DHMATRIX" -> "FLAGG-"*/
/*"DHMATRIX" -> "LNAGG-"*/

"DIOSP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DIOSP"]
/*"DIOSP" -> "INS"*/
/*"DIOSP" -> "UFD"*/
/*"DIOSP" -> "GCDDOM"*/
/*"DIOSP" -> "INTDOM"*/
/*"DIOSP" -> "COMRING"*/
/*"DIOSP" -> "RING"*/
/*"DIOSP" -> "RNG"*/
/*"DIOSP" -> "ABELGRP"*/
/*"DIOSP" -> "CABMON"*/
/*"DIOSP" -> "ABELMON"*/
/*"DIOSP" -> "ABELSG"*/
/*"DIOSP" -> "SETCAT"*/
/*"DIOSP" -> "BASTYPE"*/
/*"DIOSP" -> "KOERCE"*/
/*"DIOSP" -> "SGROUP"*/
/*"DIOSP" -> "MONOID"*/
/*"DIOSP" -> "LMODULE"*/
/*"DIOSP" -> "BMODULE"*/
/*"DIOSP" -> "RMODULE"*/
/*"DIOSP" -> "ALGEBRA"*/
/*"DIOSP" -> "MODULE"*/
/*"DIOSP" -> "ENTIRER"*/
/*"DIOSP" -> "EUCDOM"*/
/*"DIOSP" -> "PID"*/
/*"DIOSP" -> "OINTDOM"*/
/*"DIOSP" -> "ORDRING"*/
/*"DIOSP" -> "OAGROUP"*/
/*"DIOSP" -> "OCAMON"*/
/*"DIOSP" -> "OAMON"*/
/*"DIOSP" -> "OASGP"*/
/*"DIOSP" -> "ORDSET"*/
/*"DIOSP" -> "DIFRING"*/
/*"DIOSP" -> "KONVERT"*/
/*"DIOSP" -> "RETRACT"*/
/*"DIOSP" -> "LINEXP"*/
/*"DIOSP" -> "PATMAB"*/
/*"DIOSP" -> "CFCAT"*/
/*"DIOSP" -> "REAL"*/
/*"DIOSP" -> "CHARZ"*/
/*"DIOSP" -> "STEP"*/
/*"DIOSP" -> "NNI"*/
/*"DIOSP" -> "INT"*/
/*"DIOSP" -> "LIST"*/
/*"DIOSP" -> "ILIST"*/
/*"DIOSP" -> "OAMONS"*/
/*"DIOSP" -> "VECTOR"*/
"DIOSP" -> "IVECTOR"
/*"DIOSP" -> "IARRAY1"*/
/*"DIOSP" -> "VECTCAT-"*/
/*"DIOSP" -> "A1AGG-"*/
/*"DIOSP" -> "FLAGG-"*/
/*"DIOSP" -> "LNAGG-"*/
/*"DIOSP" -> "IXAGG-"*/
/*"DIOSP" -> "CLAGG-"*/
/*"DIOSP" -> "HOAGG-"*/
/*"DIOSP" -> "ORDSET-"*/
/*"DIOSP" -> "AGG-"*/
/*"DIOSP" -> "ELTAGG-"*/
/*"DIOSP" -> "SETCAT-"*/
/*"DIOSP" -> "BASTYPE-"*/
/*"DIOSP" -> "BOOLEAN"*/
/*"DIOSP" -> "VECTCAT"*/
/*"DIOSP" -> "A1AGG"*/
/*"DIOSP" -> "FLAGG"*/
/*"DIOSP" -> "LNAGG"*/
/*"DIOSP" -> "IXAGG"*/
/*"DIOSP" -> "HOAGG"*/
/*"DIOSP" -> "AGG"*/
/*"DIOSP" -> "TYPE"*/
/*"DIOSP" -> "EVALAB"*/
/*"DIOSP" -> "IEVALAB"*/
/*"DIOSP" -> "ELTAGG"*/
/*"DIOSP" -> "ELTAB"*/
/*"DIOSP" -> "CLAGG"*/
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/*"NUMQUAD" -> "SINT"*/
/*"NUMQUAD" -> "LSAGG"*/
/*"NUMQUAD" -> "STAGG"*/
/*"NUMQUAD" -> "URAGG"*/
/*"NUMQUAD" -> "RCAGG"*/
/*"NUMQUAD" -> "HOAGG"*/
/*"NUMQUAD" -> "AGG"*/
/*"NUMQUAD" -> "TYPE"*/
/*"NUMQUAD" -> "SETCAT"*/
/*"NUMQUAD" -> "BASTYPE"*/
/*"NUMQUAD" -> "KOERCE"*/
/*"NUMQUAD" -> "EVALAB"*/
/*"NUMQUAD" -> "IEVALAB"*/
/*"NUMQUAD" -> "LNAGG"*/
/*"NUMQUAD" -> "IXAGG"*/
/*"NUMQUAD" -> "ELTAGG"*/
/*"NUMQUAD" -> "ELTAB"*/
/*"NUMQUAD" -> "CLAGG"*/
/*"NUMQUAD" -> "KONVERT"*/
/*"NUMQUAD" -> "FLAGG"*/
/*"NUMQUAD" -> "ORDSET"*/
/*"NUMQUAD" -> "ELAGG"*/
/*"NUMQUAD" -> "OM"*/
/*"NUMQUAD" -> "LIST"*/
/*"NUMQUAD" -> "ILIST"*/
/*"NUMQUAD" -> "LSAGG-"*/
/*"NUMQUAD" -> "STAGG-"*/
/*"NUMQUAD" -> "VECTOR"*/
"NUMQUAD" -> "IVECTOR"
/*"NUMQUAD" -> "IARRAY1"*/
/*"NUMQUAD" -> "VECTCAT"*/
/*"NUMQUAD" -> "A1AGG"*/
/*"NUMQUAD" -> "INS-"*/
/*"NUMQUAD" -> "EUCDOM-"*/
/*"NUMQUAD" -> "UFD-"*/
/*"NUMQUAD" -> "GCDDOM-"*/
/*"NUMQUAD" -> "INTDOM-"*/
/*"NUMQUAD" -> "ALGEBRA-"*/
/*"NUMQUAD" -> "DIFRING-"*/
/*"NUMQUAD" -> "ORDRING-"*/
/*"NUMQUAD" -> "MODULE-"*/
/*"NUMQUAD" -> "RING-"*/
/*"NUMQUAD" -> "ABELGRP-"*/
/*"NUMQUAD" -> "ABELMON-"*/
/*"NUMQUAD" -> "VECTCAT-"*/
/*"NUMQUAD" -> "A1AGG-"*/

"ODESYS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODESYS"]
/*"ODESYS" -> "FIELD"*/
/*"ODESYS" -> "EUCDOM"*/
/*"ODESYS" -> "PID"*/
/*"ODESYS" -> "GCDDOM"*/
/*"ODESYS" -> "INTDOM"*/
/*"ODESYS" -> "COMRING"*/
/*"ODESYS" -> "RING"*/
/*"ODESYS" -> "RNG"*/
/*"ODESYS" -> "ABELGRP"*/
/*"ODESYS" -> "CABMON"*/
/*"ODESYS" -> "ABELMON"*/
/*"ODESYS" -> "ABELSG"*/
/*"ODESYS" -> "SETCAT"*/
/*"ODESYS" -> "BASTYPE"*/
/*"ODESYS" -> "KOERCE"*/
/*"ODESYS" -> "SGROUP"*/
/*"ODESYS" -> "MONOID"*/
/*"ODESYS" -> "LMODULE"*/
/*"ODESYS" -> "BMODULE"*/
/*"ODESYS" -> "RMODULE"*/
/*"ODESYS" -> "ALGEBRA"*/
/*"ODESYS" -> "MODULE"*/
/*"ODESYS" -> "ENTIRER"*/
/*"ODESYS" -> "UFD"*/
/*"ODESYS" -> "DIVRING"*/
/*"ODESYS" -> "LODOCAT"*/
/*"ODESYS" -> "OREPCAT"*/
/*"ODESYS" -> "FRETRCT"*/
/*"ODESYS" -> "RETRACT"*/
/*"ODESYS" -> "ELTAB"*/
/*"ODESYS" -> "INT"*/
/*"ODESYS" -> "LIST"*/
/*"ODESYS" -> "ILIST"*/
/*"ODESYS" -> "NNI"*/
/*"ODESYS" -> "VECTOR"*/
"ODESYS" -> "IVECTOR"
/*"ODESYS" -> "IARRAY1"*/
/*"ODESYS" -> "LSAGG"*/
/*"ODESYS" -> "STAGG"*/
/*"ODESYS" -> "URAGG"*/
/*"ODESYS" -> "RCAGG"*/
/*"ODESYS" -> "HOAGG"*/
/*"ODESYS" -> "AGG"*/
/*"ODESYS" -> "TYPE"*/
/*"ODESYS" -> "EVALAB"*/
/*"ODESYS" -> "IEVALAB"*/
/*"ODESYS" -> "LNAGG"*/
/*"ODESYS" -> "IXAGG"*/
/*"ODESYS" -> "ELTAGG"*/
/*"ODESYS" -> "CLAGG"*/
/*"ODESYS" -> "KONVERT"*/
/*"ODESYS" -> "FLAGG"*/
/*"ODESYS" -> "ORDSET"*/
/*"ODESYS" -> "ELAGG"*/
/*"ODESYS" -> "OM"*/
/*"ODESYS" -> "LSAGG-"*/
/*"ODESYS" -> "STAGG-"*/
/*"ODESYS" -> "ELAGG-"*/
/*"ODESYS" -> "FLAGG-"*/
/*"ODESYS" -> "URAGG-"*/
/*"ODESYS" -> "LNAGG-"*/
/*"ODESYS" -> "RCAGG-"*/
/*"ODESYS" -> "IXAGG-"*/
/*"ODESYS" -> "CLAGG-"*/
/*"ODESYS" -> "VECTCAT"*/
/*"ODESYS" -> "A1AGG"*/
/*"ODESYS" -> "SINT"*/
/*"ODESYS" -> "INS"*/
/*"ODESYS" -> "OINTDOM"*/
/*"ODESYS" -> "ORDRING"*/
/*"ODESYS" -> "OAGROUP"*/
/*"ODESYS" -> "OCAMON"*/
/*"ODESYS" -> "OAMON"*/
/*"ODESYS" -> "OASGP"*/
/*"ODESYS" -> "DIFRING"*/
/*"ODESYS" -> "LINEXP"*/
/*"ODESYS" -> "PATMAB"*/
/*"ODESYS" -> "CFCAT"*/
/*"ODESYS" -> "REAL"*/
/*"ODESYS" -> "CHARZ"*/
/*"ODESYS" -> "STEP"*/
/*"ODESYS" -> "BOOLEAN"*/
/*"ODESYS" -> "VECTCAT-"*/
/*"ODESYS" -> "A1AGG-"*/

"ODETOOLS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODETOOLS"]
/*"ODETOOLS" -> "FIELD"*/
/*"ODETOOLS" -> "EUCDOM"*/
/*"ODETOOLS" -> "PID"*/
/*"ODETOOLS" -> "GCDDOM"*/
/*"ODETOOLS" -> "INTDOM"*/
/*"ODETOOLS" -> "COMRING"*/
/*"ODETOOLS" -> "RING"*/
/*"ODETOOLS" -> "RNG"*/
/*"ODETOOLS" -> "ABELGRP"*/
/*"ODETOOLS" -> "CABMON"*/
/*"ODETOOLS" -> "ABELMON"*/
/*"ODETOOLS" -> "ABELSG"*/
/*"ODETOOLS" -> "SETCAT"*/
/*"ODETOOLS" -> "BASTYPE"*/
/*"ODETOOLS" -> "KOERCE"*/
/*"ODETOOLS" -> "SGROUP"*/
/*"ODETOOLS" -> "MONOID"*/
/*"ODETOOLS" -> "LMODULE"*/
/*"ODETOOLS" -> "BMODULE"*/
/*"ODETOOLS" -> "RMODULE"*/
/*"ODETOOLS" -> "ALGEBRA"*/
/*"ODETOOLS" -> "MODULE"*/
/*"ODETOOLS" -> "ENTIRER"*/
/*"ODETOOLS" -> "UFD"*/
/*"ODETOOLS" -> "DIVRING"*/
/*"ODETOOLS" -> "LODOCAT"*/
/*"ODETOOLS" -> "OREPCAT"*/
/*"ODETOOLS" -> "FRETRCT"*/
/*"ODETOOLS" -> "RETRACT"*/
/*"ODETOOLS" -> "ELTAB"*/
/*"ODETOOLS" -> "LSAGG"*/
/*"ODETOOLS" -> "STAGG"*/
/*"ODETOOLS" -> "URAGG"*/
/*"ODETOOLS" -> "RCAGG"*/
/*"ODETOOLS" -> "HOAGG"*/
/*"ODETOOLS" -> "AGG"*/
/*"ODETOOLS" -> "TYPE"*/
/*"ODETOOLS" -> "EVALAB"*/
/*"ODETOOLS" -> "IEVALAB"*/
/*"ODETOOLS" -> "LNAGG"*/
/*"ODETOOLS" -> "IXAGG"*/
/*"ODETOOLS" -> "ELTAGG"*/
/*"ODETOOLS" -> "CLAGG"*/
/*"ODETOOLS" -> "KONVERT"*/
/*"ODETOOLS" -> "FLAGG"*/
/*"ODETOOLS" -> "ORDSET"*/
/*"ODETOOLS" -> "ELAGG"*/
/*"ODETOOLS" -> "OM"*/
/*"ODETOOLS" -> "INT"*/
/*"ODETOOLS" -> "LIST"*/
/*"ODETOOLS" -> "ILIST"*/
/*"ODETOOLS" -> "VECTOR"*/
/*"ODETOOLS" -> "VECTCAT"*/
/*"ODETOOLS" -> "A1AGG"*/
"ODETOOLS" -> "IVECTOR"
/*"ODETOOLS" -> "IARRAY1"*/
/*"ODETOOLS" -> "INS"*/
/*"ODETOOLS" -> "OINTDOM"*/
/*"ODETOOLS" -> "ORDRING"*/
/*"ODETOOLS" -> "OAGROUP"*/
/*"ODETOOLS" -> "OCAMON"*/
/*"ODETOOLS" -> "OAMON"*/
/*"ODETOOLS" -> "OASGP"*/
/*"ODETOOLS" -> "DIFRING"*/
/*"ODETOOLS" -> "LINEXP"*/
/*"ODETOOLS" -> "PATMAB"*/
/*"ODETOOLS" -> "CFCAT"*/
/*"ODETOOLS" -> "REAL"*/
/*"ODETOOLS" -> "CHARZ"*/
/*"ODETOOLS" -> "STEP"*/

"ORDFUNS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ORDFUNS"]
/*"ORDFUNS" -> "OAMON"*/
/*"ORDFUNS" -> "OAMON"*/
/*"ORDFUNS" -> "OASGP"*/
/*"ORDFUNS" -> "ORDSET"*/
/*"ORDFUNS" -> "SETCAT"*/
/*"ORDFUNS" -> "BASTYPE"*/
/*"ORDFUNS" -> "KOERCE"*/
/*"ORDFUNS" -> "ABELMON"*/
/*"ORDFUNS" -> "ABELSG"*/
/*"ORDFUNS" -> "SINT"*/
/*"ORDFUNS" -> "NNI"*/
/*"ORDFUNS" -> "INT"*/
/*"ORDFUNS" -> "VECTOR"*/
"ORDFUNS" -> "IVECTOR"
/*"ORDFUNS" -> "IARRAY1"*/
/*"ORDFUNS" -> "BOOLEAN"*/

"PERMAN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PERMAN"]
/*"PERMAN" -> "RING"*/
/*"PERMAN" -> "RNG"*/
/*"PERMAN" -> "ABELGRP"*/
/*"PERMAN" -> "CABMON"*/
/*"PERMAN" -> "ABELMON"*/
/*"PERMAN" -> "ABELSG"*/
/*"PERMAN" -> "SETCAT"*/
/*"PERMAN" -> "BASTYPE"*/
/*"PERMAN" -> "KOERCE"*/
/*"PERMAN" -> "SGROUP"*/
/*"PERMAN" -> "MONOID"*/
/*"PERMAN" -> "LMODULE"*/
/*"PERMAN" -> "INT"*/
/*"PERMAN" -> "VECTOR"*/
"PERMAN" -> "IVECTOR"
/*"PERMAN" -> "IARRAY1"*/
/*"PERMAN" -> "PI"*/
/*"PERMAN" -> "NNI"*/
/*"PERMAN" -> "BOOLEAN"*/
/*"PERMAN" -> "SINT"*/
/*"PERMAN" -> "VECTCAT"*/
/*"PERMAN" -> "A1AGG"*/
/*"PERMAN" -> "FLAGG"*/
/*"PERMAN" -> "LNAGG"*/
/*"PERMAN" -> "IXAGG"*/
/*"PERMAN" -> "HOAGG"*/
/*"PERMAN" -> "AGG"*/
/*"PERMAN" -> "TYPE"*/
/*"PERMAN" -> "EVALAB"*/
/*"PERMAN" -> "IEVALAB"*/
/*"PERMAN" -> "ELTAGG"*/
/*"PERMAN" -> "ELTAB"*/
/*"PERMAN" -> "CLAGG"*/
/*"PERMAN" -> "KONVERT"*/
/*"PERMAN" -> "ORDSET"*/
/*"PERMAN" -> "INTDOM"*/
/*"PERMAN" -> "COMRING"*/
/*"PERMAN" -> "BMODULE"*/
/*"PERMAN" -> "RMODULE"*/
/*"PERMAN" -> "ALGEBRA"*/
/*"PERMAN" -> "MODULE"*/
/*"PERMAN" -> "ENTIRER"*/

"PFECAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PFECAT"]
/*"PFECAT" -> "UFD"*/
/*"PFECAT" -> "GCDDOM"*/
/*"PFECAT" -> "INTDOM"*/
/*"PFECAT" -> "COMRING"*/
/*"PFECAT" -> "RING"*/
/*"PFECAT" -> "RNG"*/
/*"PFECAT" -> "ABELGRP"*/
/*"PFECAT" -> "CABMON"*/
/*"PFECAT" -> "ABELMON"*/
/*"PFECAT" -> "ABELSG"*/
/*"PFECAT" -> "SETCAT"*/
/*"PFECAT" -> "BASTYPE"*/
/*"PFECAT" -> "KOERCE"*/
/*"PFECAT" -> "SGROUP"*/
/*"PFECAT" -> "MONOID"*/
/*"PFECAT" -> "LMODULE"*/
/*"PFECAT" -> "BMODULE"*/
/*"PFECAT" -> "RMODULE"*/
/*"PFECAT" -> "ALGEBRA"*/
/*"PFECAT" -> "MODULE"*/
/*"PFECAT" -> "ENTIRER"*/
/*"PFECAT" -> "CHARNZ"*/
/*"PFECAT" -> "INT"*/
/*"PFECAT" -> "VECTOR"*/
"PFECAT" -> "IVECTOR"
/*"PFECAT" -> "IARRAY1"*/
/*"PFECAT" -> "FIELD"*/
/*"PFECAT" -> "EUCDOM"*/
/*"PFECAT" -> "PID"*/
/*"PFECAT" -> "DIVRING"*/

"PFECAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PFECAT"]
/*"PFECAT-" -> "UFD"*/
/*"PFECAT-" -> "GCDDOM"*/
/*"PFECAT-" -> "INTDOM"*/
/*"PFECAT-" -> "COMRING"*/
/*"PFECAT-" -> "RING"*/
/*"PFECAT-" -> "RNG"*/
/*"PFECAT-" -> "ABELGRP"*/
/*"PFECAT-" -> "CABMON"*/
/*"PFECAT-" -> "ABELMON"*/
/*"PFECAT-" -> "ABELSG"*/
/*"PFECAT-" -> "SETCAT"*/
/*"PFECAT-" -> "BASTYPE"*/
/*"PFECAT-" -> "KOERCE"*/
/*"PFECAT-" -> "SGROUP"*/
/*"PFECAT-" -> "MONOID"*/
/*"PFECAT-" -> "LMODULE"*/
/*"PFECAT-" -> "BMODULE"*/
/*"PFECAT-" -> "RMODULE"*/
/*"PFECAT-" -> "ALGEBRA"*/
/*"PFECAT-" -> "MODULE"*/
/*"PFECAT-" -> "ENTIRER"*/
/*"PFECAT-" -> "CHARNZ"*/
/*"PFECAT-" -> "INT"*/
/*"PFECAT-" -> "VECTOR"*/
"PFECAT-" -> "IVECTOR"
/*"PFECAT-" -> "IARRAY1"*/
/*"PFECAT-" -> "FIELD"*/
/*"PFECAT-" -> "EUCDOM"*/
/*"PFECAT-" -> "PID"*/
/*"PFECAT-" -> "DIVRING"*/

"POINT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=POINT"]
"POINT" -> "PTCAT"
/*"POINT" -> "VECTCAT"*/
/*"POINT" -> "A1AGG"*/
/*"POINT" -> "FLAGG"*/
/*"POINT" -> "LNAGG"*/
/*"POINT" -> "IXAGG"*/
/*"POINT" -> "HOAGG"*/
/*"POINT" -> "AGG"*/
/*"POINT" -> "TYPE"*/
/*"POINT" -> "SETCAT"*/
/*"POINT" -> "BASTYPE"*/
/*"POINT" -> "KOERCE"*/
/*"POINT" -> "EVALAB"*/
/*"POINT" -> "IEVALAB"*/
/*"POINT" -> "ELTAGG"*/
/*"POINT" -> "ELTAB"*/
/*"POINT" -> "CLAGG"*/
/*"POINT" -> "KONVERT"*/
/*"POINT" -> "ORDSET"*/
/*"POINT" -> "RING"*/
/*"POINT" -> "RNG"*/
/*"POINT" -> "ABELGRP"*/
/*"POINT" -> "CABMON"*/
/*"POINT" -> "ABELMON"*/
/*"POINT" -> "ABELSG"*/
/*"POINT" -> "SGROUP"*/
/*"POINT" -> "MONOID"*/
/*"POINT" -> "LMODULE"*/
/*"POINT" -> "LSAGG"*/
/*"POINT" -> "STAGG"*/
/*"POINT" -> "URAGG"*/
/*"POINT" -> "RCAGG"*/
/*"POINT" -> "ELAGG"*/
/*"POINT" -> "OM"*/
/*"POINT" -> "INT"*/
/*"POINT" -> "LIST"*/
/*"POINT" -> "ILIST"*/
/*"POINT" -> "INS"*/
/*"POINT" -> "UFD"*/
/*"POINT" -> "GCDDOM"*/
/*"POINT" -> "INTDOM"*/
/*"POINT" -> "COMRING"*/
/*"POINT" -> "BMODULE"*/
/*"POINT" -> "RMODULE"*/
/*"POINT" -> "ALGEBRA"*/
/*"POINT" -> "MODULE"*/
/*"POINT" -> "ENTIRER"*/
/*"POINT" -> "EUCDOM"*/
/*"POINT" -> "PID"*/
/*"POINT" -> "OINTDOM"*/
/*"POINT" -> "ORDRING"*/
/*"POINT" -> "OAGROUP"*/
/*"POINT" -> "OCAMON"*/
/*"POINT" -> "OAMON"*/
/*"POINT" -> "OASGP"*/
/*"POINT" -> "DIFRING"*/
/*"POINT" -> "RETRACT"*/
/*"POINT" -> "LINEXP"*/
/*"POINT" -> "PATMAB"*/
/*"POINT" -> "CFCAT"*/
/*"POINT" -> "REAL"*/
/*"POINT" -> "CHARZ"*/
/*"POINT" -> "STEP"*/
/*"POINT" -> "NNI"*/
/*"POINT" -> "PI"*/
/*"POINT" -> "RADCAT"*/

"PSEUDLIN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PSEUDLIN"]
/*"PSEUDLIN" -> "FIELD"*/
/*"PSEUDLIN" -> "EUCDOM"*/
/*"PSEUDLIN" -> "PID"*/
/*"PSEUDLIN" -> "GCDDOM"*/
/*"PSEUDLIN" -> "INTDOM"*/
/*"PSEUDLIN" -> "COMRING"*/
/*"PSEUDLIN" -> "RING"*/
/*"PSEUDLIN" -> "RNG"*/
/*"PSEUDLIN" -> "ABELGRP"*/
/*"PSEUDLIN" -> "CABMON"*/
/*"PSEUDLIN" -> "ABELMON"*/
/*"PSEUDLIN" -> "ABELSG"*/
/*"PSEUDLIN" -> "SETCAT"*/
/*"PSEUDLIN" -> "BASTYPE"*/
/*"PSEUDLIN" -> "KOERCE"*/
/*"PSEUDLIN" -> "SGROUP"*/
/*"PSEUDLIN" -> "MONOID"*/
/*"PSEUDLIN" -> "LMODULE"*/
/*"PSEUDLIN" -> "BMODULE"*/
/*"PSEUDLIN" -> "RMODULE"*/
/*"PSEUDLIN" -> "ALGEBRA"*/
/*"PSEUDLIN" -> "MODULE"*/
/*"PSEUDLIN" -> "ENTIRER"*/
/*"PSEUDLIN" -> "UFD"*/
/*"PSEUDLIN" -> "DIVRING"*/
/*"PSEUDLIN" -> "INT"*/
/*"PSEUDLIN" -> "LIST"*/
/*"PSEUDLIN" -> "ILIST"*/
/*"PSEUDLIN" -> "BOOLEAN"*/
/*"PSEUDLIN" -> "NNI"*/
/*"PSEUDLIN" -> "VECTOR"*/
"PSEUDLIN" -> "IVECTOR"
/*"PSEUDLIN" -> "IARRAY1"*/
/*"PSEUDLIN" -> "VECTCAT"*/
/*"PSEUDLIN" -> "A1AGG"*/
/*"PSEUDLIN" -> "FLAGG"*/
/*"PSEUDLIN" -> "LNAGG"*/
/*"PSEUDLIN" -> "IXAGG"*/
/*"PSEUDLIN" -> "HOAGG"*/
/*"PSEUDLIN" -> "AGG"*/
/*"PSEUDLIN" -> "TYPE"*/
/*"PSEUDLIN" -> "EVALAB"*/
/*"PSEUDLIN" -> "IEVALAB"*/
/*"PSEUDLIN" -> "ELTAGG"*/
/*"PSEUDLIN" -> "ELTAB"*/
/*"PSEUDLIN" -> "CLAGG"*/
/*"PSEUDLIN" -> "KONVERT"*/
/*"PSEUDLIN" -> "ORDSET"*/
/*"PSEUDLIN" -> "SINT"*/

"PTPACK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PTPACK"]
/*"PTPACK" -> "RING"*/
/*"PTPACK" -> "RNG"*/
/*"PTPACK" -> "ABELGRP"*/
/*"PTPACK" -> "CABMON"*/
/*"PTPACK" -> "ABELMON"*/
/*"PTPACK" -> "ABELSG"*/
/*"PTPACK" -> "SETCAT"*/
/*"PTPACK" -> "BASTYPE"*/
/*"PTPACK" -> "KOERCE"*/
/*"PTPACK" -> "SGROUP"*/
/*"PTPACK" -> "MONOID"*/
/*"PTPACK" -> "LMODULE"*/
/*"PTPACK" -> "INT"*/
"PTPACK" -> "PTCAT"
/*"PTPACK" -> "VECTCAT"*/
/*"PTPACK" -> "A1AGG"*/
/*"PTPACK" -> "FLAGG"*/
/*"PTPACK" -> "LNAGG"*/
/*"PTPACK" -> "IXAGG"*/
/*"PTPACK" -> "HOAGG"*/
/*"PTPACK" -> "AGG"*/
/*"PTPACK" -> "TYPE"*/
/*"PTPACK" -> "EVALAB"*/
/*"PTPACK" -> "IEVALAB"*/
/*"PTPACK" -> "ELTAGG"*/
/*"PTPACK" -> "ELTAB"*/
/*"PTPACK" -> "CLAGG"*/
/*"PTPACK" -> "KONVERT"*/
/*"PTPACK" -> "ORDSET"*/
/*"PTPACK" -> "NNI"*/

"REP2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REP2"]
/*"REP2" -> "RING"*/
/*"REP2" -> "RNG"*/
/*"REP2" -> "ABELGRP"*/
/*"REP2" -> "CABMON"*/
/*"REP2" -> "ABELMON"*/
/*"REP2" -> "ABELSG"*/
/*"REP2" -> "SETCAT"*/
/*"REP2" -> "BASTYPE"*/
/*"REP2" -> "KOERCE"*/
/*"REP2" -> "SGROUP"*/
/*"REP2" -> "MONOID"*/
/*"REP2" -> "LMODULE"*/
/*"REP2" -> "SINT"*/
/*"REP2" -> "NNI"*/
/*"REP2" -> "INT"*/
/*"REP2" -> "PI"*/
/*"REP2" -> "VECTCAT"*/
/*"REP2" -> "A1AGG"*/
/*"REP2" -> "FLAGG"*/
/*"REP2" -> "LNAGG"*/
/*"REP2" -> "IXAGG"*/
/*"REP2" -> "HOAGG"*/
/*"REP2" -> "AGG"*/
/*"REP2" -> "TYPE"*/
/*"REP2" -> "EVALAB"*/
/*"REP2" -> "IEVALAB"*/
/*"REP2" -> "ELTAGG"*/
/*"REP2" -> "ELTAB"*/
/*"REP2" -> "CLAGG"*/
/*"REP2" -> "KONVERT"*/
/*"REP2" -> "ORDSET"*/
/*"REP2" -> "VECTOR"*/
"REP2" -> "IVECTOR"
/*"REP2" -> "IARRAY1"*/
/*"REP2" -> "BOOLEAN"*/
/*"REP2" -> "LSAGG"*/
/*"REP2" -> "STAGG"*/
/*"REP2" -> "URAGG"*/
/*"REP2" -> "RCAGG"*/
/*"REP2" -> "ELAGG"*/
/*"REP2" -> "OM"*/
/*"REP2" -> "LIST"*/
/*"REP2" -> "ILIST"*/
/*"REP2" -> "LSAGG-"*/
/*"REP2" -> "STAGG-"*/
/*"REP2" -> "EUCDOM"*/
/*"REP2" -> "PID"*/
/*"REP2" -> "GCDDOM"*/
/*"REP2" -> "INTDOM"*/
/*"REP2" -> "COMRING"*/
/*"REP2" -> "BMODULE"*/
/*"REP2" -> "RMODULE"*/
/*"REP2" -> "ALGEBRA"*/
/*"REP2" -> "MODULE"*/
/*"REP2" -> "ENTIRER"*/
/*"REP2" -> "VECTCAT-"*/
/*"REP2" -> "A1AGG-"*/
/*"REP2" -> "FLAGG-"*/
/*"REP2" -> "LNAGG-"*/
/*"REP2" -> "IXAGG-"*/
/*"REP2" -> "INS"*/
/*"REP2" -> "UFD"*/
/*"REP2" -> "OINTDOM"*/
/*"REP2" -> "ORDRING"*/
/*"REP2" -> "OAGROUP"*/
/*"REP2" -> "OCAMON"*/
/*"REP2" -> "OAMON"*/
/*"REP2" -> "OASGP"*/
/*"REP2" -> "DIFRING"*/
/*"REP2" -> "RETRACT"*/
/*"REP2" -> "LINEXP"*/
/*"REP2" -> "PATMAB"*/
/*"REP2" -> "CFCAT"*/
/*"REP2" -> "REAL"*/
/*"REP2" -> "CHARZ"*/
/*"REP2" -> "STEP"*/
/*"REP2" -> "ELAGG-"*/
/*"REP2" -> "URAGG-"*/
/*"REP2" -> "FIELD"*/
/*"REP2" -> "DIVRING"*/
/*"REP2" -> "MATCAT"*/
/*"REP2" -> "ARR2CAT"*/
/*"REP2" -> "FINITE"*/

"SETMN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SETMN"]
/*"SETMN" -> "FINITE"*/
/*"SETMN" -> "SETCAT"*/
/*"SETMN" -> "BASTYPE"*/
/*"SETMN" -> "KOERCE"*/
/*"SETMN" -> "INT"*/
/*"SETMN" -> "VECTOR"*/
"SETMN" -> "IVECTOR"
/*"SETMN" -> "IARRAY1"*/
/*"SETMN" -> "VECTCAT-"*/
/*"SETMN" -> "A1AGG-"*/
/*"SETMN" -> "FLAGG-"*/
/*"SETMN" -> "LNAGG-"*/
/*"SETMN" -> "IXAGG-"*/
/*"SETMN" -> "CLAGG-"*/
/*"SETMN" -> "HOAGG-"*/
/*"SETMN" -> "ORDSET-"*/
/*"SETMN" -> "AGG-"*/
/*"SETMN" -> "ELTAGG-"*/
/*"SETMN" -> "SETCAT-"*/
/*"SETMN" -> "BASTYPE-"*/
/*"SETMN" -> "NNI"*/
/*"SETMN" -> "PI"*/
/*"SETMN" -> "SINT"*/
/*"SETMN" -> "LIST"*/
/*"SETMN" -> "ILIST"*/
/*"SETMN" -> "BOOLEAN"*/
/*"SETMN" -> "BTAGG"*/
/*"SETMN" -> "ORDSET"*/
/*"SETMN" -> "LOGIC"*/
/*"SETMN" -> "A1AGG"*/
/*"SETMN" -> "FLAGG"*/
/*"SETMN" -> "LNAGG"*/
/*"SETMN" -> "IXAGG"*/
/*"SETMN" -> "HOAGG"*/
/*"SETMN" -> "AGG"*/
/*"SETMN" -> "TYPE"*/
/*"SETMN" -> "EVALAB"*/
/*"SETMN" -> "IEVALAB"*/
/*"SETMN" -> "ELTAGG"*/
/*"SETMN" -> "ELTAB"*/
/*"SETMN" -> "CLAGG"*/
/*"SETMN" -> "KONVERT"*/
/*"SETMN" -> "LSAGG"*/
/*"SETMN" -> "STAGG"*/
/*"SETMN" -> "URAGG"*/
/*"SETMN" -> "RCAGG"*/
/*"SETMN" -> "ELAGG"*/
/*"SETMN" -> "OM"*/

"SEX" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SEX"]
/*"SEX" -> "ORDSET"*/
/*"SEX" -> "SETCAT"*/
/*"SEX" -> "BASTYPE"*/
/*"SEX" -> "KOERCE"*/
/*"SEX" -> "INS"*/
/*"SEX" -> "UFD"*/
/*"SEX" -> "GCDDOM"*/
/*"SEX" -> "INTDOM"*/
/*"SEX" -> "COMRING"*/
/*"SEX" -> "RING"*/
/*"SEX" -> "RNG"*/
/*"SEX" -> "ABELGRP"*/
/*"SEX" -> "CABMON"*/
/*"SEX" -> "ABELMON"*/
/*"SEX" -> "ABELSG"*/
/*"SEX" -> "SGROUP"*/
/*"SEX" -> "MONOID"*/
/*"SEX" -> "LMODULE"*/
/*"SEX" -> "BMODULE"*/
/*"SEX" -> "RMODULE"*/
/*"SEX" -> "ALGEBRA"*/
/*"SEX" -> "MODULE"*/
/*"SEX" -> "ENTIRER"*/
/*"SEX" -> "EUCDOM"*/
/*"SEX" -> "PID"*/
/*"SEX" -> "OINTDOM"*/
/*"SEX" -> "ORDRING"*/
/*"SEX" -> "OAGROUP"*/
/*"SEX" -> "OCAMON"*/
/*"SEX" -> "OAMON"*/
/*"SEX" -> "OASGP"*/
/*"SEX" -> "DIFRING"*/
/*"SEX" -> "KONVERT"*/
/*"SEX" -> "RETRACT"*/
/*"SEX" -> "LINEXP"*/
/*"SEX" -> "PATMAB"*/
/*"SEX" -> "CFCAT"*/
/*"SEX" -> "REAL"*/
/*"SEX" -> "CHARZ"*/
/*"SEX" -> "STEP"*/
/*"SEX" -> "FPS"*/
/*"SEX" -> "RNS"*/
/*"SEX" -> "FIELD"*/
/*"SEX" -> "DIVRING"*/
/*"SEX" -> "RADCAT"*/
/*"SEX" -> "SEXCAT"*/
"SEX" -> "STRICAT"
/*"SEX" -> "SRAGG"*/
/*"SEX" -> "A1AGG"*/
/*"SEX" -> "FLAGG"*/
/*"SEX" -> "LNAGG"*/
/*"SEX" -> "IXAGG"*/
/*"SEX" -> "HOAGG"*/
/*"SEX" -> "AGG"*/
/*"SEX" -> "TYPE"*/
/*"SEX" -> "EVALAB"*/
/*"SEX" -> "IEVALAB"*/
/*"SEX" -> "ELTAGG"*/
/*"SEX" -> "ELTAB"*/
/*"SEX" -> "CLAGG"*/
/*"SEX" -> "OM"*/

"STRING" [color="#88FF44",href="bookvol10.3.pdf#nameddest=STRING"]
"STRING" -> "STRICAT"
/*"STRING" -> "SRAGG"*/
/*"STRING" -> "A1AGG"*/
/*"STRING" -> "FLAGG"*/
/*"STRING" -> "LNAGG"*/
/*"STRING" -> "IXAGG"*/
/*"STRING" -> "HOAGG"*/
/*"STRING" -> "AGG"*/
/*"STRING" -> "TYPE"*/
/*"STRING" -> "SETCAT"*/
/*"STRING" -> "BASTYPE"*/
/*"STRING" -> "KOERCE"*/
/*"STRING" -> "EVALAB"*/
/*"STRING" -> "IEVALAB"*/
/*"STRING" -> "ELTAGG"*/
/*"STRING" -> "ELTAB"*/
/*"STRING" -> "CLAGG"*/
/*"STRING" -> "KONVERT"*/
/*"STRING" -> "ORDSET"*/
/*"STRING" -> "OM"*/
/*"STRING" -> "INT"*/
/*"STRING" -> "ORDFIN"*/
/*"STRING" -> "FINITE"*/
/*"STRING" -> "INS"*/
/*"STRING" -> "UFD"*/
/*"STRING" -> "GCDDOM"*/
/*"STRING" -> "INTDOM"*/
/*"STRING" -> "COMRING"*/
/*"STRING" -> "RING"*/
/*"STRING" -> "RNG"*/
/*"STRING" -> "ABELGRP"*/
/*"STRING" -> "CABMON"*/
/*"STRING" -> "ABELMON"*/
/*"STRING" -> "ABELSG"*/
/*"STRING" -> "SGROUP"*/
/*"STRING" -> "MONOID"*/
/*"STRING" -> "LMODULE"*/
/*"STRING" -> "BMODULE"*/
/*"STRING" -> "RMODULE"*/
/*"STRING" -> "ALGEBRA"*/
/*"STRING" -> "MODULE"*/
/*"STRING" -> "ENTIRER"*/
/*"STRING" -> "EUCDOM"*/
/*"STRING" -> "PID"*/
/*"STRING" -> "OINTDOM"*/
/*"STRING" -> "ORDRING"*/
/*"STRING" -> "OAGROUP"*/
/*"STRING" -> "OCAMON"*/
/*"STRING" -> "OAMON"*/
/*"STRING" -> "OASGP"*/
/*"STRING" -> "DIFRING"*/
/*"STRING" -> "RETRACT"*/
/*"STRING" -> "LINEXP"*/
/*"STRING" -> "PATMAB"*/
/*"STRING" -> "CFCAT"*/
/*"STRING" -> "REAL"*/
/*"STRING" -> "CHARZ"*/
/*"STRING" -> "STEP"*/

"SYMBOL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SYMBOL",
          shape=ellipse]
/*"SYMBOL" -> "ORDSET"*/
/*"SYMBOL" -> "SETCAT"*/
/*"SYMBOL" -> "BASTYPE"*/
/*"SYMBOL" -> "KOERCE"*/
/*"SYMBOL" -> "KONVERT"*/
/*"SYMBOL" -> "OM"*/
/*"SYMBOL" -> "PATMAB"*/
/*"SYMBOL" -> "INS"*/
/*"SYMBOL" -> "UFD"*/
/*"SYMBOL" -> "GCDDOM"*/
/*"SYMBOL" -> "INTDOM"*/
/*"SYMBOL" -> "COMRING"*/
/*"SYMBOL" -> "RING"*/
/*"SYMBOL" -> "RNG"*/
/*"SYMBOL" -> "ABELGRP"*/
/*"SYMBOL" -> "CABMON"*/
/*"SYMBOL" -> "ABELMON"*/
/*"SYMBOL" -> "ABELSG"*/
/*"SYMBOL" -> "SGROUP"*/
/*"SYMBOL" -> "MONOID"*/
/*"SYMBOL" -> "LMODULE"*/
/*"SYMBOL" -> "BMODULE"*/
/*"SYMBOL" -> "RMODULE"*/
/*"SYMBOL" -> "ALGEBRA"*/
/*"SYMBOL" -> "MODULE"*/
/*"SYMBOL" -> "ENTIRER"*/
/*"SYMBOL" -> "EUCDOM"*/
/*"SYMBOL" -> "PID"*/
/*"SYMBOL" -> "OINTDOM"*/
/*"SYMBOL" -> "ORDRING"*/
/*"SYMBOL" -> "OAGROUP"*/
/*"SYMBOL" -> "OCAMON"*/
/*"SYMBOL" -> "OAMON"*/
/*"SYMBOL" -> "OASGP"*/
/*"SYMBOL" -> "DIFRING"*/
/*"SYMBOL" -> "RETRACT"*/
/*"SYMBOL" -> "LINEXP"*/
/*"SYMBOL" -> "CFCAT"*/
/*"SYMBOL" -> "REAL"*/
/*"SYMBOL" -> "CHARZ"*/
/*"SYMBOL" -> "STEP"*/
/*"SYMBOL" -> "FPS"*/
/*"SYMBOL" -> "RNS"*/
/*"SYMBOL" -> "FIELD"*/
/*"SYMBOL" -> "DIVRING"*/
/*"SYMBOL" -> "RADCAT"*/
/*"SYMBOL" -> "INT"*/
/*"SYMBOL" -> "PRIMARR"*/
/*"SYMBOL" -> "A1AGG-"*/
/*"SYMBOL" -> "SYMBOL"*/
/*"SYMBOL" -> "REF"*/
/*"SYMBOL" -> "ALIST"*/
/*"SYMBOL" -> "LIST"*/
/*"SYMBOL" -> "STRING"*/
/*"SYMBOL" -> "CHAR"*/
/*"SYMBOL" -> "SINT"*/
/*"SYMBOL" -> "OUTFORM"*/
/*"SYMBOL" -> "ISTRING"*/
/*"SYMBOL" -> "SRAGG-"*/
/*"SYMBOL" -> "FLAGG-"*/
/*"SYMBOL" -> "LNAGG-"*/
"SYMBOL" -> "STRICAT"
/*"SYMBOL" -> "SRAGG"*/
/*"SYMBOL" -> "A1AGG" */
/*"SYMBOL" -> "FLAGG"*/
/*"SYMBOL" -> "LNAGG"*/
/*"SYMBOL" -> "IXAGG"*/
/*"SYMBOL" -> "HOAGG"*/
/*"SYMBOL" -> "AGG"*/
/*"SYMBOL" -> "TYPE"*/
/*"SYMBOL" -> "EVALAB"*/
/*"SYMBOL" -> "IEVALAB"*/
/*"SYMBOL" -> "ELTAGG"*/
/*"SYMBOL" -> "ELTAB"*/
/*"SYMBOL" -> "CLAGG"*/
/*"SYMBOL" -> "LSAGG"*/
/*"SYMBOL" -> "STAGG"*/
/*"SYMBOL" -> "URAGG"*/
/*"SYMBOL" -> "RCAGG"*/
/*"SYMBOL" -> "ELAGG"*/
/*"SYMBOL" -> "ILIST"*/
/*"SYMBOL" -> "NNI"*/
/*"SYMBOL" -> "BOOLEAN"*/
/*"SYMBOL" -> "LSAGG-"*/
/*"SYMBOL" -> "STAGG-"*/
/*"SYMBOL" -> "ORDFIN"*/
/*"SYMBOL" -> "FINITE"*/
/*"SYMBOL" -> "ELAGG-"*/
/*"SYMBOL" -> "URAGG-"*/
/*"SYMBOL" -> "RCAGG-"*/
/*"SYMBOL" -> "IXAGG-"*/
/*"SYMBOL" -> "CLAGG-"*/
/*"SYMBOL" -> "HOAGG-"*/
/*"SYMBOL" -> "ORDSET-"*/
/*"SYMBOL" -> "AGG-"*/
/*"SYMBOL" -> "ELTAGG-"*/
/*"SYMBOL" -> "SETCAT-"*/
/*"SYMBOL" -> "BASTYPE-"*/

"SYMFUNC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SYMFUNC"]
/*"SYMFUNC" -> "RING"*/
/*"SYMFUNC" -> "RNG"*/
/*"SYMFUNC" -> "ABELGRP"*/
/*"SYMFUNC" -> "CABMON"*/
/*"SYMFUNC" -> "ABELMON"*/
/*"SYMFUNC" -> "ABELSG"*/
/*"SYMFUNC" -> "SETCAT"*/
/*"SYMFUNC" -> "BASTYPE"*/
/*"SYMFUNC" -> "KOERCE"*/
/*"SYMFUNC" -> "SGROUP"*/
/*"SYMFUNC" -> "MONOID"*/
/*"SYMFUNC" -> "LMODULE"*/
/*"SYMFUNC" -> "PI"*/
/*"SYMFUNC" -> "NNI"*/
/*"SYMFUNC" -> "INT"*/
/*"SYMFUNC" -> "LSAGG"*/
/*"SYMFUNC" -> "STAGG"*/
/*"SYMFUNC" -> "URAGG"*/
/*"SYMFUNC" -> "RCAGG"*/
/*"SYMFUNC" -> "HOAGG"*/
/*"SYMFUNC" -> "AGG"*/
/*"SYMFUNC" -> "TYPE"*/
/*"SYMFUNC" -> "EVALAB"*/
/*"SYMFUNC" -> "IEVALAB"*/
/*"SYMFUNC" -> "LNAGG"*/
/*"SYMFUNC" -> "IXAGG"*/
/*"SYMFUNC" -> "ELTAGG"*/
/*"SYMFUNC" -> "ELTAB"*/
/*"SYMFUNC" -> "CLAGG"*/
/*"SYMFUNC" -> "KONVERT"*/
/*"SYMFUNC" -> "FLAGG"*/
/*"SYMFUNC" -> "ORDSET"*/
/*"SYMFUNC" -> "ELAGG"*/
/*"SYMFUNC" -> "OM"*/
/*"SYMFUNC" -> "LIST"*/
/*"SYMFUNC" -> "ILIST"*/
/*"SYMFUNC" -> "INS"*/
/*"SYMFUNC" -> "UFD"*/
/*"SYMFUNC" -> "GCDDOM"*/
/*"SYMFUNC" -> "INTDOM"*/
/*"SYMFUNC" -> "COMRING"*/
/*"SYMFUNC" -> "BMODULE"*/
/*"SYMFUNC" -> "RMODULE"*/
/*"SYMFUNC" -> "ALGEBRA"*/
/*"SYMFUNC" -> "MODULE"*/
/*"SYMFUNC" -> "ENTIRER"*/
/*"SYMFUNC" -> "EUCDOM"*/
/*"SYMFUNC" -> "PID"*/
/*"SYMFUNC" -> "OINTDOM"*/
/*"SYMFUNC" -> "ORDRING"*/
/*"SYMFUNC" -> "OAGROUP"*/
/*"SYMFUNC" -> "OCAMON"*/
/*"SYMFUNC" -> "OAMON"*/
/*"SYMFUNC" -> "OASGP"*/
/*"SYMFUNC" -> "DIFRING"*/
/*"SYMFUNC" -> "RETRACT"*/
/*"SYMFUNC" -> "LINEXP"*/
/*"SYMFUNC" -> "PATMAB"*/
/*"SYMFUNC" -> "CFCAT"*/
/*"SYMFUNC" -> "REAL"*/
/*"SYMFUNC" -> "CHARZ"*/
/*"SYMFUNC" -> "STEP"*/
/*"SYMFUNC" -> "VECTOR"*/
"SYMFUNC" -> "IVECTOR"
/*"SYMFUNC" -> "IARRAY1"*/
/*"SYMFUNC" -> "SINT"*/
/*"SYMFUNC" -> "VECTCAT"*/
/*"SYMFUNC" -> "A1AGG"*/
/*"SYMFUNC" -> "MONOID-"*/
/*"SYMFUNC" -> "ABELMON-"*/
/*"SYMFUNC" -> "VECTCAT-"*/
/*"SYMFUNC" -> "A1AGG-"*/

"UPOLYC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=UPOLYC",
          shape=ellipse]
/*"UPOLYC" -> "RING"*/
/*"UPOLYC" -> "RNG"*/
/*"UPOLYC" -> "ABELGRP"*/
/*"UPOLYC" -> "CABMON"*/
/*"UPOLYC" -> "ABELMON"*/
/*"UPOLYC" -> "ABELSG"*/
/*"UPOLYC" -> "SETCAT"*/
/*"UPOLYC" -> "BASTYPE"*/
/*"UPOLYC" -> "KOERCE"*/
/*"UPOLYC" -> "SGROUP"*/
/*"UPOLYC" -> "MONOID"*/
/*"UPOLYC" -> "LMODULE"*/
/*"UPOLYC" -> "UPOLYC"*/
/*"UPOLYC" -> "POLYCAT"*/
/*"UPOLYC" -> "PDRING"*/
/*"UPOLYC" -> "FAMR"*/
/*"UPOLYC" -> "AMR"*/
/*"UPOLYC" -> "BMODULE"*/
/*"UPOLYC" -> "RMODULE"*/
/*"UPOLYC" -> "COMRING"*/
/*"UPOLYC" -> "ALGEBRA"*/
/*"UPOLYC" -> "MODULE"*/
/*"UPOLYC" -> "CHARZ"*/
/*"UPOLYC" -> "CHARNZ"*/
/*"UPOLYC" -> "INTDOM"*/
/*"UPOLYC" -> "ENTIRER"*/
/*"UPOLYC" -> "FRETRCT"*/
/*"UPOLYC" -> "RETRACT"*/
/*"UPOLYC" -> "EVALAB"*/
/*"UPOLYC" -> "IEVALAB"*/
/*"UPOLYC" -> "FLINEXP"*/
/*"UPOLYC" -> "LINEXP"*/
/*"UPOLYC" -> "ORDSET"*/
/*"UPOLYC" -> "KONVERT"*/
/*"UPOLYC" -> "PATMAB"*/
/*"UPOLYC" -> "GCDDOM"*/
/*"UPOLYC" -> "PFECAT"*/
/*"UPOLYC" -> "UFD"*/
/*"UPOLYC" -> "ELTAB"*/
/*"UPOLYC" -> "DIFRING"*/
/*"UPOLYC" -> "DIFEXT"*/
/*"UPOLYC" -> "STEP"*/
/*"UPOLYC" -> "EUCDOM"*/
/*"UPOLYC" -> "PID"*/
/*"UPOLYC" -> "FIELD"*/
/*"UPOLYC" -> "DIVRING"*/
/*"UPOLYC" -> "NNI"*/
/*"UPOLYC" -> "INT"*/
/*"UPOLYC" -> "LIST"*/
/*"UPOLYC" -> "ILIST"*/
/*"UPOLYC" -> "VECTOR"*/
"UPOLYC" -> "IVECTOR"
/*"UPOLYC" -> "IARRAY1"*/
/*"UPOLYC" -> "INS"*/
/*"UPOLYC" -> "OINTDOM"*/
/*"UPOLYC" -> "ORDRING"*/
/*"UPOLYC" -> "OAGROUP"*/
/*"UPOLYC" -> "OCAMON"*/
/*"UPOLYC" -> "OAMON"*/
/*"UPOLYC" -> "OASGP"*/
/*"UPOLYC" -> "CFCAT"*/
/*"UPOLYC" -> "REAL"*/
/*"UPOLYC" -> "OM"*/
/*"UPOLYC" -> "VECTCAT"*/
/*"UPOLYC" -> "A1AGG"*/
/*"UPOLYC" -> "FLAGG"*/
/*"UPOLYC" -> "LNAGG"*/
/*"UPOLYC" -> "IXAGG"*/
/*"UPOLYC" -> "HOAGG"*/
/*"UPOLYC" -> "AGG"*/
/*"UPOLYC" -> "TYPE"*/
/*"UPOLYC" -> "ELTAGG"*/
/*"UPOLYC" -> "CLAGG"*/
/*"UPOLYC" -> "PI"*/
/*"UPOLYC" -> "BOOLEAN"*/

"UPOLYC-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UPOLYC",
          shape=ellipse]
/*"UPOLYC-" -> "RING"*/
/*"UPOLYC-" -> "RNG"*/
/*"UPOLYC-" -> "ABELGRP"*/
/*"UPOLYC-" -> "CABMON"*/
/*"UPOLYC-" -> "ABELMON"*/
/*"UPOLYC-" -> "ABELSG"*/
/*"UPOLYC-" -> "SETCAT"*/
/*"UPOLYC-" -> "BASTYPE"*/
/*"UPOLYC-" -> "KOERCE"*/
/*"UPOLYC-" -> "SGROUP"*/
/*"UPOLYC-" -> "MONOID"*/
/*"UPOLYC-" -> "LMODULE"*/
/*"UPOLYC-" -> "UPOLYC"*/
/*"UPOLYC-" -> "POLYCAT"*/
/*"UPOLYC-" -> "PDRING"*/
/*"UPOLYC-" -> "FAMR"*/
/*"UPOLYC-" -> "AMR"*/
/*"UPOLYC-" -> "BMODULE"*/
/*"UPOLYC-" -> "RMODULE"*/
/*"UPOLYC-" -> "COMRING"*/
/*"UPOLYC-" -> "ALGEBRA"*/
/*"UPOLYC-" -> "MODULE"*/
/*"UPOLYC-" -> "CHARZ"*/
/*"UPOLYC-" -> "CHARNZ"*/
/*"UPOLYC-" -> "INTDOM"*/
/*"UPOLYC-" -> "ENTIRER"*/
/*"UPOLYC-" -> "FRETRCT"*/
/*"UPOLYC-" -> "RETRACT"*/
/*"UPOLYC-" -> "EVALAB"*/
/*"UPOLYC-" -> "IEVALAB"*/
/*"UPOLYC-" -> "FLINEXP"*/
/*"UPOLYC-" -> "LINEXP"*/
/*"UPOLYC-" -> "ORDSET"*/
/*"UPOLYC-" -> "KONVERT"*/
/*"UPOLYC-" -> "PATMAB"*/
/*"UPOLYC-" -> "GCDDOM"*/
/*"UPOLYC-" -> "PFECAT"*/
/*"UPOLYC-" -> "UFD"*/
/*"UPOLYC-" -> "ELTAB"*/
/*"UPOLYC-" -> "DIFRING"*/
/*"UPOLYC-" -> "DIFEXT"*/
/*"UPOLYC-" -> "STEP"*/
/*"UPOLYC-" -> "EUCDOM"*/
/*"UPOLYC-" -> "PID"*/
/*"UPOLYC-" -> "FIELD"*/
/*"UPOLYC-" -> "DIVRING"*/
/*"UPOLYC-" -> "NNI"*/
/*"UPOLYC-" -> "INT"*/
/*"UPOLYC-" -> "LIST"*/
/*"UPOLYC-" -> "ILIST"*/
/*"UPOLYC-" -> "VECTOR"*/
"UPOLYC-" -> "IVECTOR"
/*"UPOLYC-" -> "IARRAY1"*/
/*"UPOLYC-" -> "INS"*/
/*"UPOLYC-" -> "OINTDOM"*/
/*"UPOLYC-" -> "ORDRING"*/
/*"UPOLYC-" -> "OAGROUP"*/
/*"UPOLYC-" -> "OCAMON"*/
/*"UPOLYC-" -> "OAMON"*/
/*"UPOLYC-" -> "OASGP"*/
/*"UPOLYC-" -> "CFCAT"*/
/*"UPOLYC-" -> "REAL"*/
/*"UPOLYC-" -> "OM"*/
/*"UPOLYC-" -> "VECTCAT"*/
/*"UPOLYC-" -> "A1AGG"*/
/*"UPOLYC-" -> "FLAGG"*/
/*"UPOLYC-" -> "LNAGG"*/
/*"UPOLYC-" -> "IXAGG"*/
/*"UPOLYC-" -> "HOAGG"*/
/*"UPOLYC-" -> "AGG"*/
/*"UPOLYC-" -> "TYPE"*/
/*"UPOLYC-" -> "ELTAGG"*/
/*"UPOLYC-" -> "CLAGG"*/
/*"UPOLYC-" -> "PI"*/
/*"UPOLYC-" -> "BOOLEAN"*/

"VECTOR2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=VECTOR2"]
/*"VECTOR2" -> "TYPE"*/
/*"VECTOR2" -> "TYPE"*/
/*"VECTOR2" -> "VECTCAT"*/
/*"VECTOR2" -> "A1AGG"*/
/*"VECTOR2" -> "FLAGG"*/
/*"VECTOR2" -> "LNAGG"*/
/*"VECTOR2" -> "IXAGG"*/
/*"VECTOR2" -> "HOAGG"*/
/*"VECTOR2" -> "AGG"*/
/*"VECTOR2" -> "SETCAT"*/
/*"VECTOR2" -> "BASTYPE"*/
/*"VECTOR2" -> "KOERCE"*/
/*"VECTOR2" -> "EVALAB"*/
/*"VECTOR2" -> "IEVALAB"*/
/*"VECTOR2" -> "ELTAGG"*/
/*"VECTOR2" -> "ELTAB"*/
/*"VECTOR2" -> "CLAGG"*/
/*"VECTOR2" -> "KONVERT"*/
/*"VECTOR2" -> "ORDSET"*/
/*"VECTOR2" -> "INT"*/
/*"VECTOR2" -> "VECTOR"*/
"VECTOR2" -> "IVECTOR"
/*"VECTOR2" -> "IARRAY1"*/
/*"VECTOR2" -> "VECTCAT-"*/
/*"VECTOR2" -> "A1AGG-"*/
/*"VECTOR2" -> "FLAGG-"*/
/*"VECTOR2" -> "LNAGG-"*/
/*"VECTOR2" -> "IXAGG-"*/
/*"VECTOR2" -> "LIST"*/
/*"VECTOR2" -> "LSAGG"*/
/*"VECTOR2" -> "STAGG"*/
/*"VECTOR2" -> "URAGG"*/
/*"VECTOR2" -> "RCAGG"*/
/*"VECTOR2" -> "ELAGG"*/
/*"VECTOR2" -> "OM"*/
/*"VECTOR2" -> "ILIST"*/

/* layer 11 */
/* depends on: DIRPCAT FAXF PFECAT STRING */

"ASP1" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP1"]
/*"ASP1" -> "FORTFN"*/
/*"ASP1" -> "FORTCAT"*/
/*"ASP1" -> "TYPE"*/
/*"ASP1" -> "KOERCE"*/
/*"ASP1" -> "FPS"*/
/*"ASP1" -> "RNS"*/
/*"ASP1" -> "FIELD"*/
/*"ASP1" -> "EUCDOM"*/
/*"ASP1" -> "PID"*/
/*"ASP1" -> "GCDDOM"*/
/*"ASP1" -> "INTDOM"*/
/*"ASP1" -> "COMRING"*/
/*"ASP1" -> "RING"*/
/*"ASP1" -> "RNG"*/
/*"ASP1" -> "ABELGRP"*/
/*"ASP1" -> "CABMON"*/
/*"ASP1" -> "ABELMON"*/
/*"ASP1" -> "ABELSG"*/
/*"ASP1" -> "SETCAT"*/
/*"ASP1" -> "BASTYPE"*/
/*"ASP1" -> "SGROUP"*/
/*"ASP1" -> "MONOID"*/
/*"ASP1" -> "LMODULE"*/
/*"ASP1" -> "BMODULE"*/
/*"ASP1" -> "RMODULE"*/
/*"ASP1" -> "ALGEBRA"*/
/*"ASP1" -> "MODULE"*/
/*"ASP1" -> "ENTIRER"*/
/*"ASP1" -> "UFD"*/
/*"ASP1" -> "DIVRING"*/
/*"ASP1" -> "ORDRING"*/
/*"ASP1" -> "OAGROUP"*/
/*"ASP1" -> "OCAMON"*/
/*"ASP1" -> "OAMON"*/
/*"ASP1" -> "OASGP"*/
/*"ASP1" -> "ORDSET"*/
/*"ASP1" -> "REAL"*/
/*"ASP1" -> "KONVERT"*/
/*"ASP1" -> "RETRACT"*/
/*"ASP1" -> "RADCAT"*/
/*"ASP1" -> "PATMAB"*/
/*"ASP1" -> "CHARZ"*/
/*"ASP1" -> "FMTC"*/
/*"ASP1" -> "INS"*/
/*"ASP1" -> "OINTDOM"*/
/*"ASP1" -> "DIFRING"*/
/*"ASP1" -> "LINEXP"*/
/*"ASP1" -> "CFCAT"*/
/*"ASP1" -> "STEP"*/
/*"ASP1" -> "POLYCAT"*/
/*"ASP1" -> "PDRING"*/
/*"ASP1" -> "FAMR"*/
/*"ASP1" -> "AMR"*/
/*"ASP1" -> "CHARNZ"*/
/*"ASP1" -> "FRETRCT"*/
/*"ASP1" -> "EVALAB"*/
/*"ASP1" -> "IEVALAB"*/
/*"ASP1" -> "FLINEXP"*/
"ASP1" -> "PFECAT"

"ASP10" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP10"]
/*"ASP10" -> "FVFUN"*/
/*"ASP10" -> "FORTCAT"*/
/*"ASP10" -> "TYPE"*/
/*"ASP10" -> "KOERCE"*/
/*"ASP10" -> "FPS"*/
/*"ASP10" -> "RNS"*/
/*"ASP10" -> "FIELD"*/
/*"ASP10" -> "EUCDOM"*/
/*"ASP10" -> "PID"*/
/*"ASP10" -> "GCDDOM"*/
/*"ASP10" -> "INTDOM"*/
/*"ASP10" -> "COMRING"*/
/*"ASP10" -> "RING"*/
/*"ASP10" -> "RNG"*/
/*"ASP10" -> "ABELGRP"*/
/*"ASP10" -> "CABMON"*/
/*"ASP10" -> "ABELMON"*/
/*"ASP10" -> "ABELSG"*/
/*"ASP10" -> "SETCAT"*/
/*"ASP10" -> "BASTYPE"*/
/*"ASP10" -> "SGROUP"*/
/*"ASP10" -> "MONOID"*/
/*"ASP10" -> "LMODULE"*/
/*"ASP10" -> "BMODULE"*/
/*"ASP10" -> "RMODULE"*/
/*"ASP10" -> "ALGEBRA"*/
/*"ASP10" -> "MODULE"*/
/*"ASP10" -> "ENTIRER"*/
/*"ASP10" -> "UFD"*/
/*"ASP10" -> "DIVRING"*/
/*"ASP10" -> "ORDRING"*/
/*"ASP10" -> "OAGROUP"*/
/*"ASP10" -> "OCAMON"*/
/*"ASP10" -> "OAMON"*/
/*"ASP10" -> "OASGP"*/
/*"ASP10" -> "ORDSET"*/
/*"ASP10" -> "REAL"*/
/*"ASP10" -> "KONVERT"*/
/*"ASP10" -> "RETRACT"*/
/*"ASP10" -> "RADCAT"*/
/*"ASP10" -> "PATMAB"*/
/*"ASP10" -> "CHARZ"*/
/*"ASP10" -> "FMTC"*/
/*"ASP10" -> "INS"*/
/*"ASP10" -> "OINTDOM"*/
/*"ASP10" -> "DIFRING"*/
/*"ASP10" -> "LINEXP"*/
/*"ASP10" -> "CFCAT"*/
/*"ASP10" -> "STEP"*/
/*"ASP10" -> "POLYCAT"*/
/*"ASP10" -> "PDRING"*/
/*"ASP10" -> "FAMR"*/
/*"ASP10" -> "AMR"*/
/*"ASP10" -> "CHARNZ"*/
/*"ASP10" -> "FRETRCT"*/
/*"ASP10" -> "EVALAB"*/
/*"ASP10" -> "IEVALAB"*/
/*"ASP10" -> "FLINEXP"*/
"ASP10" -> "PFECAT"
/*"ASP10" -> "VECTCAT"*/
/*"ASP10" -> "A1AGG"*/
/*"ASP10" -> "FLAGG"*/
/*"ASP10" -> "LNAGG"*/
/*"ASP10" -> "IXAGG"*/
/*"ASP10" -> "HOAGG"*/
/*"ASP10" -> "AGG"*/
/*"ASP10" -> "ELTAGG"*/
/*"ASP10" -> "ELTAB"*/
/*"ASP10" -> "CLAGG"*/
/*"ASP10" -> "INT"*/
/*"ASP10" -> "VECTOR"*/
/*"ASP10" -> "IVECTOR"*/
/*"ASP10" -> "IARRAY1"*/
/*"ASP10" -> "NNI"*/
/*"ASP10" -> "PI"*/

"ASP4" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP4"]
/*"ASP4" -> "FORTFN"*/
/*"ASP4" -> "FORTCAT"*/
/*"ASP4" -> "TYPE"*/
/*"ASP4" -> "KOERCE"*/
/*"ASP4" -> "BOOLEAN"*/
/*"ASP4" -> "FPS"*/
/*"ASP4" -> "RNS"*/
/*"ASP4" -> "FIELD"*/
/*"ASP4" -> "EUCDOM"*/
/*"ASP4" -> "PID"*/
/*"ASP4" -> "GCDDOM"*/
/*"ASP4" -> "INTDOM"*/
/*"ASP4" -> "COMRING"*/
/*"ASP4" -> "RING"*/
/*"ASP4" -> "RNG"*/
/*"ASP4" -> "ABELGRP"*/
/*"ASP4" -> "CABMON"*/
/*"ASP4" -> "ABELMON"*/
/*"ASP4" -> "ABELSG"*/
/*"ASP4" -> "SETCAT"*/
/*"ASP4" -> "BASTYPE"*/
/*"ASP4" -> "SGROUP"*/
/*"ASP4" -> "MONOID"*/
/*"ASP4" -> "LMODULE"*/
/*"ASP4" -> "BMODULE"*/
/*"ASP4" -> "RMODULE"*/
/*"ASP4" -> "ALGEBRA"*/
/*"ASP4" -> "MODULE"*/
/*"ASP4" -> "ENTIRER"*/
/*"ASP4" -> "UFD"*/
/*"ASP4" -> "DIVRING"*/
/*"ASP4" -> "ORDRING"*/
/*"ASP4" -> "OAGROUP"*/
/*"ASP4" -> "OCAMON"*/
/*"ASP4" -> "OAMON"*/
/*"ASP4" -> "OASGP"*/
/*"ASP4" -> "ORDSET"*/
/*"ASP4" -> "REAL"*/
/*"ASP4" -> "KONVERT"*/
/*"ASP4" -> "RETRACT"*/
/*"ASP4" -> "RADCAT"*/
/*"ASP4" -> "PATMAB"*/
/*"ASP4" -> "CHARZ"*/
/*"ASP4" -> "FMTC"*/
/*"ASP4" -> "INS"*/
/*"ASP4" -> "OINTDOM"*/
/*"ASP4" -> "DIFRING"*/
/*"ASP4" -> "LINEXP"*/
/*"ASP4" -> "CFCAT"*/
/*"ASP4" -> "STEP"*/
/*"ASP4" -> "POLYCAT"*/
/*"ASP4" -> "PDRING"*/
/*"ASP4" -> "FAMR"*/
/*"ASP4" -> "AMR"*/
/*"ASP4" -> "CHARNZ"*/
/*"ASP4" -> "FRETRCT"*/
/*"ASP4" -> "EVALAB"*/
/*"ASP4" -> "IEVALAB"*/
/*"ASP4" -> "FLINEXP"*/
"ASP4" -> "PFECAT"

"ASP50" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP50"]
/*"ASP50" -> "FVFUN"*/
/*"ASP50" -> "FORTCAT"*/
/*"ASP50" -> "TYPE"*/
/*"ASP50" -> "KOERCE"*/
/*"ASP50" -> "BOOLEAN"*/
/*"ASP50" -> "FPS"*/
/*"ASP50" -> "RNS"*/
/*"ASP50" -> "FIELD"*/
/*"ASP50" -> "EUCDOM"*/
/*"ASP50" -> "PID"*/
/*"ASP50" -> "GCDDOM"*/
/*"ASP50" -> "INTDOM"*/
/*"ASP50" -> "COMRING"*/
/*"ASP50" -> "RING"*/
/*"ASP50" -> "RNG"*/
/*"ASP50" -> "ABELGRP"*/
/*"ASP50" -> "CABMON"*/
/*"ASP50" -> "ABELMON"*/
/*"ASP50" -> "ABELSG"*/
/*"ASP50" -> "SETCAT"*/
/*"ASP50" -> "BASTYPE"*/
/*"ASP50" -> "SGROUP"*/
/*"ASP50" -> "MONOID"*/
/*"ASP50" -> "LMODULE"*/
/*"ASP50" -> "BMODULE"*/
/*"ASP50" -> "RMODULE"*/
/*"ASP50" -> "ALGEBRA"*/
/*"ASP50" -> "MODULE"*/
/*"ASP50" -> "ENTIRER"*/
/*"ASP50" -> "UFD"*/
/*"ASP50" -> "DIVRING"*/
/*"ASP50" -> "ORDRING"*/
/*"ASP50" -> "OAGROUP"*/
/*"ASP50" -> "OCAMON"*/
/*"ASP50" -> "OAMON"*/
/*"ASP50" -> "OASGP"*/
/*"ASP50" -> "ORDSET"*/
/*"ASP50" -> "REAL"*/
/*"ASP50" -> "KONVERT"*/
/*"ASP50" -> "RETRACT"*/
/*"ASP50" -> "RADCAT"*/
/*"ASP50" -> "PATMAB"*/
/*"ASP50" -> "CHARZ"*/
/*"ASP50" -> "FMTC"*/
/*"ASP50" -> "INS"*/
/*"ASP50" -> "OINTDOM"*/
/*"ASP50" -> "DIFRING"*/
/*"ASP50" -> "LINEXP"*/
/*"ASP50" -> "CFCAT"*/
/*"ASP50" -> "STEP"*/
/*"ASP50" -> "POLYCAT"*/
/*"ASP50" -> "PDRING"*/
/*"ASP50" -> "FAMR"*/
/*"ASP50" -> "AMR"*/
/*"ASP50" -> "CHARNZ"*/
/*"ASP50" -> "FRETRCT"*/
/*"ASP50" -> "EVALAB"*/
/*"ASP50" -> "IEVALAB"*/
/*"ASP50" -> "FLINEXP"*/
"ASP50" -> "PFECAT"

"ASP6" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP6"]
/*"ASP6" -> "FVFUN"*/
/*"ASP6" -> "FORTCAT"*/
/*"ASP6" -> "TYPE"*/
/*"ASP6" -> "KOERCE"*/
/*"ASP6" -> "BOOLEAN"*/
/*"ASP6" -> "FPS"*/
/*"ASP6" -> "RNS"*/
/*"ASP6" -> "FIELD"*/
/*"ASP6" -> "EUCDOM"*/
/*"ASP6" -> "PID"*/
/*"ASP6" -> "GCDDOM"*/
/*"ASP6" -> "INTDOM"*/
/*"ASP6" -> "COMRING"*/
/*"ASP6" -> "RING"*/
/*"ASP6" -> "RNG"*/
/*"ASP6" -> "ABELGRP"*/
/*"ASP6" -> "CABMON"*/
/*"ASP6" -> "ABELMON"*/
/*"ASP6" -> "ABELSG"*/
/*"ASP6" -> "SETCAT"*/
/*"ASP6" -> "BASTYPE"*/
/*"ASP6" -> "SGROUP"*/
/*"ASP6" -> "MONOID"*/
/*"ASP6" -> "LMODULE"*/
/*"ASP6" -> "BMODULE"*/
/*"ASP6" -> "RMODULE"*/
/*"ASP6" -> "ALGEBRA"*/
/*"ASP6" -> "MODULE"*/
/*"ASP6" -> "ENTIRER"*/
/*"ASP6" -> "UFD"*/
/*"ASP6" -> "DIVRING"*/
/*"ASP6" -> "ORDRING"*/
/*"ASP6" -> "OAGROUP"*/
/*"ASP6" -> "OCAMON"*/
/*"ASP6" -> "OAMON"*/
/*"ASP6" -> "OASGP"*/
/*"ASP6" -> "ORDSET"*/
/*"ASP6" -> "REAL"*/
/*"ASP6" -> "KONVERT"*/
/*"ASP6" -> "RETRACT"*/
/*"ASP6" -> "RADCAT"*/
/*"ASP6" -> "PATMAB"*/
/*"ASP6" -> "CHARZ"*/
/*"ASP6" -> "FMTC"*/
/*"ASP6" -> "INS"*/
/*"ASP6" -> "OINTDOM"*/
/*"ASP6" -> "DIFRING"*/
/*"ASP6" -> "LINEXP"*/
/*"ASP6" -> "CFCAT"*/
/*"ASP6" -> "STEP"*/
/*"ASP6" -> "POLYCAT"*/
/*"ASP6" -> "PDRING"*/
/*"ASP6" -> "FAMR"*/
/*"ASP6" -> "AMR"*/
/*"ASP6" -> "CHARNZ"*/
/*"ASP6" -> "FRETRCT"*/
/*"ASP6" -> "EVALAB"*/
/*"ASP6" -> "IEVALAB"*/
/*"ASP6" -> "FLINEXP"*/
"ASP6" -> "PFECAT"

"ASP73" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP73"]
/*"ASP73" -> "FVFUN"*/
/*"ASP73" -> "FORTCAT"*/
/*"ASP73" -> "TYPE"*/
/*"ASP73" -> "KOERCE"*/
/*"ASP73" -> "FPS"*/
/*"ASP73" -> "RNS"*/
/*"ASP73" -> "FIELD"*/
/*"ASP73" -> "EUCDOM"*/
/*"ASP73" -> "PID"*/
/*"ASP73" -> "GCDDOM"*/
/*"ASP73" -> "INTDOM"*/
/*"ASP73" -> "COMRING"*/
/*"ASP73" -> "RING"*/
/*"ASP73" -> "RNG"*/
/*"ASP73" -> "ABELGRP"*/
/*"ASP73" -> "CABMON"*/
/*"ASP73" -> "ABELMON"*/
/*"ASP73" -> "ABELSG"*/
/*"ASP73" -> "SETCAT"*/
/*"ASP73" -> "BASTYPE"*/
/*"ASP73" -> "SGROUP"*/
/*"ASP73" -> "MONOID"*/
/*"ASP73" -> "LMODULE"*/
/*"ASP73" -> "BMODULE"*/
/*"ASP73" -> "RMODULE"*/
/*"ASP73" -> "ALGEBRA"*/
/*"ASP73" -> "MODULE"*/
/*"ASP73" -> "ENTIRER"*/
/*"ASP73" -> "UFD"*/
/*"ASP73" -> "DIVRING"*/
/*"ASP73" -> "ORDRING"*/
/*"ASP73" -> "OAGROUP"*/
/*"ASP73" -> "OCAMON"*/
/*"ASP73" -> "OAMON"*/
/*"ASP73" -> "OASGP"*/
/*"ASP73" -> "ORDSET"*/
/*"ASP73" -> "REAL"*/
/*"ASP73" -> "KONVERT"*/
/*"ASP73" -> "RETRACT"*/
/*"ASP73" -> "RADCAT"*/
/*"ASP73" -> "PATMAB"*/
/*"ASP73" -> "CHARZ"*/
/*"ASP73" -> "INS"*/
/*"ASP73" -> "OINTDOM"*/
/*"ASP73" -> "DIFRING"*/
/*"ASP73" -> "LINEXP"*/
/*"ASP73" -> "CFCAT"*/
/*"ASP73" -> "STEP"*/
/*"ASP73" -> "OM"*/
/*"ASP73" -> "INT"*/
/*"ASP73" -> "VECTOR"*/
/*"ASP73" -> "IVECTOR"*/
/*"ASP73" -> "IARRAY1"*/
/*"ASP73" -> "PI"*/
/*"ASP73" -> "NNI"*/
/*"ASP73" -> "FMTC"*/
/*"ASP73" -> "POLYCAT"*/
/*"ASP73" -> "PDRING"*/
/*"ASP73" -> "FAMR"*/
/*"ASP73" -> "AMR"*/
/*"ASP73" -> "CHARNZ"*/
/*"ASP73" -> "FRETRCT"*/
/*"ASP73" -> "EVALAB"*/
/*"ASP73" -> "IEVALAB"*/
/*"ASP73" -> "FLINEXP"*/
"ASP73" -> "PFECAT"

"AXSERV" [color="#FF4488",href="bookvol10.4.pdf#nameddest=AXSERV"]
"AXSERV" -> "STRING"
/*"AXSERV" -> "CHAR"*/
/*"AXSERV" -> "SINT"*/
/*"AXSERV" -> "OUTFORM"*/
/*"AXSERV" -> "LIST"*/
/*"AXSERV" -> "INT"*/
/*"AXSERV" -> "PRIMARR"*/
/*"AXSERV" -> "A1AGG-"*/
/*"AXSERV" -> "ISTRING"*/
/*"AXSERV" -> "BOOLEAN"*/
/*"AXSERV" -> "LSAGG"*/
/*"AXSERV" -> "STAGG"*/
/*"AXSERV" -> "URAGG"*/
/*"AXSERV" -> "RCAGG"*/
/*"AXSERV" -> "HOAGG"*/
/*"AXSERV" -> "AGG"*/
/*"AXSERV" -> "TYPE"*/
/*"AXSERV" -> "SETCAT"*/
/*"AXSERV" -> "BASTYPE"*/
/*"AXSERV" -> "KOERCE"*/
/*"AXSERV" -> "EVALAB"*/
/*"AXSERV" -> "IEVALAB"*/
/*"AXSERV" -> "LNAGG"*/
/*"AXSERV" -> "IXAGG"*/
/*"AXSERV" -> "ELTAGG"*/
/*"AXSERV" -> "ELTAB"*/
/*"AXSERV" -> "CLAGG"*/
/*"AXSERV" -> "KONVERT"*/
/*"AXSERV" -> "FLAGG"*/
/*"AXSERV" -> "ORDSET"*/
/*"AXSERV" -> "ELAGG"*/
/*"AXSERV" -> "OM"*/
/*"AXSERV" -> "ILIST"*/
/*"AXSERV" -> "NNI"*/
/*"AXSERV" -> "SRAGG-"*/
/*"AXSERV" -> "LSAGG-"*/
/*"AXSERV" -> "STAGG-"*/
/*"AXSERV" -> "ELAGG-"*/
/*"AXSERV" -> "FLAGG-"*/
/*"AXSERV" -> "URAGG-"*/
/*"AXSERV" -> "PI"*/
/*"AXSERV" -> "STRICAT"*/
/*"AXSERV" -> "SRAGG"*/
/*"AXSERV" -> "A1AGG"*/
/*"AXSERV" -> "ORDFIN"*/
/*"AXSERV" -> "FINITE"*/

"BALFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=BALFACT"]
/*"BALFACT" -> "GCDDOM"*/
/*"BALFACT" -> "INTDOM"*/
/*"BALFACT" -> "COMRING"*/
/*"BALFACT" -> "RING"*/
/*"BALFACT" -> "RNG"*/
/*"BALFACT" -> "ABELGRP"*/
/*"BALFACT" -> "CABMON"*/
/*"BALFACT" -> "ABELMON"*/
/*"BALFACT" -> "ABELSG"*/
/*"BALFACT" -> "SETCAT"*/
/*"BALFACT" -> "BASTYPE"*/
/*"BALFACT" -> "KOERCE"*/
/*"BALFACT" -> "SGROUP"*/
/*"BALFACT" -> "MONOID"*/
/*"BALFACT" -> "LMODULE"*/
/*"BALFACT" -> "BMODULE"*/
/*"BALFACT" -> "RMODULE"*/
/*"BALFACT" -> "ALGEBRA"*/
/*"BALFACT" -> "MODULE"*/
/*"BALFACT" -> "ENTIRER"*/
/*"BALFACT" -> "CHARZ"*/
/*"BALFACT" -> "UPOLYC"*/
/*"BALFACT" -> "POLYCAT"*/
/*"BALFACT" -> "PDRING"*/
/*"BALFACT" -> "FAMR"*/
/*"BALFACT" -> "AMR"*/
/*"BALFACT" -> "CHARNZ"*/
/*"BALFACT" -> "FRETRCT"*/
/*"BALFACT" -> "RETRACT"*/
/*"BALFACT" -> "EVALAB"*/
/*"BALFACT" -> "IEVALAB"*/
/*"BALFACT" -> "FLINEXP"*/
/*"BALFACT" -> "LINEXP"*/
/*"BALFACT" -> "ORDSET"*/
/*"BALFACT" -> "KONVERT"*/
/*"BALFACT" -> "PATMAB"*/
"BALFACT" -> "PFECAT"
/*"BALFACT" -> "UFD"*/
/*"BALFACT" -> "ELTAB"*/
/*"BALFACT" -> "DIFRING"*/
/*"BALFACT" -> "DIFEXT"*/
/*"BALFACT" -> "STEP"*/
/*"BALFACT" -> "EUCDOM"*/
/*"BALFACT" -> "PID"*/
/*"BALFACT" -> "FIELD"*/
/*"BALFACT" -> "DIVRING"*/
/*"BALFACT" -> "INT"*/
/*"BALFACT" -> "LIST"*/
/*"BALFACT" -> "ILIST"*/
/*"BALFACT" -> "LSAGG"*/
/*"BALFACT" -> "STAGG"*/
/*"BALFACT" -> "URAGG"*/
/*"BALFACT" -> "RCAGG"*/
/*"BALFACT" -> "HOAGG"*/
/*"BALFACT" -> "AGG"*/
/*"BALFACT" -> "TYPE"*/
/*"BALFACT" -> "LNAGG"*/
/*"BALFACT" -> "IXAGG"*/
/*"BALFACT" -> "ELTAGG"*/
/*"BALFACT" -> "CLAGG"*/
/*"BALFACT" -> "FLAGG"*/
/*"BALFACT" -> "ELAGG"*/
/*"BALFACT" -> "OM"*/
/*"BALFACT" -> "LSAGG-"*/
/*"BALFACT" -> "STAGG-"*/
/*"BALFACT" -> "ELAGG-"*/

"BEZOUT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=BEZOUT"]
/*"BEZOUT" -> "RING"*/
/*"BEZOUT" -> "RNG"*/
/*"BEZOUT" -> "ABELGRP"*/
/*"BEZOUT" -> "CABMON"*/
/*"BEZOUT" -> "ABELMON"*/
/*"BEZOUT" -> "ABELSG"*/
/*"BEZOUT" -> "SETCAT"*/
/*"BEZOUT" -> "BASTYPE"*/
/*"BEZOUT" -> "KOERCE"*/
/*"BEZOUT" -> "SGROUP"*/
/*"BEZOUT" -> "MONOID"*/
/*"BEZOUT" -> "LMODULE"*/
/*"BEZOUT" -> "UPOLYC"*/
/*"BEZOUT" -> "POLYCAT"*/
/*"BEZOUT" -> "PDRING"*/
/*"BEZOUT" -> "FAMR"*/
/*"BEZOUT" -> "AMR"*/
/*"BEZOUT" -> "BMODULE"*/
/*"BEZOUT" -> "RMODULE"*/
/*"BEZOUT" -> "COMRING"*/
/*"BEZOUT" -> "ALGEBRA"*/
/*"BEZOUT" -> "MODULE"*/
/*"BEZOUT" -> "CHARZ"*/
/*"BEZOUT" -> "CHARNZ"*/
/*"BEZOUT" -> "INTDOM"*/
/*"BEZOUT" -> "ENTIRER"*/
/*"BEZOUT" -> "FRETRCT"*/
/*"BEZOUT" -> "RETRACT"*/
/*"BEZOUT" -> "EVALAB"*/
/*"BEZOUT" -> "IEVALAB"*/
/*"BEZOUT" -> "FLINEXP"*/
/*"BEZOUT" -> "LINEXP"*/
/*"BEZOUT" -> "ORDSET"*/
/*"BEZOUT" -> "KONVERT"*/
/*"BEZOUT" -> "PATMAB"*/
/*"BEZOUT" -> "GCDDOM"*/
"BEZOUT" -> "PFECAT"
/*"BEZOUT" -> "UFD"*/
/*"BEZOUT" -> "ELTAB"*/
/*"BEZOUT" -> "DIFRING"*/
/*"BEZOUT" -> "DIFEXT"*/
/*"BEZOUT" -> "STEP"*/
/*"BEZOUT" -> "EUCDOM"*/
/*"BEZOUT" -> "PID"*/
/*"BEZOUT" -> "FIELD"*/
/*"BEZOUT" -> "DIVRING"*/
/*"BEZOUT" -> "MATCAT"*/
/*"BEZOUT" -> "ARR2CAT"*/
/*"BEZOUT" -> "HOAGG"*/
/*"BEZOUT" -> "AGG"*/
/*"BEZOUT" -> "TYPE"*/
/*"BEZOUT" -> "FLAGG"*/
/*"BEZOUT" -> "LNAGG"*/
/*"BEZOUT" -> "IXAGG"*/
/*"BEZOUT" -> "ELTAGG"*/
/*"BEZOUT" -> "CLAGG"*/
/*"BEZOUT" -> "NNI"*/
/*"BEZOUT" -> "INT"*/
/*"BEZOUT" -> "BOOLEAN"*/
/*"BEZOUT" -> "SINT"*/
/*"BEZOUT" -> "PI"*/

"BINARY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BINARY"]
/*"BINARY" -> "QFCAT"*/
/*"BINARY" -> "FIELD"*/
/*"BINARY" -> "EUCDOM"*/
/*"BINARY" -> "PID"*/
/*"BINARY" -> "GCDDOM"*/
/*"BINARY" -> "INTDOM"*/
/*"BINARY" -> "COMRING"*/
/*"BINARY" -> "RING"*/
/*"BINARY" -> "RNG"*/
/*"BINARY" -> "ABELGRP"*/
/*"BINARY" -> "CABMON"*/
/*"BINARY" -> "ABELMON"*/
/*"BINARY" -> "ABELSG"*/
/*"BINARY" -> "SETCAT"*/
/*"BINARY" -> "BASTYPE"*/
/*"BINARY" -> "KOERCE"*/
/*"BINARY" -> "SGROUP"*/
/*"BINARY" -> "MONOID"*/
/*"BINARY" -> "LMODULE"*/
/*"BINARY" -> "BMODULE"*/
/*"BINARY" -> "RMODULE"*/
/*"BINARY" -> "ALGEBRA"*/
/*"BINARY" -> "MODULE"*/
/*"BINARY" -> "ENTIRER"*/
/*"BINARY" -> "UFD"*/
/*"BINARY" -> "DIVRING"*/
/*"BINARY" -> "RETRACT"*/
/*"BINARY" -> "FEVALAB"*/
/*"BINARY" -> "ELTAB"*/
/*"BINARY" -> "EVALAB"*/
/*"BINARY" -> "IEVALAB"*/
/*"BINARY" -> "DIFEXT"*/
/*"BINARY" -> "DIFRING"*/
/*"BINARY" -> "PDRING"*/
/*"BINARY" -> "FLINEXP"*/
/*"BINARY" -> "LINEXP"*/
/*"BINARY" -> "PATAB"*/
/*"BINARY" -> "KONVERT"*/
/*"BINARY" -> "FPATMAB"*/
/*"BINARY" -> "TYPE"*/
/*"BINARY" -> "PATMAB"*/
/*"BINARY" -> "STEP"*/
/*"BINARY" -> "ORDSET"*/
/*"BINARY" -> "OINTDOM"*/
/*"BINARY" -> "ORDRING"*/
/*"BINARY" -> "OAGROUP"*/
/*"BINARY" -> "OCAMON"*/
/*"BINARY" -> "OAMON"*/
/*"BINARY" -> "OASGP"*/
/*"BINARY" -> "REAL"*/
/*"BINARY" -> "CHARZ"*/
/*"BINARY" -> "CHARNZ"*/
"BINARY" -> "PFECAT"
/*"BINARY" -> "INS"*/
/*"BINARY" -> "CFCAT"*/
/*"BINARY" -> "OM"*/
/*"BINARY" -> "FPS"*/
/*"BINARY" -> "RNS"*/
/*"BINARY" -> "RADCAT"*/
/*"BINARY" -> "UPOLYC"*/
/*"BINARY" -> "POLYCAT"*/
/*"BINARY" -> "FAMR"*/
/*"BINARY" -> "AMR"*/
/*"BINARY" -> "FRETRCT"*/

"BINFILE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BINFILE"]
/*"BINFILE" -> "FILECAT"*/
/*"BINFILE" -> "SETCAT"*/
/*"BINFILE" -> "BASTYPE"*/
/*"BINFILE" -> "KOERCE"*/
/*"BINFILE" -> "FNCAT"*/
/*"BINFILE" -> "INS"*/
/*"BINFILE" -> "UFD"*/
/*"BINFILE" -> "GCDDOM"*/
/*"BINFILE" -> "INTDOM"*/
/*"BINFILE" -> "COMRING"*/
/*"BINFILE" -> "RING"*/
/*"BINFILE" -> "RNG"*/
/*"BINFILE" -> "ABELGRP"*/
/*"BINFILE" -> "CABMON"*/
/*"BINFILE" -> "ABELMON"*/
/*"BINFILE" -> "ABELSG"*/
/*"BINFILE" -> "SGROUP"*/
/*"BINFILE" -> "MONOID"*/
/*"BINFILE" -> "LMODULE"*/
/*"BINFILE" -> "BMODULE"*/
/*"BINFILE" -> "RMODULE"*/
/*"BINFILE" -> "ALGEBRA"*/
/*"BINFILE" -> "MODULE"*/
/*"BINFILE" -> "ENTIRER"*/
/*"BINFILE" -> "EUCDOM"*/
/*"BINFILE" -> "PID"*/
/*"BINFILE" -> "OINTDOM"*/
/*"BINFILE" -> "ORDRING"*/
/*"BINFILE" -> "OAGROUP"*/
/*"BINFILE" -> "OCAMON"*/
/*"BINFILE" -> "OAMON"*/
/*"BINFILE" -> "OASGP"*/
/*"BINFILE" -> "ORDSET"*/
/*"BINFILE" -> "DIFRING"*/
/*"BINFILE" -> "KONVERT"*/
/*"BINFILE" -> "RETRACT"*/
/*"BINFILE" -> "LINEXP"*/
/*"BINFILE" -> "PATMAB"*/
/*"BINFILE" -> "CFCAT"*/
/*"BINFILE" -> "REAL"*/
/*"BINFILE" -> "CHARZ"*/
/*"BINFILE" -> "STEP"*/
"BINFILE" -> "STRING"
/*"BINFILE" -> "CHAR"*/
/*"BINFILE" -> "SINT"*/
/*"BINFILE" -> "OUTFORM"*/
/*"BINFILE" -> "LIST"*/
/*"BINFILE" -> "INT"*/
/*"BINFILE" -> "PRIMARR"*/
/*"BINFILE" -> "A1AGG-"*/
/*"BINFILE" -> "ISTRING"*/

"BOUNDZRO" [color="#FF4488",href="bookvol10.4.pdf#nameddest=BOUNDZRO"]
/*"BOUNDZRO" -> "FIELD"*/
/*"BOUNDZRO" -> "EUCDOM"*/
/*"BOUNDZRO" -> "PID"*/
/*"BOUNDZRO" -> "GCDDOM"*/
/*"BOUNDZRO" -> "INTDOM"*/
/*"BOUNDZRO" -> "COMRING"*/
/*"BOUNDZRO" -> "RING"*/
/*"BOUNDZRO" -> "RNG"*/
/*"BOUNDZRO" -> "ABELGRP"*/
/*"BOUNDZRO" -> "CABMON"*/
/*"BOUNDZRO" -> "ABELMON"*/
/*"BOUNDZRO" -> "ABELSG"*/
/*"BOUNDZRO" -> "SETCAT"*/
/*"BOUNDZRO" -> "BASTYPE"*/
/*"BOUNDZRO" -> "KOERCE"*/
/*"BOUNDZRO" -> "SGROUP"*/
/*"BOUNDZRO" -> "MONOID"*/
/*"BOUNDZRO" -> "LMODULE"*/
/*"BOUNDZRO" -> "BMODULE"*/
/*"BOUNDZRO" -> "RMODULE"*/
/*"BOUNDZRO" -> "ALGEBRA"*/
/*"BOUNDZRO" -> "MODULE"*/
/*"BOUNDZRO" -> "ENTIRER"*/
/*"BOUNDZRO" -> "UFD"*/
/*"BOUNDZRO" -> "DIVRING"*/
/*"BOUNDZRO" -> "RETRACT"*/
/*"BOUNDZRO" -> "UPOLYC"*/
/*"BOUNDZRO" -> "POLYCAT"*/
/*"BOUNDZRO" -> "PDRING"*/
/*"BOUNDZRO" -> "FAMR"*/
/*"BOUNDZRO" -> "AMR"*/
/*"BOUNDZRO" -> "CHARZ"*/
/*"BOUNDZRO" -> "CHARNZ"*/
/*"BOUNDZRO" -> "FRETRCT"*/
/*"BOUNDZRO" -> "EVALAB"*/
/*"BOUNDZRO" -> "IEVALAB"*/
/*"BOUNDZRO" -> "FLINEXP"*/
/*"BOUNDZRO" -> "LINEXP"*/
/*"BOUNDZRO" -> "ORDSET"*/
/*"BOUNDZRO" -> "KONVERT"*/
/*"BOUNDZRO" -> "PATMAB"*/
"BOUNDZRO" -> "PFECAT"
/*"BOUNDZRO" -> "ELTAB"*/
/*"BOUNDZRO" -> "DIFRING"*/
/*"BOUNDZRO" -> "DIFEXT"*/
/*"BOUNDZRO" -> "STEP"*/
/*"BOUNDZRO" -> "INS"*/
/*"BOUNDZRO" -> "OINTDOM"*/
/*"BOUNDZRO" -> "ORDRING"*/
/*"BOUNDZRO" -> "OAGROUP"*/
/*"BOUNDZRO" -> "OCAMON"*/
/*"BOUNDZRO" -> "OAMON"*/
/*"BOUNDZRO" -> "OASGP"*/
/*"BOUNDZRO" -> "CFCAT"*/
/*"BOUNDZRO" -> "REAL"*/
/*"BOUNDZRO" -> "QFCAT"*/
/*"BOUNDZRO" -> "FEVALAB"*/
/*"BOUNDZRO" -> "PATAB"*/
/*"BOUNDZRO" -> "FPATMAB"*/
/*"BOUNDZRO" -> "TYPE"*/
/*"BOUNDZRO" -> "INT"*/
/*"BOUNDZRO" -> "ES"*/
/*"BOUNDZRO" -> "OM"*/

"BPADICRT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BPADICRT"]
/*"BPADICRT" -> "QFCAT"*/
/*"BPADICRT" -> "FIELD"*/
/*"BPADICRT" -> "EUCDOM"*/
/*"BPADICRT" -> "PID"*/
/*"BPADICRT" -> "GCDDOM"*/
/*"BPADICRT" -> "INTDOM"*/
/*"BPADICRT" -> "COMRING"*/
/*"BPADICRT" -> "RING"*/
/*"BPADICRT" -> "RNG"*/
/*"BPADICRT" -> "ABELGRP"*/
/*"BPADICRT" -> "CABMON"*/
/*"BPADICRT" -> "ABELMON"*/
/*"BPADICRT" -> "ABELSG"*/
/*"BPADICRT" -> "SETCAT"*/
/*"BPADICRT" -> "BASTYPE"*/
/*"BPADICRT" -> "KOERCE"*/
/*"BPADICRT" -> "SGROUP"*/
/*"BPADICRT" -> "MONOID"*/
/*"BPADICRT" -> "LMODULE"*/
/*"BPADICRT" -> "BMODULE"*/
/*"BPADICRT" -> "RMODULE"*/
/*"BPADICRT" -> "ALGEBRA"*/
/*"BPADICRT" -> "MODULE"*/
/*"BPADICRT" -> "ENTIRER"*/
/*"BPADICRT" -> "UFD"*/
/*"BPADICRT" -> "DIVRING"*/
/*"BPADICRT" -> "RETRACT"*/
/*"BPADICRT" -> "FEVALAB"*/
/*"BPADICRT" -> "ELTAB"*/
/*"BPADICRT" -> "EVALAB"*/
/*"BPADICRT" -> "IEVALAB"*/
/*"BPADICRT" -> "DIFEXT"*/
/*"BPADICRT" -> "DIFRING"*/
/*"BPADICRT" -> "PDRING"*/
/*"BPADICRT" -> "FLINEXP"*/
/*"BPADICRT" -> "LINEXP"*/
/*"BPADICRT" -> "PATAB"*/
/*"BPADICRT" -> "KONVERT"*/
/*"BPADICRT" -> "FPATMAB"*/
/*"BPADICRT" -> "TYPE"*/
/*"BPADICRT" -> "PATMAB"*/
/*"BPADICRT" -> "STEP"*/
/*"BPADICRT" -> "ORDSET"*/
/*"BPADICRT" -> "OINTDOM"*/
/*"BPADICRT" -> "ORDRING"*/
/*"BPADICRT" -> "OAGROUP"*/
/*"BPADICRT" -> "OCAMON"*/
/*"BPADICRT" -> "OAMON"*/
/*"BPADICRT" -> "OASGP"*/
/*"BPADICRT" -> "REAL"*/
/*"BPADICRT" -> "CHARZ"*/
/*"BPADICRT" -> "CHARNZ"*/
"BPADICRT" -> "PFECAT"
/*"BPADICRT" -> "PADICCT"*/
/*"BPADICRT" -> "FPS"*/
/*"BPADICRT" -> "RNS"*/
/*"BPADICRT" -> "RADCAT"*/
/*"BPADICRT" -> "INS"*/
/*"BPADICRT" -> "CFCAT"*/
/*"BPADICRT" -> "UPOLYC"*/
/*"BPADICRT" -> "POLYCAT"*/
/*"BPADICRT" -> "FAMR"*/
/*"BPADICRT" -> "AMR"*/
/*"BPADICRT" -> "FRETRCT"*/

"BRILL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=BRILL"]
/*"BRILL" -> "UPOLYC"*/
/*"BRILL" -> "POLYCAT"*/
/*"BRILL" -> "PDRING"*/
/*"BRILL" -> "RING"*/
/*"BRILL" -> "RNG"*/
/*"BRILL" -> "ABELGRP"*/
/*"BRILL" -> "CABMON"*/
/*"BRILL" -> "ABELMON"*/
/*"BRILL" -> "ABELSG"*/
/*"BRILL" -> "SETCAT"*/
/*"BRILL" -> "BASTYPE"*/
/*"BRILL" -> "KOERCE"*/
/*"BRILL" -> "SGROUP"*/
/*"BRILL" -> "MONOID"*/
/*"BRILL" -> "LMODULE"*/
/*"BRILL" -> "FAMR"*/
/*"BRILL" -> "AMR"*/
/*"BRILL" -> "BMODULE"*/
/*"BRILL" -> "RMODULE"*/
/*"BRILL" -> "COMRING"*/
/*"BRILL" -> "ALGEBRA"*/
/*"BRILL" -> "MODULE"*/
/*"BRILL" -> "CHARZ"*/
/*"BRILL" -> "CHARNZ"*/
/*"BRILL" -> "INTDOM"*/
/*"BRILL" -> "ENTIRER"*/
/*"BRILL" -> "FRETRCT"*/
/*"BRILL" -> "RETRACT"*/
/*"BRILL" -> "EVALAB"*/
/*"BRILL" -> "IEVALAB"*/
/*"BRILL" -> "FLINEXP"*/
/*"BRILL" -> "LINEXP"*/
/*"BRILL" -> "ORDSET"*/
/*"BRILL" -> "KONVERT"*/
/*"BRILL" -> "PATMAB"*/
/*"BRILL" -> "GCDDOM"*/
"BRILL" -> "PFECAT"
/*"BRILL" -> "UFD"*/
/*"BRILL" -> "ELTAB"*/
/*"BRILL" -> "DIFRING"*/
/*"BRILL" -> "DIFEXT"*/
/*"BRILL" -> "STEP"*/
/*"BRILL" -> "EUCDOM"*/
/*"BRILL" -> "PID"*/
/*"BRILL" -> "FIELD"*/
/*"BRILL" -> "DIVRING"*/
/*"BRILL" -> "NNI"*/
/*"BRILL" -> "INT"*/
/*"BRILL" -> "BOOLEAN"*/
/*"BRILL" -> "INS-"*/
/*"BRILL" -> "INS"*/
/*"BRILL" -> "OINTDOM"*/
/*"BRILL" -> "ORDRING"*/
/*"BRILL" -> "OAGROUP"*/
/*"BRILL" -> "OCAMON"*/
/*"BRILL" -> "OAMON"*/
/*"BRILL" -> "OASGP"*/
/*"BRILL" -> "CFCAT"*/
/*"BRILL" -> "REAL"*/
/*"BRILL" -> "FPS"*/
/*"BRILL" -> "RNS"*/
/*"BRILL" -> "RADCAT"*/
/*"BRILL" -> "OM"*/
/*"BRILL" -> "TRANFUN"*/
/*"BRILL" -> "TRIGCAT"*/
/*"BRILL" -> "ATRIG"*/
/*"BRILL" -> "HYPCAT"*/
/*"BRILL" -> "AHYP"*/
/*"BRILL" -> "ELEMFUN"*/
/*"BRILL" -> "PI"*/

"CDEN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CDEN"]
/*"CDEN" -> "INTDOM"*/
/*"CDEN" -> "COMRING"*/
/*"CDEN" -> "RING"*/
/*"CDEN" -> "RNG"*/
/*"CDEN" -> "ABELGRP"*/
/*"CDEN" -> "CABMON"*/
/*"CDEN" -> "ABELMON"*/
/*"CDEN" -> "ABELSG"*/
/*"CDEN" -> "SETCAT"*/
/*"CDEN" -> "BASTYPE"*/
/*"CDEN" -> "KOERCE"*/
/*"CDEN" -> "SGROUP"*/
/*"CDEN" -> "MONOID"*/
/*"CDEN" -> "LMODULE"*/
/*"CDEN" -> "BMODULE"*/
/*"CDEN" -> "RMODULE"*/
/*"CDEN" -> "ALGEBRA"*/
/*"CDEN" -> "MODULE"*/
/*"CDEN" -> "ENTIRER"*/
/*"CDEN" -> "QFCAT"*/
/*"CDEN" -> "FIELD"*/
/*"CDEN" -> "EUCDOM"*/
/*"CDEN" -> "PID"*/
/*"CDEN" -> "GCDDOM"*/
/*"CDEN" -> "UFD"*/
/*"CDEN" -> "DIVRING"*/
/*"CDEN" -> "RETRACT"*/
/*"CDEN" -> "FEVALAB"*/
/*"CDEN" -> "ELTAB"*/
/*"CDEN" -> "EVALAB"*/
/*"CDEN" -> "IEVALAB"*/
/*"CDEN" -> "DIFEXT"*/
/*"CDEN" -> "DIFRING"*/
/*"CDEN" -> "PDRING"*/
/*"CDEN" -> "FLINEXP"*/
/*"CDEN" -> "LINEXP"*/
/*"CDEN" -> "PATAB"*/
/*"CDEN" -> "KONVERT"*/
/*"CDEN" -> "FPATMAB"*/
/*"CDEN" -> "TYPE"*/
/*"CDEN" -> "PATMAB"*/
/*"CDEN" -> "STEP"*/
/*"CDEN" -> "ORDSET"*/
/*"CDEN" -> "OINTDOM"*/
/*"CDEN" -> "ORDRING"*/
/*"CDEN" -> "OAGROUP"*/
/*"CDEN" -> "OCAMON"*/
/*"CDEN" -> "OAMON"*/
/*"CDEN" -> "OASGP"*/
/*"CDEN" -> "REAL"*/
/*"CDEN" -> "CHARZ"*/
/*"CDEN" -> "CHARNZ"*/
"CDEN" -> "PFECAT"
/*"CDEN" -> "FLAGG"*/
/*"CDEN" -> "LNAGG"*/
/*"CDEN" -> "IXAGG"*/
/*"CDEN" -> "HOAGG"*/
/*"CDEN" -> "AGG"*/
/*"CDEN" -> "ELTAGG"*/
/*"CDEN" -> "CLAGG"*/

"CHVAR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CHVAR"]
/*"CHVAR" -> "UFD"*/
/*"CHVAR" -> "GCDDOM"*/
/*"CHVAR" -> "INTDOM"*/
/*"CHVAR" -> "COMRING"*/
/*"CHVAR" -> "RING"*/
/*"CHVAR" -> "RNG"*/
/*"CHVAR" -> "ABELGRP"*/
/*"CHVAR" -> "CABMON"*/
/*"CHVAR" -> "ABELMON"*/
/*"CHVAR" -> "ABELSG"*/
/*"CHVAR" -> "SETCAT"*/
/*"CHVAR" -> "BASTYPE"*/
/*"CHVAR" -> "KOERCE"*/
/*"CHVAR" -> "SGROUP"*/
/*"CHVAR" -> "MONOID"*/
/*"CHVAR" -> "LMODULE"*/
/*"CHVAR" -> "BMODULE"*/
/*"CHVAR" -> "RMODULE"*/
/*"CHVAR" -> "ALGEBRA"*/
/*"CHVAR" -> "MODULE"*/
/*"CHVAR" -> "ENTIRER"*/
/*"CHVAR" -> "UPOLYC"*/
/*"CHVAR" -> "POLYCAT"*/
/*"CHVAR" -> "PDRING"*/
/*"CHVAR" -> "FAMR"*/
/*"CHVAR" -> "AMR"*/
/*"CHVAR" -> "CHARZ"*/
/*"CHVAR" -> "CHARNZ"*/
/*"CHVAR" -> "FRETRCT"*/
/*"CHVAR" -> "RETRACT"*/
/*"CHVAR" -> "EVALAB"*/
/*"CHVAR" -> "IEVALAB"*/
/*"CHVAR" -> "FLINEXP"*/
/*"CHVAR" -> "LINEXP"*/
/*"CHVAR" -> "ORDSET"*/
/*"CHVAR" -> "KONVERT"*/
/*"CHVAR" -> "PATMAB"*/
"CHVAR" -> "PFECAT"
/*"CHVAR" -> "ELTAB"*/
/*"CHVAR" -> "DIFRING"*/
/*"CHVAR" -> "DIFEXT"*/
/*"CHVAR" -> "STEP"*/
/*"CHVAR" -> "EUCDOM"*/
/*"CHVAR" -> "PID"*/
/*"CHVAR" -> "FIELD"*/
/*"CHVAR" -> "DIVRING"*/
/*"CHVAR" -> "NNI"*/
/*"CHVAR" -> "INT"*/
/*"CHVAR" -> "BOOLEAN"*/
/*"CHVAR" -> "PI"*/
/*"CHVAR" -> "INS"*/
/*"CHVAR" -> "OINTDOM"*/
/*"CHVAR" -> "ORDRING"*/
/*"CHVAR" -> "OAGROUP"*/
/*"CHVAR" -> "OCAMON"*/
/*"CHVAR" -> "OAMON"*/
/*"CHVAR" -> "OASGP"*/
/*"CHVAR" -> "CFCAT"*/
/*"CHVAR" -> "REAL"*/
/*"CHVAR" -> "OM"*/
/*"CHVAR" -> "QFCAT"*/
/*"CHVAR" -> "FEVALAB"*/
/*"CHVAR" -> "PATAB"*/
/*"CHVAR" -> "FPATMAB"*/
/*"CHVAR" -> "TYPE"*/
/*"CHVAR" -> "SINT"*/

"COMMUPC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=COMMUPC"]
/*"COMMUPC" -> "RING"*/
/*"COMMUPC" -> "RNG"*/
/*"COMMUPC" -> "ABELGRP"*/
/*"COMMUPC" -> "CABMON"*/
/*"COMMUPC" -> "ABELMON"*/
/*"COMMUPC" -> "ABELSG"*/
/*"COMMUPC" -> "SETCAT"*/
/*"COMMUPC" -> "BASTYPE"*/
/*"COMMUPC" -> "KOERCE"*/
/*"COMMUPC" -> "SGROUP"*/
/*"COMMUPC" -> "MONOID"*/
/*"COMMUPC" -> "LMODULE"*/
/*"COMMUPC" -> "UPOLYC"*/
/*"COMMUPC" -> "POLYCAT"*/
/*"COMMUPC" -> "PDRING"*/
/*"COMMUPC" -> "FAMR"*/
/*"COMMUPC" -> "AMR"*/
/*"COMMUPC" -> "BMODULE"*/
/*"COMMUPC" -> "RMODULE"*/
/*"COMMUPC" -> "COMRING"*/
/*"COMMUPC" -> "ALGEBRA"*/
/*"COMMUPC" -> "MODULE"*/
/*"COMMUPC" -> "CHARZ"*/
/*"COMMUPC" -> "CHARNZ"*/
/*"COMMUPC" -> "INTDOM"*/
/*"COMMUPC" -> "ENTIRER"*/
/*"COMMUPC" -> "FRETRCT"*/
/*"COMMUPC" -> "RETRACT"*/
/*"COMMUPC" -> "EVALAB"*/
/*"COMMUPC" -> "IEVALAB"*/
/*"COMMUPC" -> "FLINEXP"*/
/*"COMMUPC" -> "LINEXP"*/
/*"COMMUPC" -> "ORDSET"*/
/*"COMMUPC" -> "KONVERT"*/
/*"COMMUPC" -> "PATMAB"*/
/*"COMMUPC" -> "GCDDOM"*/
"COMMUPC" -> "PFECAT"
/*"COMMUPC" -> "UFD"*/
/*"COMMUPC" -> "ELTAB"*/
/*"COMMUPC" -> "DIFRING"*/
/*"COMMUPC" -> "DIFEXT"*/
/*"COMMUPC" -> "STEP"*/
/*"COMMUPC" -> "EUCDOM"*/
/*"COMMUPC" -> "PID"*/
/*"COMMUPC" -> "FIELD"*/
/*"COMMUPC" -> "DIVRING"*/
/*"COMMUPC" -> "BOOLEAN"*/

"CONTFRAC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=CONTFRAC"]
/*"CONTFRAC" -> "ALGEBRA"*/
/*"CONTFRAC" -> "RING"*/
/*"CONTFRAC" -> "RNG"*/
/*"CONTFRAC" -> "ABELGRP"*/
/*"CONTFRAC" -> "CABMON"*/
/*"CONTFRAC" -> "ABELMON"*/
/*"CONTFRAC" -> "ABELSG"*/
/*"CONTFRAC" -> "SETCAT"*/
/*"CONTFRAC" -> "BASTYPE"*/
/*"CONTFRAC" -> "KOERCE"*/
/*"CONTFRAC" -> "SGROUP"*/
/*"CONTFRAC" -> "MONOID"*/
/*"CONTFRAC" -> "LMODULE"*/
/*"CONTFRAC" -> "MODULE"*/
/*"CONTFRAC" -> "BMODULE"*/
/*"CONTFRAC" -> "RMODULE"*/
/*"CONTFRAC" -> "FIELD"*/
/*"CONTFRAC" -> "EUCDOM"*/
/*"CONTFRAC" -> "PID"*/
/*"CONTFRAC" -> "GCDDOM"*/
/*"CONTFRAC" -> "INTDOM"*/
/*"CONTFRAC" -> "COMRING"*/
/*"CONTFRAC" -> "ENTIRER"*/
/*"CONTFRAC" -> "UFD"*/
/*"CONTFRAC" -> "DIVRING"*/
/*"CONTFRAC" -> "QFCAT"*/
/*"CONTFRAC" -> "RETRACT"*/
/*"CONTFRAC" -> "FEVALAB"*/
/*"CONTFRAC" -> "ELTAB"*/
/*"CONTFRAC" -> "EVALAB"*/
/*"CONTFRAC" -> "IEVALAB"*/
/*"CONTFRAC" -> "DIFEXT"*/
/*"CONTFRAC" -> "DIFRING"*/
/*"CONTFRAC" -> "PDRING"*/
/*"CONTFRAC" -> "FLINEXP"*/
/*"CONTFRAC" -> "LINEXP"*/
/*"CONTFRAC" -> "PATAB"*/
/*"CONTFRAC" -> "KONVERT"*/
/*"CONTFRAC" -> "FPATMAB"*/
/*"CONTFRAC" -> "TYPE"*/
/*"CONTFRAC" -> "PATMAB"*/
/*"CONTFRAC" -> "STEP"*/
/*"CONTFRAC" -> "ORDSET"*/
/*"CONTFRAC" -> "OINTDOM"*/
/*"CONTFRAC" -> "ORDRING"*/
/*"CONTFRAC" -> "OAGROUP"*/
/*"CONTFRAC" -> "OCAMON"*/
/*"CONTFRAC" -> "OAMON"*/
/*"CONTFRAC" -> "OASGP"*/
/*"CONTFRAC" -> "REAL"*/
/*"CONTFRAC" -> "CHARZ"*/
/*"CONTFRAC" -> "CHARNZ"*/
"CONTFRAC" -> "PFECAT"
/*"CONTFRAC" -> "BOOLEAN"*/
/*"CONTFRAC" -> "INT"*/
/*"CONTFRAC" -> "LIST"*/
/*"CONTFRAC" -> "ILIST"*/
/*"CONTFRAC" -> "LSAGG"*/
/*"CONTFRAC" -> "STAGG"*/
/*"CONTFRAC" -> "URAGG"*/
/*"CONTFRAC" -> "RCAGG"*/
/*"CONTFRAC" -> "HOAGG"*/
/*"CONTFRAC" -> "AGG"*/
/*"CONTFRAC" -> "LNAGG"*/
/*"CONTFRAC" -> "IXAGG"*/
/*"CONTFRAC" -> "ELTAGG"*/
/*"CONTFRAC" -> "CLAGG"*/
/*"CONTFRAC" -> "FLAGG"*/
/*"CONTFRAC" -> "ELAGG"*/
/*"CONTFRAC" -> "OM"*/
/*"CONTFRAC" -> "SINT"*/
/*"CONTFRAC" -> "NNI"*/
/*"CONTFRAC" -> "LSAGG-"*/
/*"CONTFRAC" -> "INS"*/
/*"CONTFRAC" -> "CFCAT"*/

"CVMP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CVMP"]
/*"CVMP" -> "COMRING"*/
/*"CVMP" -> "RING"*/
/*"CVMP" -> "RNG"*/
/*"CVMP" -> "ABELGRP"*/
/*"CVMP" -> "CABMON"*/
/*"CVMP" -> "ABELMON"*/
/*"CVMP" -> "ABELSG"*/
/*"CVMP" -> "SETCAT"*/
/*"CVMP" -> "BASTYPE"*/
/*"CVMP" -> "KOERCE"*/
/*"CVMP" -> "SGROUP"*/
/*"CVMP" -> "MONOID"*/
/*"CVMP" -> "LMODULE"*/
/*"CVMP" -> "BMODULE"*/
/*"CVMP" -> "RMODULE"*/
/*"CVMP" -> "POLYCAT"*/
/*"CVMP" -> "PDRING"*/
/*"CVMP" -> "FAMR"*/
/*"CVMP" -> "AMR"*/
/*"CVMP" -> "ALGEBRA"*/
/*"CVMP" -> "MODULE"*/
/*"CVMP" -> "CHARZ"*/
/*"CVMP" -> "CHARNZ"*/
/*"CVMP" -> "INTDOM"*/
/*"CVMP" -> "ENTIRER"*/
/*"CVMP" -> "FRETRCT"*/
/*"CVMP" -> "RETRACT"*/
/*"CVMP" -> "EVALAB"*/
/*"CVMP" -> "IEVALAB"*/
/*"CVMP" -> "FLINEXP"*/
/*"CVMP" -> "LINEXP"*/
/*"CVMP" -> "ORDSET"*/
/*"CVMP" -> "KONVERT"*/
/*"CVMP" -> "PATMAB"*/
/*"CVMP" -> "GCDDOM"*/
"CVMP" -> "PFECAT"
/*"CVMP" -> "UFD"*/
/*"CVMP" -> "INT"*/
/*"CVMP" -> "VECTOR"*/
/*"CVMP" -> "IVECTOR"*/
/*"CVMP" -> "IARRAY1"*/
/*"CVMP" -> "VECTCAT-"*/
/*"CVMP" -> "A1AGG-"*/
/*"CVMP" -> "FLAGG-"*/
/*"CVMP" -> "LNAGG-"*/
/*"CVMP" -> "IXAGG-"*/
/*"CVMP" -> "VECTCAT"*/
/*"CVMP" -> "A1AGG"*/
/*"CVMP" -> "FLAGG"*/
/*"CVMP" -> "LNAGG"*/
/*"CVMP" -> "IXAGG"*/
/*"CVMP" -> "HOAGG"*/
/*"CVMP" -> "AGG"*/
/*"CVMP" -> "TYPE"*/
/*"CVMP" -> "ELTAGG"*/
/*"CVMP" -> "ELTAB"*/
/*"CVMP" -> "CLAGG"*/
/*"CVMP" -> "LIST"*/
/*"CVMP" -> "ILIST"*/
/*"CVMP" -> "QFCAT"*/
/*"CVMP" -> "FIELD"*/
/*"CVMP" -> "EUCDOM"*/
/*"CVMP" -> "PID"*/
/*"CVMP" -> "DIVRING"*/
/*"CVMP" -> "FEVALAB"*/
/*"CVMP" -> "DIFEXT"*/
/*"CVMP" -> "DIFRING"*/
/*"CVMP" -> "PATAB"*/
/*"CVMP" -> "FPATMAB"*/
/*"CVMP" -> "STEP"*/
/*"CVMP" -> "OINTDOM"*/
/*"CVMP" -> "ORDRING"*/
/*"CVMP" -> "OAGROUP"*/
/*"CVMP" -> "OCAMON"*/
/*"CVMP" -> "OAMON"*/
/*"CVMP" -> "OASGP"*/
/*"CVMP" -> "REAL"*/

"CYCLOTOM" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CYCLOTOM"]
/*"CYCLOTOM" -> "INS"*/
/*"CYCLOTOM" -> "UFD"*/
/*"CYCLOTOM" -> "GCDDOM"*/
/*"CYCLOTOM" -> "INTDOM"*/
/*"CYCLOTOM" -> "COMRING"*/
/*"CYCLOTOM" -> "RING"*/
/*"CYCLOTOM" -> "RNG"*/
/*"CYCLOTOM" -> "ABELGRP"*/
/*"CYCLOTOM" -> "CABMON"*/
/*"CYCLOTOM" -> "ABELMON"*/
/*"CYCLOTOM" -> "ABELSG"*/
/*"CYCLOTOM" -> "SETCAT"*/
/*"CYCLOTOM" -> "BASTYPE"*/
/*"CYCLOTOM" -> "KOERCE"*/
/*"CYCLOTOM" -> "SGROUP"*/
/*"CYCLOTOM" -> "MONOID"*/
/*"CYCLOTOM" -> "LMODULE"*/
/*"CYCLOTOM" -> "BMODULE"*/
/*"CYCLOTOM" -> "RMODULE"*/
/*"CYCLOTOM" -> "ALGEBRA"*/
/*"CYCLOTOM" -> "MODULE"*/
/*"CYCLOTOM" -> "ENTIRER"*/
/*"CYCLOTOM" -> "EUCDOM"*/
/*"CYCLOTOM" -> "PID"*/
/*"CYCLOTOM" -> "OINTDOM"*/
/*"CYCLOTOM" -> "ORDRING"*/
/*"CYCLOTOM" -> "OAGROUP"*/
/*"CYCLOTOM" -> "OCAMON"*/
/*"CYCLOTOM" -> "OAMON"*/
/*"CYCLOTOM" -> "OASGP"*/
/*"CYCLOTOM" -> "ORDSET"*/
/*"CYCLOTOM" -> "DIFRING"*/
/*"CYCLOTOM" -> "KONVERT"*/
/*"CYCLOTOM" -> "RETRACT"*/
/*"CYCLOTOM" -> "LINEXP"*/
/*"CYCLOTOM" -> "PATMAB"*/
/*"CYCLOTOM" -> "CFCAT"*/
/*"CYCLOTOM" -> "REAL"*/
/*"CYCLOTOM" -> "CHARZ"*/
/*"CYCLOTOM" -> "STEP"*/
/*"CYCLOTOM" -> "INT"*/
/*"CYCLOTOM" -> "NNI"*/
/*"CYCLOTOM" -> "SINT"*/
/*"CYCLOTOM" -> "LIST"*/
/*"CYCLOTOM" -> "UPOLYC"*/
/*"CYCLOTOM" -> "POLYCAT"*/
/*"CYCLOTOM" -> "PDRING"*/
/*"CYCLOTOM" -> "FAMR"*/
/*"CYCLOTOM" -> "AMR"*/
/*"CYCLOTOM" -> "CHARNZ"*/
/*"CYCLOTOM" -> "FRETRCT"*/
/*"CYCLOTOM" -> "EVALAB"*/
/*"CYCLOTOM" -> "IEVALAB"*/
/*"CYCLOTOM" -> "FLINEXP"*/
"CYCLOTOM" -> "PFECAT"
/*"CYCLOTOM" -> "ELTAB"*/
/*"CYCLOTOM" -> "DIFEXT"*/
/*"CYCLOTOM" -> "FIELD"*/
/*"CYCLOTOM" -> "DIVRING"*/

"CYCLES" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CYCLES"]
/*"CYCLES" -> "INS"*/
/*"CYCLES" -> "UFD"*/
/*"CYCLES" -> "GCDDOM"*/
/*"CYCLES" -> "INTDOM"*/
/*"CYCLES" -> "COMRING"*/
/*"CYCLES" -> "RING"*/
/*"CYCLES" -> "RNG"*/
/*"CYCLES" -> "ABELGRP"*/
/*"CYCLES" -> "CABMON"*/
/*"CYCLES" -> "ABELMON"*/
/*"CYCLES" -> "ABELSG"*/
/*"CYCLES" -> "SETCAT"*/
/*"CYCLES" -> "BASTYPE"*/
/*"CYCLES" -> "KOERCE"*/
/*"CYCLES" -> "SGROUP"*/
/*"CYCLES" -> "MONOID"*/
/*"CYCLES" -> "LMODULE"*/
/*"CYCLES" -> "BMODULE"*/
/*"CYCLES" -> "RMODULE"*/
/*"CYCLES" -> "ALGEBRA"*/
/*"CYCLES" -> "MODULE"*/
/*"CYCLES" -> "ENTIRER"*/
/*"CYCLES" -> "EUCDOM"*/
/*"CYCLES" -> "PID"*/
/*"CYCLES" -> "OINTDOM"*/
/*"CYCLES" -> "ORDRING"*/
/*"CYCLES" -> "OAGROUP"*/
/*"CYCLES" -> "OCAMON"*/
/*"CYCLES" -> "OAMON"*/
/*"CYCLES" -> "OASGP"*/
/*"CYCLES" -> "ORDSET"*/
/*"CYCLES" -> "DIFRING"*/
/*"CYCLES" -> "KONVERT"*/
/*"CYCLES" -> "RETRACT"*/
/*"CYCLES" -> "LINEXP"*/
/*"CYCLES" -> "PATMAB"*/
/*"CYCLES" -> "CFCAT"*/
/*"CYCLES" -> "REAL"*/
/*"CYCLES" -> "CHARZ"*/
/*"CYCLES" -> "STEP"*/
/*"CYCLES" -> "QFCAT"*/
/*"CYCLES" -> "FIELD"*/
/*"CYCLES" -> "DIVRING"*/
/*"CYCLES" -> "FEVALAB"*/
/*"CYCLES" -> "ELTAB"*/
/*"CYCLES" -> "EVALAB"*/
/*"CYCLES" -> "IEVALAB"*/
/*"CYCLES" -> "DIFEXT"*/
/*"CYCLES" -> "PDRING"*/
/*"CYCLES" -> "FLINEXP"*/
/*"CYCLES" -> "PATAB"*/
/*"CYCLES" -> "FPATMAB"*/
/*"CYCLES" -> "TYPE"*/
/*"CYCLES" -> "CHARNZ"*/
"CYCLES" -> "PFECAT"
/*"CYCLES" -> "INT"*/
/*"CYCLES" -> "INS-"*/
/*"CYCLES" -> "LSAGG"*/
/*"CYCLES" -> "STAGG"*/
/*"CYCLES" -> "URAGG"*/
/*"CYCLES" -> "RCAGG"*/
/*"CYCLES" -> "HOAGG"*/
/*"CYCLES" -> "AGG"*/
/*"CYCLES" -> "LNAGG"*/
/*"CYCLES" -> "IXAGG"*/
/*"CYCLES" -> "ELTAGG"*/
/*"CYCLES" -> "CLAGG"*/
/*"CYCLES" -> "FLAGG"*/
/*"CYCLES" -> "ELAGG"*/
/*"CYCLES" -> "OM"*/
/*"CYCLES" -> "LIST"*/
/*"CYCLES" -> "ILIST"*/
/*"CYCLES" -> "SINT"*/
/*"CYCLES" -> "NNI"*/
/*"CYCLES" -> "PI"*/
/*"CYCLES" -> "LSAGG-"*/
/*"CYCLES" -> "STAGG-"*/
/*"CYCLES" -> "ELAGG-"*/
/*"CYCLES" -> "FLAGG-"*/
/*"CYCLES" -> "URAGG-"*/
/*"CYCLES" -> "EUCDOM-"*/
/*"CYCLES" -> "UFD-"*/
/*"CYCLES" -> "GCDDOM-"*/
/*"CYCLES" -> "FAMR"*/
/*"CYCLES" -> "AMR"*/
/*"CYCLES" -> "FRETRCT"*/

"DDFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DDFACT"]
/*"DDFACT" -> "FFIELDC"*/
/*"DDFACT" -> "FPC"*/
/*"DDFACT" -> "FIELD"*/
/*"DDFACT" -> "EUCDOM"*/
/*"DDFACT" -> "PID"*/
/*"DDFACT" -> "GCDDOM"*/
/*"DDFACT" -> "INTDOM"*/
/*"DDFACT" -> "COMRING"*/
/*"DDFACT" -> "RING"*/
/*"DDFACT" -> "RNG"*/
/*"DDFACT" -> "ABELGRP"*/
/*"DDFACT" -> "CABMON"*/
/*"DDFACT" -> "ABELMON"*/
/*"DDFACT" -> "ABELSG"*/
/*"DDFACT" -> "SETCAT"*/
/*"DDFACT" -> "BASTYPE"*/
/*"DDFACT" -> "KOERCE"*/
/*"DDFACT" -> "SGROUP"*/
/*"DDFACT" -> "MONOID"*/
/*"DDFACT" -> "LMODULE"*/
/*"DDFACT" -> "BMODULE"*/
/*"DDFACT" -> "RMODULE"*/
/*"DDFACT" -> "ALGEBRA"*/
/*"DDFACT" -> "MODULE"*/
/*"DDFACT" -> "ENTIRER"*/
/*"DDFACT" -> "UFD"*/
/*"DDFACT" -> "DIVRING"*/
/*"DDFACT" -> "CHARNZ"*/
/*"DDFACT" -> "FINITE"*/
/*"DDFACT" -> "STEP"*/
/*"DDFACT" -> "DIFRING"*/
/*"DDFACT" -> "UPOLYC"*/
/*"DDFACT" -> "POLYCAT"*/
/*"DDFACT" -> "PDRING"*/
/*"DDFACT" -> "FAMR"*/
/*"DDFACT" -> "AMR"*/
/*"DDFACT" -> "CHARZ"*/
/*"DDFACT" -> "FRETRCT"*/
/*"DDFACT" -> "RETRACT"*/
/*"DDFACT" -> "EVALAB"*/
/*"DDFACT" -> "IEVALAB"*/
/*"DDFACT" -> "FLINEXP"*/
/*"DDFACT" -> "LINEXP"*/
/*"DDFACT" -> "ORDSET"*/
/*"DDFACT" -> "KONVERT"*/
/*"DDFACT" -> "PATMAB"*/
"DDFACT" -> "PFECAT"
/*"DDFACT" -> "ELTAB"*/
/*"DDFACT" -> "DIFEXT"*/
/*"DDFACT" -> "NNI"*/
/*"DDFACT" -> "INT"*/
/*"DDFACT" -> "SINT"*/
/*"DDFACT" -> "PI"*/
/*"DDFACT" -> "LIST"*/
/*"DDFACT" -> "ILIST"*/
/*"DDFACT" -> "BOOLEAN"*/
/*"DDFACT" -> "MONOID-"*/
/*"DDFACT" -> "ABELMON-"*/
/*"DDFACT" -> "INS"*/
/*"DDFACT" -> "OINTDOM"*/
/*"DDFACT" -> "ORDRING"*/
/*"DDFACT" -> "OAGROUP"*/
/*"DDFACT" -> "OCAMON"*/
/*"DDFACT" -> "OAMON"*/
/*"DDFACT" -> "OASGP"*/
/*"DDFACT" -> "CFCAT"*/
/*"DDFACT" -> "REAL"*/

"DECIMAL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DECIMAL"]
/*"DECIMAL" -> "QFCAT"*/
/*"DECIMAL" -> "FIELD"*/
/*"DECIMAL" -> "EUCDOM"*/
/*"DECIMAL" -> "PID"*/
/*"DECIMAL" -> "GCDDOM"*/
/*"DECIMAL" -> "INTDOM"*/
/*"DECIMAL" -> "COMRING"*/
/*"DECIMAL" -> "RING"*/
/*"DECIMAL" -> "RNG"*/
/*"DECIMAL" -> "ABELGRP"*/
/*"DECIMAL" -> "CABMON"*/
/*"DECIMAL" -> "ABELMON"*/
/*"DECIMAL" -> "ABELSG"*/
/*"DECIMAL" -> "SETCAT"*/
/*"DECIMAL" -> "BASTYPE"*/
/*"DECIMAL" -> "KOERCE"*/
/*"DECIMAL" -> "SGROUP"*/
/*"DECIMAL" -> "MONOID"*/
/*"DECIMAL" -> "LMODULE"*/
/*"DECIMAL" -> "BMODULE"*/
/*"DECIMAL" -> "RMODULE"*/
/*"DECIMAL" -> "ALGEBRA"*/
/*"DECIMAL" -> "MODULE"*/
/*"DECIMAL" -> "ENTIRER"*/
/*"DECIMAL" -> "UFD"*/
/*"DECIMAL" -> "DIVRING"*/
/*"DECIMAL" -> "RETRACT"*/
/*"DECIMAL" -> "FEVALAB"*/
/*"DECIMAL" -> "ELTAB"*/
/*"DECIMAL" -> "EVALAB"*/
/*"DECIMAL" -> "IEVALAB"*/
/*"DECIMAL" -> "DIFEXT"*/
/*"DECIMAL" -> "DIFRING"*/
/*"DECIMAL" -> "PDRING"*/
/*"DECIMAL" -> "FLINEXP"*/
/*"DECIMAL" -> "LINEXP"*/
/*"DECIMAL" -> "PATAB"*/
/*"DECIMAL" -> "KONVERT"*/
/*"DECIMAL" -> "FPATMAB"*/
/*"DECIMAL" -> "TYPE"*/
/*"DECIMAL" -> "PATMAB"*/
/*"DECIMAL" -> "STEP"*/
/*"DECIMAL" -> "ORDSET"*/
/*"DECIMAL" -> "OINTDOM"*/
/*"DECIMAL" -> "ORDRING"*/
/*"DECIMAL" -> "OAGROUP"*/
/*"DECIMAL" -> "OCAMON"*/
/*"DECIMAL" -> "OAMON"*/
/*"DECIMAL" -> "OASGP"*/
/*"DECIMAL" -> "REAL"*/
/*"DECIMAL" -> "CHARZ"*/
/*"DECIMAL" -> "CHARNZ"*/
"DECIMAL" -> "PFECAT"
/*"DECIMAL" -> "INS"*/
/*"DECIMAL" -> "CFCAT"*/
/*"DECIMAL" -> "OM"*/
/*"DECIMAL" -> "FPS"*/
/*"DECIMAL" -> "RNS"*/
/*"DECIMAL" -> "RADCAT"*/
/*"DECIMAL" -> "UPOLYC"*/
/*"DECIMAL" -> "POLYCAT"*/
/*"DECIMAL" -> "FAMR"*/
/*"DECIMAL" -> "AMR"*/
/*"DECIMAL" -> "FRETRCT"*/

"DIOPS" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DIOPS"]
/*"DIOPS" -> "BGAGG"*/
/*"DIOPS" -> "BGAGG"*/
/*"DIOPS" -> "HOAGG"*/
/*"DIOPS" -> "AGG"*/
/*"DIOPS" -> "TYPE"*/
/*"DIOPS" -> "SETCAT"*/
/*"DIOPS" -> "BASTYPE"*/
/*"DIOPS" -> "KOERCE"*/
/*"DIOPS" -> "EVALAB"*/
/*"DIOPS" -> "IEVALAB"*/
/*"DIOPS" -> "CLAGG"*/
/*"DIOPS" -> "KONVERT"*/
"DIOPS" -> "STRING"
/*"DIOPS" -> "CHAR"*/
/*"DIOPS" -> "SINT"*/
/*"DIOPS" -> "OUTFORM"*/
/*"DIOPS" -> "LIST"*/
/*"DIOPS" -> "INT"*/
/*"DIOPS" -> "PRIMARR"*/
/*"DIOPS" -> "A1AGG-"*/
/*"DIOPS" -> "ISTRING"*/

"DIOPS-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DIOPS"]
/*"DIOPS-" -> "BGAGG"*/
/*"DIOPS-" -> "BGAGG"*/
/*"DIOPS-" -> "HOAGG"*/
/*"DIOPS-" -> "AGG"*/
/*"DIOPS-" -> "TYPE"*/
/*"DIOPS-" -> "SETCAT"*/
/*"DIOPS-" -> "BASTYPE"*/
/*"DIOPS-" -> "KOERCE"*/
/*"DIOPS-" -> "EVALAB"*/
/*"DIOPS-" -> "IEVALAB"*/
/*"DIOPS-" -> "CLAGG"*/
/*"DIOPS-" -> "KONVERT"*/
"DIOPS-" -> "STRING"
/*"DIOPS-" -> "CHAR"*/
/*"DIOPS-" -> "SINT"*/
/*"DIOPS-" -> "OUTFORM"*/
/*"DIOPS-" -> "LIST"*/
/*"DIOPS-" -> "INT"*/
/*"DIOPS-" -> "PRIMARR"*/
/*"DIOPS-" -> "A1AGG-"*/
/*"DIOPS-" -> "ISTRING"*/

"DIRPROD" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DIRPROD"]
"DIRPROD" -> "DIRPCAT"
/*"DIRPROD" -> "IXAGG"*/
/*"DIRPROD" -> "HOAGG"*/
/*"DIRPROD" -> "AGG"*/
/*"DIRPROD" -> "TYPE"*/
/*"DIRPROD" -> "SETCAT"*/
/*"DIRPROD" -> "BASTYPE"*/
/*"DIRPROD" -> "KOERCE"*/
/*"DIRPROD" -> "EVALAB"*/
/*"DIRPROD" -> "IEVALAB"*/
/*"DIRPROD" -> "ELTAGG"*/
/*"DIRPROD" -> "ELTAB"*/
/*"DIRPROD" -> "FRETRCT"*/
/*"DIRPROD" -> "RETRACT"*/
/*"DIRPROD" -> "BMODULE"*/
/*"DIRPROD" -> "LMODULE"*/
/*"DIRPROD" -> "ABELGRP"*/
/*"DIRPROD" -> "CABMON"*/
/*"DIRPROD" -> "ABELMON"*/
/*"DIRPROD" -> "ABELSG"*/
/*"DIRPROD" -> "RMODULE"*/
/*"DIRPROD" -> "DIFEXT"*/
/*"DIRPROD" -> "RING"*/
/*"DIRPROD" -> "RNG"*/
/*"DIRPROD" -> "SGROUP"*/
/*"DIRPROD" -> "MONOID"*/
/*"DIRPROD" -> "DIFRING"*/
/*"DIRPROD" -> "PDRING"*/
/*"DIRPROD" -> "FLINEXP"*/
/*"DIRPROD" -> "LINEXP"*/
/*"DIRPROD" -> "FINITE"*/
/*"DIRPROD" -> "ALGEBRA"*/
/*"DIRPROD" -> "MODULE"*/
/*"DIRPROD" -> "COMRING"*/
/*"DIRPROD" -> "ORDRING"*/
/*"DIRPROD" -> "OAGROUP"*/
/*"DIRPROD" -> "OCAMON"*/
/*"DIRPROD" -> "OAMON"*/
/*"DIRPROD" -> "OASGP"*/
/*"DIRPROD" -> "ORDSET"*/
/*"DIRPROD" -> "OAMONS"*/
/*"DIRPROD" -> "VSPACE"*/
/*"DIRPROD" -> "FIELD"*/
/*"DIRPROD" -> "EUCDOM"*/
/*"DIRPROD" -> "PID"*/
/*"DIRPROD" -> "GCDDOM"*/
/*"DIRPROD" -> "INTDOM"*/
/*"DIRPROD" -> "ENTIRER"*/
/*"DIRPROD" -> "UFD"*/
/*"DIRPROD" -> "DIVRING"*/
/*"DIRPROD" -> "INS"*/
/*"DIRPROD" -> "OINTDOM"*/
/*"DIRPROD" -> "KONVERT"*/
/*"DIRPROD" -> "PATMAB"*/
/*"DIRPROD" -> "CFCAT"*/
/*"DIRPROD" -> "REAL"*/
/*"DIRPROD" -> "CHARZ"*/
/*"DIRPROD" -> "STEP"*/
/*"DIRPROD" -> "OM"*/
/*"DIRPROD" -> "INT"*/
/*"DIRPROD" -> "VECTOR"*/
/*"DIRPROD" -> "IVECTOR"*/
/*"DIRPROD" -> "IARRAY1"*/
/*"DIRPROD" -> "VECTCAT-"*/
/*"DIRPROD" -> "A1AGG-"*/
/*"DIRPROD" -> "SINT"*/
/*"DIRPROD" -> "NNI"*/
/*"DIRPROD" -> "BOOLEAN"*/
/*"DIRPROD" -> "VECTCAT"*/
/*"DIRPROD" -> "A1AGG"*/
/*"DIRPROD" -> "FLAGG"*/
/*"DIRPROD" -> "LNAGG"*/
/*"DIRPROD" -> "CLAGG"*/
/*"DIRPROD" -> "PI"*/

"DISPLAY" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DISPLAY"]
/*"DISPLAY" -> "INT"*/
/*"DISPLAY" -> "LIST"*/
/*"DISPLAY" -> "ILIST"*/
/*"DISPLAY" -> "LSAGG-"*/
"DISPLAY" -> "STRING"
/*"DISPLAY" -> "CHAR"*/
/*"DISPLAY" -> "SINT"*/
/*"DISPLAY" -> "OUTFORM"*/
/*"DISPLAY" -> "PRIMARR"*/
/*"DISPLAY" -> "A1AGG-"*/
/*"DISPLAY" -> "ISTRING"*/
/*"DISPLAY" -> "STRICAT"*/
/*"DISPLAY" -> "SRAGG"*/
/*"DISPLAY" -> "A1AGG"*/
/*"DISPLAY" -> "FLAGG"*/
/*"DISPLAY" -> "LNAGG"*/
/*"DISPLAY" -> "IXAGG"*/
/*"DISPLAY" -> "HOAGG"*/
/*"DISPLAY" -> "AGG"*/
/*"DISPLAY" -> "TYPE"*/
/*"DISPLAY" -> "SETCAT"*/
/*"DISPLAY" -> "BASTYPE"*/
/*"DISPLAY" -> "KOERCE"*/
/*"DISPLAY" -> "EVALAB"*/
/*"DISPLAY" -> "IEVALAB"*/
/*"DISPLAY" -> "ELTAGG"*/
/*"DISPLAY" -> "ELTAB"*/
/*"DISPLAY" -> "CLAGG"*/
/*"DISPLAY" -> "KONVERT"*/
/*"DISPLAY" -> "ORDSET"*/
/*"DISPLAY" -> "OM"*/

"DIVRING" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DIVRING",
           shape=ellipse]
/*"DIVRING" -> "INS"*/
/*"DIVRING" -> "UFD"*/
/*"DIVRING" -> "GCDDOM"*/
/*"DIVRING" -> "INTDOM"*/
/*"DIVRING" -> "COMRING"*/
/*"DIVRING" -> "RING"*/
/*"DIVRING" -> "RNG"*/
/*"DIVRING" -> "ABELGRP"*/
/*"DIVRING" -> "CABMON"*/
/*"DIVRING" -> "ABELMON"*/
/*"DIVRING" -> "ABELSG"*/
/*"DIVRING" -> "SETCAT"*/
/*"DIVRING" -> "BASTYPE"*/
/*"DIVRING" -> "KOERCE"*/
/*"DIVRING" -> "SGROUP"*/
/*"DIVRING" -> "MONOID"*/
/*"DIVRING" -> "LMODULE"*/
/*"DIVRING" -> "BMODULE"*/
/*"DIVRING" -> "RMODULE"*/
/*"DIVRING" -> "ALGEBRA"*/
/*"DIVRING" -> "MODULE"*/
/*"DIVRING" -> "ENTIRER"*/
/*"DIVRING" -> "EUCDOM"*/
/*"DIVRING" -> "PID"*/
/*"DIVRING" -> "OINTDOM"*/
/*"DIVRING" -> "ORDRING"*/
/*"DIVRING" -> "OAGROUP"*/
/*"DIVRING" -> "OCAMON"*/
/*"DIVRING" -> "OAMON"*/
/*"DIVRING" -> "OASGP"*/
/*"DIVRING" -> "ORDSET"*/
/*"DIVRING" -> "DIFRING"*/
/*"DIVRING" -> "KONVERT"*/
/*"DIVRING" -> "RETRACT"*/
/*"DIVRING" -> "LINEXP"*/
/*"DIVRING" -> "PATMAB"*/
/*"DIVRING" -> "CFCAT"*/
/*"DIVRING" -> "REAL"*/
/*"DIVRING" -> "CHARZ"*/
/*"DIVRING" -> "STEP"*/
/*"DIVRING" -> "QFCAT"*/
/*"DIVRING" -> "FIELD"*/
/*"DIVRING" -> "DIVRING"*/
/*"DIVRING" -> "FEVALAB"*/
/*"DIVRING" -> "ELTAB"*/
/*"DIVRING" -> "EVALAB"*/
/*"DIVRING" -> "IEVALAB"*/
/*"DIVRING" -> "DIFEXT"*/
/*"DIVRING" -> "PDRING"*/
/*"DIVRING" -> "FLINEXP"*/
/*"DIVRING" -> "PATAB"*/
/*"DIVRING" -> "FPATMAB"*/
/*"DIVRING" -> "TYPE"*/
/*"DIVRING" -> "CHARNZ"*/
"DIVRING" -> "PFECAT"
/*"DIVRING" -> "INT"*/

"DIVRING-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DIVRING-",
           shape=ellipse]
/*"DIVRING-" -> "INS"*/
/*"DIVRING-" -> "UFD"*/
/*"DIVRING-" -> "GCDDOM"*/
/*"DIVRING-" -> "INTDOM"*/
/*"DIVRING-" -> "COMRING"*/
/*"DIVRING-" -> "RING"*/
/*"DIVRING-" -> "RNG"*/
/*"DIVRING-" -> "ABELGRP"*/
/*"DIVRING-" -> "CABMON"*/
/*"DIVRING-" -> "ABELMON"*/
/*"DIVRING-" -> "ABELSG"*/
/*"DIVRING-" -> "SETCAT"*/
/*"DIVRING-" -> "BASTYPE"*/
/*"DIVRING-" -> "KOERCE"*/
/*"DIVRING-" -> "SGROUP"*/
/*"DIVRING-" -> "MONOID"*/
/*"DIVRING-" -> "LMODULE"*/
/*"DIVRING-" -> "BMODULE"*/
/*"DIVRING-" -> "RMODULE"*/
/*"DIVRING-" -> "ALGEBRA"*/
/*"DIVRING-" -> "MODULE"*/
/*"DIVRING-" -> "ENTIRER"*/
/*"DIVRING-" -> "EUCDOM"*/
/*"DIVRING-" -> "PID"*/
/*"DIVRING-" -> "OINTDOM"*/
/*"DIVRING-" -> "ORDRING"*/
/*"DIVRING-" -> "OAGROUP"*/
/*"DIVRING-" -> "OCAMON"*/
/*"DIVRING-" -> "OAMON"*/
/*"DIVRING-" -> "OASGP"*/
/*"DIVRING-" -> "ORDSET"*/
/*"DIVRING-" -> "DIFRING"*/
/*"DIVRING-" -> "KONVERT"*/
/*"DIVRING-" -> "RETRACT"*/
/*"DIVRING-" -> "LINEXP"*/
/*"DIVRING-" -> "PATMAB"*/
/*"DIVRING-" -> "CFCAT"*/
/*"DIVRING-" -> "REAL"*/
/*"DIVRING-" -> "CHARZ"*/
/*"DIVRING-" -> "STEP"*/
/*"DIVRING-" -> "QFCAT"*/
/*"DIVRING-" -> "FIELD"*/
/*"DIVRING-" -> "DIVRING"*/
/*"DIVRING-" -> "FEVALAB"*/
/*"DIVRING-" -> "ELTAB"*/
/*"DIVRING-" -> "EVALAB"*/
/*"DIVRING-" -> "IEVALAB"*/
/*"DIVRING-" -> "DIFEXT"*/
/*"DIVRING-" -> "PDRING"*/
/*"DIVRING-" -> "FLINEXP"*/
/*"DIVRING-" -> "PATAB"*/
/*"DIVRING-" -> "FPATMAB"*/
/*"DIVRING-" -> "TYPE"*/
/*"DIVRING-" -> "CHARNZ"*/
"DIVRING-" -> "PFECAT"
/*"DIVRING-" -> "INT"*/

"DMP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DMP"]
/*"DMP" -> "POLYCAT"*/
/*"DMP" -> "PDRING"*/
/*"DMP" -> "RING"*/
/*"DMP" -> "RNG"*/
/*"DMP" -> "ABELGRP"*/
/*"DMP" -> "CABMON"*/
/*"DMP" -> "ABELMON"*/
/*"DMP" -> "ABELSG"*/
/*"DMP" -> "SETCAT"*/
/*"DMP" -> "BASTYPE"*/
/*"DMP" -> "KOERCE"*/
/*"DMP" -> "SGROUP"*/
/*"DMP" -> "MONOID"*/
/*"DMP" -> "LMODULE"*/
/*"DMP" -> "FAMR"*/
/*"DMP" -> "AMR"*/
/*"DMP" -> "BMODULE"*/
/*"DMP" -> "RMODULE"*/
/*"DMP" -> "COMRING"*/
/*"DMP" -> "ALGEBRA"*/
/*"DMP" -> "MODULE"*/
/*"DMP" -> "CHARZ"*/
/*"DMP" -> "CHARNZ"*/
/*"DMP" -> "INTDOM"*/
/*"DMP" -> "ENTIRER"*/
/*"DMP" -> "FRETRCT"*/
/*"DMP" -> "RETRACT"*/
/*"DMP" -> "EVALAB"*/
/*"DMP" -> "IEVALAB"*/
/*"DMP" -> "FLINEXP"*/
/*"DMP" -> "LINEXP"*/
/*"DMP" -> "ORDSET"*/
/*"DMP" -> "KONVERT"*/
/*"DMP" -> "PATMAB"*/
/*"DMP" -> "GCDDOM"*/
"DMP" -> "PFECAT"
/*"DMP" -> "UFD"*/
/*"DMP" -> "LSAGG"*/
/*"DMP" -> "STAGG"*/
/*"DMP" -> "URAGG"*/
/*"DMP" -> "RCAGG"*/
/*"DMP" -> "HOAGG"*/
/*"DMP" -> "AGG"*/
/*"DMP" -> "TYPE"*/
/*"DMP" -> "LNAGG"*/
/*"DMP" -> "IXAGG"*/
/*"DMP" -> "ELTAGG"*/
/*"DMP" -> "ELTAB"*/
/*"DMP" -> "CLAGG"*/
/*"DMP" -> "FLAGG"*/
/*"DMP" -> "ELAGG"*/
/*"DMP" -> "OM"*/
/*"DMP" -> "INT"*/
/*"DMP" -> "LIST"*/
/*"DMP" -> "ILIST"*/
"DMP" -> "DIRPCAT"
/*"DMP" -> "DIFEXT"*/
/*"DMP" -> "DIFRING"*/
/*"DMP" -> "FINITE"*/
/*"DMP" -> "ORDRING"*/
/*"DMP" -> "OAGROUP"*/
/*"DMP" -> "OCAMON"*/
/*"DMP" -> "OAMON"*/
/*"DMP" -> "OASGP"*/
/*"DMP" -> "OAMONS"*/
/*"DMP" -> "VSPACE"*/
/*"DMP" -> "FIELD"*/
/*"DMP" -> "EUCDOM"*/
/*"DMP" -> "PID"*/
/*"DMP" -> "DIVRING"*/
/*"DMP" -> "ORDFIN"*/
/*"DMP" -> "FPS"*/
/*"DMP" -> "RNS"*/
/*"DMP" -> "REAL"*/
/*"DMP" -> "RADCAT"*/
/*"DMP" -> "INS"*/
/*"DMP" -> "OINTDOM"*/
/*"DMP" -> "CFCAT"*/
/*"DMP" -> "STEP"*/
/*"DMP" -> "UPOLYC"*/

"DPMO" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DPMO"]
"DPMO" -> "DIRPCAT"
/*"DPMO" -> "IXAGG"*/
/*"DPMO" -> "HOAGG"*/
/*"DPMO" -> "AGG"*/
/*"DPMO" -> "TYPE"*/
/*"DPMO" -> "SETCAT"*/
/*"DPMO" -> "BASTYPE"*/
/*"DPMO" -> "KOERCE"*/
/*"DPMO" -> "EVALAB"*/
/*"DPMO" -> "IEVALAB"*/
/*"DPMO" -> "ELTAGG"*/
/*"DPMO" -> "ELTAB"*/
/*"DPMO" -> "FRETRCT"*/
/*"DPMO" -> "RETRACT"*/
/*"DPMO" -> "BMODULE"*/
/*"DPMO" -> "LMODULE"*/
/*"DPMO" -> "ABELGRP"*/
/*"DPMO" -> "CABMON"*/
/*"DPMO" -> "ABELMON"*/
/*"DPMO" -> "ABELSG"*/
/*"DPMO" -> "RMODULE"*/
/*"DPMO" -> "DIFEXT"*/
/*"DPMO" -> "RING"*/
/*"DPMO" -> "RNG"*/
/*"DPMO" -> "SGROUP"*/
/*"DPMO" -> "MONOID"*/
/*"DPMO" -> "DIFRING"*/
/*"DPMO" -> "PDRING"*/
/*"DPMO" -> "FLINEXP"*/
/*"DPMO" -> "LINEXP"*/
/*"DPMO" -> "FINITE"*/
/*"DPMO" -> "ALGEBRA"*/
/*"DPMO" -> "MODULE"*/
/*"DPMO" -> "COMRING"*/
/*"DPMO" -> "ORDRING"*/
/*"DPMO" -> "OAGROUP"*/
/*"DPMO" -> "OCAMON"*/
/*"DPMO" -> "OAMON"*/
/*"DPMO" -> "OASGP"*/
/*"DPMO" -> "ORDSET"*/
/*"DPMO" -> "OAMONS"*/
/*"DPMO" -> "VSPACE"*/
/*"DPMO" -> "FIELD"*/
/*"DPMO" -> "EUCDOM"*/
/*"DPMO" -> "PID"*/
/*"DPMO" -> "GCDDOM"*/
/*"DPMO" -> "INTDOM"*/
/*"DPMO" -> "ENTIRER"*/
/*"DPMO" -> "UFD"*/
/*"DPMO" -> "DIVRING"*/
/*"DPMO" -> "SINT"*/
/*"DPMO" -> "NNI"*/
/*"DPMO" -> "INT"*/
/*"DPMO" -> "INS"*/
/*"DPMO" -> "OINTDOM"*/
/*"DPMO" -> "KONVERT"*/
/*"DPMO" -> "PATMAB"*/
/*"DPMO" -> "CFCAT"*/
/*"DPMO" -> "REAL"*/
/*"DPMO" -> "CHARZ"*/
/*"DPMO" -> "STEP"*/
/*"DPMO" -> "OM"*/

"DPOLCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DPOLCAT"]
/*"DPOLCAT" -> "DVARCAT"*/
/*"DPOLCAT" -> "ORDSET"*/
/*"DPOLCAT" -> "SETCAT"*/
/*"DPOLCAT" -> "BASTYPE"*/
/*"DPOLCAT" -> "KOERCE"*/
/*"DPOLCAT" -> "RETRACT"*/
/*"DPOLCAT" -> "POLYCAT"*/
/*"DPOLCAT" -> "PDRING"*/
/*"DPOLCAT" -> "RING"*/
/*"DPOLCAT" -> "RNG"*/
/*"DPOLCAT" -> "ABELGRP"*/
/*"DPOLCAT" -> "CABMON"*/
/*"DPOLCAT" -> "ABELMON"*/
/*"DPOLCAT" -> "ABELSG"*/
/*"DPOLCAT" -> "SGROUP"*/
/*"DPOLCAT" -> "MONOID"*/
/*"DPOLCAT" -> "LMODULE"*/
/*"DPOLCAT" -> "FAMR"*/
/*"DPOLCAT" -> "AMR"*/
/*"DPOLCAT" -> "BMODULE"*/
/*"DPOLCAT" -> "RMODULE"*/
/*"DPOLCAT" -> "COMRING"*/
/*"DPOLCAT" -> "ALGEBRA"*/
/*"DPOLCAT" -> "MODULE"*/
/*"DPOLCAT" -> "CHARZ"*/
/*"DPOLCAT" -> "CHARNZ"*/
/*"DPOLCAT" -> "INTDOM"*/
/*"DPOLCAT" -> "ENTIRER"*/
/*"DPOLCAT" -> "FRETRCT"*/
/*"DPOLCAT" -> "EVALAB"*/
/*"DPOLCAT" -> "IEVALAB"*/
/*"DPOLCAT" -> "FLINEXP"*/
/*"DPOLCAT" -> "LINEXP"*/
/*"DPOLCAT" -> "KONVERT"*/
/*"DPOLCAT" -> "PATMAB"*/
/*"DPOLCAT" -> "GCDDOM"*/
"DPOLCAT" -> "PFECAT"
/*"DPOLCAT" -> "UFD"*/
/*"DPOLCAT" -> "DIFEXT"*/
/*"DPOLCAT" -> "DIFRING"*/
/*"DPOLCAT" -> "OAMONS"*/
/*"DPOLCAT" -> "OCAMON"*/
/*"DPOLCAT" -> "OAMON"*/
/*"DPOLCAT" -> "OASGP"*/
/*"DPOLCAT" -> "NNI"*/
/*"DPOLCAT" -> "INT"*/
/*"DPOLCAT" -> "LIST"*/
/*"DPOLCAT" -> "ILIST"*/
/*"DPOLCAT" -> "LSAGG-"*/
/*"DPOLCAT" -> "STAGG-"*/
/*"DPOLCAT" -> "ELAGG-"*/
/*"DPOLCAT" -> "LSAGG"*/
/*"DPOLCAT" -> "STAGG"*/
/*"DPOLCAT" -> "URAGG"*/
/*"DPOLCAT" -> "RCAGG"*/
/*"DPOLCAT" -> "HOAGG"*/
/*"DPOLCAT" -> "AGG"*/
/*"DPOLCAT" -> "TYPE"*/
/*"DPOLCAT" -> "LNAGG"*/
/*"DPOLCAT" -> "IXAGG"*/
/*"DPOLCAT" -> "ELTAGG"*/
/*"DPOLCAT" -> "ELTAB"*/
/*"DPOLCAT" -> "CLAGG"*/
/*"DPOLCAT" -> "FLAGG"*/
/*"DPOLCAT" -> "ELAGG"*/
/*"DPOLCAT" -> "OM"*/
/*"DPOLCAT" -> "FLAGG-"*/
/*"DPOLCAT" -> "URAGG-"*/
/*"DPOLCAT" -> "LNAGG-"*/
/*"DPOLCAT" -> "RCAGG-"*/
/*"DPOLCAT" -> "IXAGG-"*/
/*"DPOLCAT" -> "CLAGG-"*/
/*"DPOLCAT" -> "HOAGG-"*/
/*"DPOLCAT" -> "ORDSET-"*/
/*"DPOLCAT" -> "AGG-"*/
/*"DPOLCAT" -> "ELTAGG-"*/
/*"DPOLCAT" -> "SETCAT-"*/
/*"DPOLCAT" -> "BASTYPE-"*/
/*"DPOLCAT" -> "SINT"*/
/*"DPOLCAT" -> "INS"*/
/*"DPOLCAT" -> "EUCDOM"*/
/*"DPOLCAT" -> "PID"*/
/*"DPOLCAT" -> "OINTDOM"*/
/*"DPOLCAT" -> "ORDRING"*/
/*"DPOLCAT" -> "OAGROUP"*/
/*"DPOLCAT" -> "CFCAT"*/
/*"DPOLCAT" -> "REAL"*/
/*"DPOLCAT" -> "STEP"*/

"DPOLCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DPOLCAT"]
/*"DPOLCAT-" -> "DVARCAT"*/
/*"DPOLCAT-" -> "ORDSET"*/
/*"DPOLCAT-" -> "SETCAT"*/
/*"DPOLCAT-" -> "BASTYPE"*/
/*"DPOLCAT-" -> "KOERCE"*/
/*"DPOLCAT-" -> "RETRACT"*/
/*"DPOLCAT-" -> "POLYCAT"*/
/*"DPOLCAT-" -> "PDRING"*/
/*"DPOLCAT-" -> "RING"*/
/*"DPOLCAT-" -> "RNG"*/
/*"DPOLCAT-" -> "ABELGRP"*/
/*"DPOLCAT-" -> "CABMON"*/
/*"DPOLCAT-" -> "ABELMON"*/
/*"DPOLCAT-" -> "ABELSG"*/
/*"DPOLCAT-" -> "SGROUP"*/
/*"DPOLCAT-" -> "MONOID"*/
/*"DPOLCAT-" -> "LMODULE"*/
/*"DPOLCAT-" -> "FAMR"*/
/*"DPOLCAT-" -> "AMR"*/
/*"DPOLCAT-" -> "BMODULE"*/
/*"DPOLCAT-" -> "RMODULE"*/
/*"DPOLCAT-" -> "COMRING"*/
/*"DPOLCAT-" -> "ALGEBRA"*/
/*"DPOLCAT-" -> "MODULE"*/
/*"DPOLCAT-" -> "CHARZ"*/
/*"DPOLCAT-" -> "CHARNZ"*/
/*"DPOLCAT-" -> "INTDOM"*/
/*"DPOLCAT-" -> "ENTIRER"*/
/*"DPOLCAT-" -> "FRETRCT"*/
/*"DPOLCAT-" -> "EVALAB"*/
/*"DPOLCAT-" -> "IEVALAB"*/
/*"DPOLCAT-" -> "FLINEXP"*/
/*"DPOLCAT-" -> "LINEXP"*/
/*"DPOLCAT-" -> "KONVERT"*/
/*"DPOLCAT-" -> "PATMAB"*/
/*"DPOLCAT-" -> "GCDDOM"*/
"DPOLCAT-" -> "PFECAT"
/*"DPOLCAT-" -> "UFD"*/
/*"DPOLCAT-" -> "DIFEXT"*/
/*"DPOLCAT-" -> "DIFRING"*/
/*"DPOLCAT-" -> "OAMONS"*/
/*"DPOLCAT-" -> "OCAMON"*/
/*"DPOLCAT-" -> "OAMON"*/
/*"DPOLCAT-" -> "OASGP"*/
/*"DPOLCAT-" -> "NNI"*/
/*"DPOLCAT-" -> "INT"*/
/*"DPOLCAT-" -> "LIST"*/
/*"DPOLCAT-" -> "ILIST"*/
/*"DPOLCAT-" -> "LSAGG-"*/
/*"DPOLCAT-" -> "STAGG-"*/
/*"DPOLCAT-" -> "ELAGG-"*/
/*"DPOLCAT-" -> "LSAGG"*/
/*"DPOLCAT-" -> "STAGG"*/
/*"DPOLCAT-" -> "URAGG"*/
/*"DPOLCAT-" -> "RCAGG"*/
/*"DPOLCAT-" -> "HOAGG"*/
/*"DPOLCAT-" -> "AGG"*/
/*"DPOLCAT-" -> "TYPE"*/
/*"DPOLCAT-" -> "LNAGG"*/
/*"DPOLCAT-" -> "IXAGG"*/
/*"DPOLCAT-" -> "ELTAGG"*/
/*"DPOLCAT-" -> "ELTAB"*/
/*"DPOLCAT-" -> "CLAGG"*/
/*"DPOLCAT-" -> "FLAGG"*/
/*"DPOLCAT-" -> "ELAGG"*/
/*"DPOLCAT-" -> "OM"*/
/*"DPOLCAT-" -> "FLAGG-"*/
/*"DPOLCAT-" -> "URAGG-"*/
/*"DPOLCAT-" -> "LNAGG-"*/
/*"DPOLCAT-" -> "RCAGG-"*/
/*"DPOLCAT-" -> "IXAGG-"*/
/*"DPOLCAT-" -> "CLAGG-"*/
/*"DPOLCAT-" -> "HOAGG-"*/
/*"DPOLCAT-" -> "ORDSET-"*/
/*"DPOLCAT-" -> "AGG-"*/
/*"DPOLCAT-" -> "ELTAGG-"*/
/*"DPOLCAT-" -> "SETCAT-"*/
/*"DPOLCAT-" -> "BASTYPE-"*/
/*"DPOLCAT-" -> "SINT"*/
/*"DPOLCAT-" -> "INS"*/
/*"DPOLCAT-" -> "EUCDOM"*/
/*"DPOLCAT-" -> "PID"*/
/*"DPOLCAT-" -> "OINTDOM"*/
/*"DPOLCAT-" -> "ORDRING"*/
/*"DPOLCAT-" -> "OAGROUP"*/
/*"DPOLCAT-" -> "CFCAT"*/
/*"DPOLCAT-" -> "REAL"*/
/*"DPOLCAT-" -> "STEP"*/

"D01AJFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D01AJFA"]
/*"D01AJFA" -> "NUMINT"*/
/*"D01AJFA" -> "SETCAT"*/
/*"D01AJFA" -> "BASTYPE"*/
/*"D01AJFA" -> "KOERCE"*/
/*"D01AJFA" -> "PI"*/
/*"D01AJFA" -> "NNI"*/
/*"D01AJFA" -> "INT"*/
"D01AJFA" -> "STRING"
/*"D01AJFA" -> "CHAR"*/
/*"D01AJFA" -> "SINT"*/
/*"D01AJFA" -> "OUTFORM"*/
/*"D01AJFA" -> "LIST"*/
/*"D01AJFA" -> "PRIMARR"*/
/*"D01AJFA" -> "A1AGG-"*/
/*"D01AJFA" -> "ISTRING"*/
/*"D01AJFA" -> "SRAGG-"*/
/*"D01AJFA" -> "FPS"*/
/*"D01AJFA" -> "RNS"*/
/*"D01AJFA" -> "FIELD"*/
/*"D01AJFA" -> "EUCDOM"*/
/*"D01AJFA" -> "PID"*/
/*"D01AJFA" -> "GCDDOM"*/
/*"D01AJFA" -> "INTDOM"*/
/*"D01AJFA" -> "COMRING"*/
/*"D01AJFA" -> "RING"*/
/*"D01AJFA" -> "RNG"*/
/*"D01AJFA" -> "ABELGRP"*/
/*"D01AJFA" -> "CABMON"*/
/*"D01AJFA" -> "ABELMON"*/
/*"D01AJFA" -> "ABELSG"*/
/*"D01AJFA" -> "SGROUP"*/
/*"D01AJFA" -> "MONOID"*/
/*"D01AJFA" -> "LMODULE"*/
/*"D01AJFA" -> "BMODULE"*/
/*"D01AJFA" -> "RMODULE"*/
/*"D01AJFA" -> "ALGEBRA"*/
/*"D01AJFA" -> "MODULE"*/
/*"D01AJFA" -> "ENTIRER"*/
/*"D01AJFA" -> "UFD"*/
/*"D01AJFA" -> "DIVRING"*/
/*"D01AJFA" -> "ORDRING"*/
/*"D01AJFA" -> "OAGROUP"*/
/*"D01AJFA" -> "OCAMON"*/
/*"D01AJFA" -> "OAMON"*/
/*"D01AJFA" -> "OASGP"*/
/*"D01AJFA" -> "ORDSET"*/
/*"D01AJFA" -> "REAL"*/
/*"D01AJFA" -> "KONVERT"*/
/*"D01AJFA" -> "RETRACT"*/
/*"D01AJFA" -> "RADCAT"*/
/*"D01AJFA" -> "PATMAB"*/
/*"D01AJFA" -> "CHARZ"*/
/*"D01AJFA" -> "DFLOAT"*/
/*"D01AJFA" -> "INS-"*/
/*"D01AJFA" -> "EUCDOM-"*/
/*"D01AJFA" -> "UFD-"*/
/*"D01AJFA" -> "GCDDOM-"*/
/*"D01AJFA" -> "INTDOM-"*/
/*"D01AJFA" -> "ALGEBRA-"*/
/*"D01AJFA" -> "DIFRING-"*/
/*"D01AJFA" -> "ORDRING-"*/
/*"D01AJFA" -> "MODULE-"*/
/*"D01AJFA" -> "RING-"*/
/*"D01AJFA" -> "ABELGRP-"*/
/*"D01AJFA" -> "ABELMON-"*/

"D01AKFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D01AKFA"]
/*"D01AKFA" -> "NUMINT"*/
/*"D01AKFA" -> "SETCAT"*/
/*"D01AKFA" -> "BASTYPE"*/
/*"D01AKFA" -> "KOERCE"*/
/*"D01AKFA" -> "NNI"*/
/*"D01AKFA" -> "INT"*/
"D01AKFA" -> "STRING"
/*"D01AKFA" -> "CHAR"*/
/*"D01AKFA" -> "SINT"*/
/*"D01AKFA" -> "OUTFORM"*/
/*"D01AKFA" -> "LIST"*/
/*"D01AKFA" -> "PRIMARR"*/
/*"D01AKFA" -> "A1AGG-"*/
/*"D01AKFA" -> "ISTRING"*/
/*"D01AKFA" -> "SRAGG-"*/
/*"D01AKFA" -> "PI"*/
/*"D01AKFA" -> "FPS"*/
/*"D01AKFA" -> "RNS"*/
/*"D01AKFA" -> "FIELD"*/
/*"D01AKFA" -> "EUCDOM"*/
/*"D01AKFA" -> "PID"*/
/*"D01AKFA" -> "GCDDOM"*/
/*"D01AKFA" -> "INTDOM"*/
/*"D01AKFA" -> "COMRING"*/
/*"D01AKFA" -> "RING"*/
/*"D01AKFA" -> "RNG"*/
/*"D01AKFA" -> "ABELGRP"*/
/*"D01AKFA" -> "CABMON"*/
/*"D01AKFA" -> "ABELMON"*/
/*"D01AKFA" -> "ABELSG"*/
/*"D01AKFA" -> "SGROUP"*/
/*"D01AKFA" -> "MONOID"*/
/*"D01AKFA" -> "LMODULE"*/
/*"D01AKFA" -> "BMODULE"*/
/*"D01AKFA" -> "RMODULE"*/
/*"D01AKFA" -> "ALGEBRA"*/
/*"D01AKFA" -> "MODULE"*/
/*"D01AKFA" -> "ENTIRER"*/
/*"D01AKFA" -> "UFD"*/
/*"D01AKFA" -> "DIVRING"*/
/*"D01AKFA" -> "ORDRING"*/
/*"D01AKFA" -> "OAGROUP"*/
/*"D01AKFA" -> "OCAMON"*/
/*"D01AKFA" -> "OAMON"*/
/*"D01AKFA" -> "OASGP"*/
/*"D01AKFA" -> "ORDSET"*/
/*"D01AKFA" -> "REAL"*/
/*"D01AKFA" -> "KONVERT"*/
/*"D01AKFA" -> "RETRACT"*/
/*"D01AKFA" -> "RADCAT"*/
/*"D01AKFA" -> "PATMAB"*/
/*"D01AKFA" -> "CHARZ"*/
/*"D01AKFA" -> "DFLOAT"*/
/*"D01AKFA" -> "INS-"*/
/*"D01AKFA" -> "EUCDOM-"*/
/*"D01AKFA" -> "UFD-"*/
/*"D01AKFA" -> "GCDDOM-"*/
/*"D01AKFA" -> "INTDOM-"*/
/*"D01AKFA" -> "ALGEBRA-"*/
/*"D01AKFA" -> "DIFRING-"*/
/*"D01AKFA" -> "ORDRING-"*/
/*"D01AKFA" -> "MODULE-"*/
/*"D01AKFA" -> "RING-"*/
/*"D01AKFA" -> "ABELGRP-"*/
/*"D01AKFA" -> "ABELMON-"*/

"D01ALFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D01ALFA"]
/*"D01ALFA" -> "NUMINT"*/
/*"D01ALFA" -> "SETCAT"*/
/*"D01ALFA" -> "BASTYPE"*/
/*"D01ALFA" -> "KOERCE"*/
/*"D01ALFA" -> "STRICAT"*/
/*"D01ALFA" -> "SRAGG"*/
/*"D01ALFA" -> "A1AGG"*/
/*"D01ALFA" -> "FLAGG"*/
/*"D01ALFA" -> "LNAGG"*/
/*"D01ALFA" -> "IXAGG"*/
/*"D01ALFA" -> "HOAGG"*/
/*"D01ALFA" -> "AGG"*/
/*"D01ALFA" -> "TYPE"*/
/*"D01ALFA" -> "EVALAB"*/
/*"D01ALFA" -> "IEVALAB"*/
/*"D01ALFA" -> "ELTAGG"*/
/*"D01ALFA" -> "ELTAB"*/
/*"D01ALFA" -> "CLAGG"*/
/*"D01ALFA" -> "KONVERT"*/
/*"D01ALFA" -> "ORDSET"*/
/*"D01ALFA" -> "OM"*/
/*"D01ALFA" -> "INT"*/
/*"D01ALFA" -> "LIST"*/
/*"D01ALFA" -> "ILIST"*/
/*"D01ALFA" -> "LSAGG"*/
/*"D01ALFA" -> "STAGG"*/
/*"D01ALFA" -> "URAGG"*/
/*"D01ALFA" -> "RCAGG"*/
/*"D01ALFA" -> "ELAGG"*/
/*"D01ALFA" -> "NNI"*/
/*"D01ALFA" -> "INS-"*/
"D01ALFA" -> "STRING"
/*"D01ALFA" -> "CHAR"*/
/*"D01ALFA" -> "SINT"*/
/*"D01ALFA" -> "OUTFORM"*/
/*"D01ALFA" -> "PRIMARR"*/
/*"D01ALFA" -> "A1AGG-"*/
/*"D01ALFA" -> "ISTRING"*/
/*"D01ALFA" -> "SRAGG-"*/
/*"D01ALFA" -> "PI"*/
/*"D01ALFA" -> "FPS"*/
/*"D01ALFA" -> "RNS"*/
/*"D01ALFA" -> "FIELD"*/
/*"D01ALFA" -> "EUCDOM"*/
/*"D01ALFA" -> "PID"*/
/*"D01ALFA" -> "GCDDOM"*/
/*"D01ALFA" -> "INTDOM"*/
/*"D01ALFA" -> "COMRING"*/
/*"D01ALFA" -> "RING"*/
/*"D01ALFA" -> "RNG"*/
/*"D01ALFA" -> "ABELGRP"*/
/*"D01ALFA" -> "CABMON"*/
/*"D01ALFA" -> "ABELMON"*/
/*"D01ALFA" -> "ABELSG"*/
/*"D01ALFA" -> "SGROUP"*/
/*"D01ALFA" -> "MONOID"*/
/*"D01ALFA" -> "LMODULE"*/
/*"D01ALFA" -> "BMODULE"*/
/*"D01ALFA" -> "RMODULE"*/
/*"D01ALFA" -> "ALGEBRA"*/
/*"D01ALFA" -> "MODULE"*/
/*"D01ALFA" -> "ENTIRER"*/
/*"D01ALFA" -> "UFD"*/
/*"D01ALFA" -> "DIVRING"*/
/*"D01ALFA" -> "ORDRING"*/
/*"D01ALFA" -> "OAGROUP"*/
/*"D01ALFA" -> "OCAMON"*/
/*"D01ALFA" -> "OAMON"*/
/*"D01ALFA" -> "OASGP"*/
/*"D01ALFA" -> "REAL"*/
/*"D01ALFA" -> "RETRACT"*/
/*"D01ALFA" -> "RADCAT"*/
/*"D01ALFA" -> "PATMAB"*/
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/*"D01ALFA" -> "TRANFUN"*/
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/*"D01ALFA" -> "ATRIG"*/
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/*"D01ALFA" -> "UFD-"*/
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/*"D01AMFA" -> "RMODULE"*/
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/*"D01AMFA" -> "MODULE"*/
/*"D01AMFA" -> "ENTIRER"*/
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/*"D01AMFA" -> "DIVRING"*/
/*"D01AMFA" -> "ORDRING"*/
/*"D01AMFA" -> "OAGROUP"*/
/*"D01AMFA" -> "OCAMON"*/
/*"D01AMFA" -> "OAMON"*/
/*"D01AMFA" -> "OASGP"*/
/*"D01AMFA" -> "ORDSET"*/
/*"D01AMFA" -> "REAL"*/
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/*"D01AMFA" -> "RETRACT"*/
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/*"D01AMFA" -> "EUCDOM-"*/
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/*"D01AMFA" -> "GCDDOM-"*/
/*"D01AMFA" -> "INTDOM-"*/
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/*"D01AMFA" -> "DIFRING-"*/
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/*"D01AMFA" -> "MODULE-"*/
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/*"D01APFA" -> "NNI"*/
"D01APFA" -> "STRING"
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/*"D01APFA" -> "OUTFORM"*/
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/*"D01APFA" -> "A1AGG-"*/
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/*"D01APFA" -> "MONOID"*/
/*"D01APFA" -> "LMODULE"*/
/*"D01APFA" -> "BMODULE"*/
/*"D01APFA" -> "RMODULE"*/
/*"D01APFA" -> "ALGEBRA"*/
/*"D01APFA" -> "MODULE"*/
/*"D01APFA" -> "ENTIRER"*/
/*"D01APFA" -> "UFD"*/
/*"D01APFA" -> "DIVRING"*/
/*"D01APFA" -> "ORDRING"*/
/*"D01APFA" -> "OAGROUP"*/
/*"D01APFA" -> "OCAMON"*/
/*"D01APFA" -> "OAMON"*/
/*"D01APFA" -> "OASGP"*/
/*"D01APFA" -> "ORDSET"*/
/*"D01APFA" -> "REAL"*/
/*"D01APFA" -> "KONVERT"*/
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/*"D01APFA" -> "RADCAT"*/
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/*"D01APFA" -> "TRANFUN"*/
/*"D01APFA" -> "TRIGCAT"*/
/*"D01APFA" -> "ATRIG"*/
/*"D01APFA" -> "HYPCAT"*/
/*"D01APFA" -> "AHYP"*/
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/*"D01APFA" -> "EUCDOM-"*/
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"D01AQFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D01AQFA"]
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/*"D01AQFA" -> "MODULE"*/
/*"D01AQFA" -> "ENTIRER"*/
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/*"D01AQFA" -> "DIVRING"*/
/*"D01AQFA" -> "ORDRING"*/
/*"D01AQFA" -> "OAGROUP"*/
/*"D01AQFA" -> "OCAMON"*/
/*"D01AQFA" -> "OAMON"*/
/*"D01AQFA" -> "OASGP"*/
/*"D01AQFA" -> "ORDSET"*/
/*"D01AQFA" -> "REAL"*/
/*"D01AQFA" -> "KONVERT"*/
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/*"D01AQFA" -> "CHARZ"*/
/*"D01AQFA" -> "DIFRING"*/
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/*"D01AQFA" -> "TRANFUN"*/
/*"D01AQFA" -> "TRIGCAT"*/
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/*"D01AQFA" -> "HYPCAT"*/
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/*"D01AQFA" -> "INT"*/
/*"D01AQFA" -> "LSAGG"*/
/*"D01AQFA" -> "STAGG"*/
/*"D01AQFA" -> "URAGG"*/
/*"D01AQFA" -> "RCAGG"*/
/*"D01AQFA" -> "HOAGG"*/
/*"D01AQFA" -> "AGG"*/
/*"D01AQFA" -> "TYPE"*/
/*"D01AQFA" -> "EVALAB"*/
/*"D01AQFA" -> "IEVALAB"*/
/*"D01AQFA" -> "LNAGG"*/
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/*"D01AQFA" -> "ELTAB"*/
/*"D01AQFA" -> "CLAGG"*/
/*"D01AQFA" -> "FLAGG"*/
/*"D01AQFA" -> "ELAGG"*/
/*"D01AQFA" -> "LIST"*/
/*"D01AQFA" -> "ILIST"*/
/*"D01AQFA" -> "NNI"*/
/*"D01AQFA" -> "PI"*/
"D01AQFA" -> "STRING"
/*"D01AQFA" -> "CHAR"*/
/*"D01AQFA" -> "SINT"*/
/*"D01AQFA" -> "OUTFORM"*/
/*"D01AQFA" -> "PRIMARR"*/
/*"D01AQFA" -> "A1AGG-"*/
/*"D01AQFA" -> "ISTRING"*/
/*"D01AQFA" -> "SRAGG-"*/
/*"D01AQFA" -> "INS"*/
/*"D01AQFA" -> "OINTDOM"*/
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/*"D01AQFA" -> "STEP"*/
/*"D01AQFA" -> "QFCAT"*/
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/*"D01AQFA" -> "CHARNZ"*/
"D01AQFA" -> "PFECAT"
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/*"D01AQFA" -> "GCDDOM-"*/
/*"D01AQFA" -> "INTDOM-"*/
/*"D01AQFA" -> "ALGEBRA-"*/
/*"D01AQFA" -> "DIFRING-"*/
/*"D01AQFA" -> "ORDRING-"*/
/*"D01AQFA" -> "MODULE-"*/
/*"D01AQFA" -> "RING-"*/
/*"D01AQFA" -> "ABELGRP-"*/
/*"D01AQFA" -> "ABELMON-"*/

"EMR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EMR"]
/*"EMR" -> "EUCDOM"*/
/*"EMR" -> "PID"*/
/*"EMR" -> "GCDDOM"*/
/*"EMR" -> "INTDOM"*/
/*"EMR" -> "COMRING"*/
/*"EMR" -> "RING"*/
/*"EMR" -> "RNG"*/
/*"EMR" -> "ABELGRP"*/
/*"EMR" -> "CABMON"*/
/*"EMR" -> "ABELMON"*/
/*"EMR" -> "ABELSG"*/
/*"EMR" -> "SETCAT"*/
/*"EMR" -> "BASTYPE"*/
/*"EMR" -> "KOERCE"*/
/*"EMR" -> "SGROUP"*/
/*"EMR" -> "MONOID"*/
/*"EMR" -> "LMODULE"*/
/*"EMR" -> "BMODULE"*/
/*"EMR" -> "RMODULE"*/
/*"EMR" -> "ALGEBRA"*/
/*"EMR" -> "MODULE"*/
/*"EMR" -> "ENTIRER"*/
/*"EMR" -> "UPOLYC"*/
/*"EMR" -> "POLYCAT"*/
/*"EMR" -> "PDRING"*/
/*"EMR" -> "FAMR"*/
/*"EMR" -> "AMR"*/
/*"EMR" -> "CHARZ"*/
/*"EMR" -> "CHARNZ"*/
/*"EMR" -> "FRETRCT"*/
/*"EMR" -> "RETRACT"*/
/*"EMR" -> "EVALAB"*/
/*"EMR" -> "IEVALAB"*/
/*"EMR" -> "FLINEXP"*/
/*"EMR" -> "LINEXP"*/
/*"EMR" -> "ORDSET"*/
/*"EMR" -> "KONVERT"*/
/*"EMR" -> "PATMAB"*/
"EMR" -> "PFECAT"
/*"EMR" -> "UFD"*/
/*"EMR" -> "ELTAB"*/
/*"EMR" -> "DIFRING"*/
/*"EMR" -> "DIFEXT"*/
/*"EMR" -> "STEP"*/
/*"EMR" -> "FIELD"*/
/*"EMR" -> "DIVRING"*/
/*"EMR" -> "INT"*/
/*"EMR" -> "NNI"*/
/*"EMR" -> "BOOLEAN"*/

"EQ" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EQ"]
/*"EQ" -> "TYPE"*/
/*"EQ" -> "IEVALAB"*/
/*"EQ" -> "SETCAT"*/
/*"EQ" -> "BASTYPE"*/
/*"EQ" -> "KOERCE"*/
/*"EQ" -> "ABELSG"*/
/*"EQ" -> "ABELGRP"*/
/*"EQ" -> "CABMON"*/
/*"EQ" -> "ABELMON"*/
/*"EQ" -> "SGROUP"*/
/*"EQ" -> "MONOID"*/
/*"EQ" -> "GROUP"*/
/*"EQ" -> "RING"*/
/*"EQ" -> "RNG"*/
/*"EQ" -> "LMODULE"*/
/*"EQ" -> "BMODULE"*/
/*"EQ" -> "RMODULE"*/
/*"EQ" -> "MODULE"*/
/*"EQ" -> "PDRING"*/
/*"EQ" -> "VSPACE"*/
/*"EQ" -> "COMRING"*/
/*"EQ" -> "FIELD"*/
/*"EQ" -> "EUCDOM"*/
/*"EQ" -> "PID"*/
/*"EQ" -> "GCDDOM"*/
/*"EQ" -> "INTDOM"*/
/*"EQ" -> "ALGEBRA"*/
/*"EQ" -> "ENTIRER"*/
/*"EQ" -> "UFD"*/
/*"EQ" -> "DIVRING"*/
/*"EQ" -> "EVALAB"*/
/*"EQ" -> "BOOLEAN"*/
/*"EQ" -> "INS"*/
/*"EQ" -> "OINTDOM"*/
/*"EQ" -> "ORDRING"*/
/*"EQ" -> "OAGROUP"*/
/*"EQ" -> "OCAMON"*/
/*"EQ" -> "OAMON"*/
/*"EQ" -> "OASGP"*/
/*"EQ" -> "ORDSET"*/
/*"EQ" -> "DIFRING"*/
/*"EQ" -> "KONVERT"*/
/*"EQ" -> "RETRACT"*/
/*"EQ" -> "LINEXP"*/
/*"EQ" -> "PATMAB"*/
/*"EQ" -> "CFCAT"*/
/*"EQ" -> "REAL"*/
/*"EQ" -> "CHARZ"*/
/*"EQ" -> "STEP"*/
/*"EQ" -> "POLYCAT"*/
/*"EQ" -> "FAMR"*/
/*"EQ" -> "AMR"*/
/*"EQ" -> "CHARNZ"*/
/*"EQ" -> "FRETRCT"*/
/*"EQ" -> "FLINEXP"*/
"EQ" -> "PFECAT"
/*"EQ" -> "ES"*/

"ERROR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ERROR"]
/*"ERROR" -> "INT"*/
/*"ERROR" -> "LIST"*/
"ERROR" -> "STRING"
/*"ERROR" -> "CHAR"*/
/*"ERROR" -> "SINT"*/
/*"ERROR" -> "OUTFORM"*/
/*"ERROR" -> "PRIMARR"*/
/*"ERROR" -> "A1AGG-"*/
/*"ERROR" -> "ISTRING"*/

"EVALCYC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EVALCYC"]
/*"EVALCYC" -> "ALGEBRA"*/
/*"EVALCYC" -> "RING"*/
/*"EVALCYC" -> "RNG"*/
/*"EVALCYC" -> "ABELGRP"*/
/*"EVALCYC" -> "CABMON"*/
/*"EVALCYC" -> "ABELMON"*/
/*"EVALCYC" -> "ABELSG"*/
/*"EVALCYC" -> "SETCAT"*/
/*"EVALCYC" -> "BASTYPE"*/
/*"EVALCYC" -> "KOERCE"*/
/*"EVALCYC" -> "SGROUP"*/
/*"EVALCYC" -> "MONOID"*/
/*"EVALCYC" -> "LMODULE"*/
/*"EVALCYC" -> "MODULE"*/
/*"EVALCYC" -> "BMODULE"*/
/*"EVALCYC" -> "RMODULE"*/
/*"EVALCYC" -> "INS"*/
/*"EVALCYC" -> "UFD"*/
/*"EVALCYC" -> "GCDDOM"*/
/*"EVALCYC" -> "INTDOM"*/
/*"EVALCYC" -> "COMRING"*/
/*"EVALCYC" -> "ENTIRER"*/
/*"EVALCYC" -> "EUCDOM"*/
/*"EVALCYC" -> "PID"*/
/*"EVALCYC" -> "OINTDOM"*/
/*"EVALCYC" -> "ORDRING"*/
/*"EVALCYC" -> "OAGROUP"*/
/*"EVALCYC" -> "OCAMON"*/
/*"EVALCYC" -> "OAMON"*/
/*"EVALCYC" -> "OASGP"*/
/*"EVALCYC" -> "ORDSET"*/
/*"EVALCYC" -> "DIFRING"*/
/*"EVALCYC" -> "KONVERT"*/
/*"EVALCYC" -> "RETRACT"*/
/*"EVALCYC" -> "LINEXP"*/
/*"EVALCYC" -> "PATMAB"*/
/*"EVALCYC" -> "CFCAT"*/
/*"EVALCYC" -> "REAL"*/
/*"EVALCYC" -> "CHARZ"*/
/*"EVALCYC" -> "STEP"*/
/*"EVALCYC" -> "QFCAT"*/
/*"EVALCYC" -> "FIELD"*/
/*"EVALCYC" -> "DIVRING"*/
/*"EVALCYC" -> "FEVALAB"*/
/*"EVALCYC" -> "ELTAB"*/
/*"EVALCYC" -> "EVALAB"*/
/*"EVALCYC" -> "IEVALAB"*/
/*"EVALCYC" -> "DIFEXT"*/
/*"EVALCYC" -> "PDRING"*/
/*"EVALCYC" -> "FLINEXP"*/
/*"EVALCYC" -> "PATAB"*/
/*"EVALCYC" -> "FPATMAB"*/
/*"EVALCYC" -> "TYPE"*/
/*"EVALCYC" -> "CHARNZ"*/
"EVALCYC" -> "PFECAT"

"E04DGFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=E04DGFA"]
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/*"E04DGFA" -> "RNS"*/
/*"E04DGFA" -> "FIELD"*/
/*"E04DGFA" -> "EUCDOM"*/
/*"E04DGFA" -> "PID"*/
/*"E04DGFA" -> "GCDDOM"*/
/*"E04DGFA" -> "INTDOM"*/
/*"E04DGFA" -> "COMRING"*/
/*"E04DGFA" -> "RING"*/
/*"E04DGFA" -> "RNG"*/
/*"E04DGFA" -> "ABELGRP"*/
/*"E04DGFA" -> "CABMON"*/
/*"E04DGFA" -> "ABELMON"*/
/*"E04DGFA" -> "ABELSG"*/
/*"E04DGFA" -> "SGROUP"*/
/*"E04DGFA" -> "MONOID"*/
/*"E04DGFA" -> "LMODULE"*/
/*"E04DGFA" -> "BMODULE"*/
/*"E04DGFA" -> "RMODULE"*/
/*"E04DGFA" -> "ALGEBRA"*/
/*"E04DGFA" -> "MODULE"*/
/*"E04DGFA" -> "ENTIRER"*/
/*"E04DGFA" -> "UFD"*/
/*"E04DGFA" -> "DIVRING"*/
/*"E04DGFA" -> "ORDRING"*/
/*"E04DGFA" -> "OAGROUP"*/
/*"E04DGFA" -> "OCAMON"*/
/*"E04DGFA" -> "OAMON"*/
/*"E04DGFA" -> "OASGP"*/
/*"E04DGFA" -> "ORDSET"*/
/*"E04DGFA" -> "REAL"*/
/*"E04DGFA" -> "KONVERT"*/
/*"E04DGFA" -> "RETRACT"*/
/*"E04DGFA" -> "RADCAT"*/
/*"E04DGFA" -> "PATMAB"*/
/*"E04DGFA" -> "CHARZ"*/
/*"E04DGFA" -> "LSAGG"*/
/*"E04DGFA" -> "STAGG"*/
/*"E04DGFA" -> "URAGG"*/
/*"E04DGFA" -> "RCAGG"*/
/*"E04DGFA" -> "HOAGG"*/
/*"E04DGFA" -> "AGG"*/
/*"E04DGFA" -> "TYPE"*/
/*"E04DGFA" -> "EVALAB"*/
/*"E04DGFA" -> "IEVALAB"*/
/*"E04DGFA" -> "LNAGG"*/
/*"E04DGFA" -> "IXAGG"*/
/*"E04DGFA" -> "ELTAGG"*/
/*"E04DGFA" -> "ELTAB"*/
/*"E04DGFA" -> "CLAGG"*/
/*"E04DGFA" -> "FLAGG"*/
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/*"E04DGFA" -> "OM"*/
/*"E04DGFA" -> "INT"*/
/*"E04DGFA" -> "LIST"*/
/*"E04DGFA" -> "ILIST"*/
/*"E04DGFA" -> "NNI"*/
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"E04DGFA" -> "STRING"
/*"E04DGFA" -> "CHAR"*/
/*"E04DGFA" -> "SINT"*/
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/*"FFFGF" -> "CLAGG"*/
/*"FFFGF" -> "KONVERT"*/
/*"FFFGF" -> "ORDSET"*/
/*"FFFGF" -> "INT"*/
/*"FFFGF" -> "VECTOR"*/
/*"FFFGF" -> "IVECTOR"*/
/*"FFFGF" -> "IARRAY1"*/
/*"FFFGF" -> "SINT"*/
/*"FFFGF" -> "NNI"*/
/*"FFFGF" -> "UPOLYC"*/
/*"FFFGF" -> "POLYCAT"*/
/*"FFFGF" -> "PDRING"*/
/*"FFFGF" -> "FLINEXP"*/
/*"FFFGF" -> "LINEXP"*/
/*"FFFGF" -> "PATMAB"*/
"FFFGF" -> "PFECAT"
/*"FFFGF" -> "UFD"*/
/*"FFFGF" -> "DIFRING"*/
/*"FFFGF" -> "DIFEXT"*/
/*"FFFGF" -> "STEP"*/
/*"FFFGF" -> "EUCDOM"*/
/*"FFFGF" -> "PID"*/
/*"FFFGF" -> "FIELD"*/
/*"FFFGF" -> "DIVRING"*/
/*"FFFGF" -> "LSAGG"*/
/*"FFFGF" -> "STAGG"*/
/*"FFFGF" -> "URAGG"*/
/*"FFFGF" -> "RCAGG"*/
/*"FFFGF" -> "ELAGG"*/
/*"FFFGF" -> "OAMONS"*/
/*"FFFGF" -> "OCAMON"*/
/*"FFFGF" -> "OAMON"*/
/*"FFFGF" -> "OASGP"*/
/*"FFFGF" -> "QFCAT"*/
/*"FFFGF" -> "FEVALAB"*/
/*"FFFGF" -> "PATAB"*/
/*"FFFGF" -> "FPATMAB"*/
/*"FFFGF" -> "OINTDOM"*/
/*"FFFGF" -> "ORDRING"*/
/*"FFFGF" -> "OAGROUP"*/
/*"FFFGF" -> "REAL"*/

"FLOATRP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FLOATRP"]
/*"FLOATRP" -> "ORDRING"*/
/*"FLOATRP" -> "OAGROUP"*/
/*"FLOATRP" -> "OCAMON"*/
/*"FLOATRP" -> "OAMON"*/
/*"FLOATRP" -> "OASGP"*/
/*"FLOATRP" -> "ORDSET"*/
/*"FLOATRP" -> "SETCAT"*/
/*"FLOATRP" -> "BASTYPE"*/
/*"FLOATRP" -> "KOERCE"*/
/*"FLOATRP" -> "ABELMON"*/
/*"FLOATRP" -> "ABELSG"*/
/*"FLOATRP" -> "CABMON"*/
/*"FLOATRP" -> "ABELGRP"*/
/*"FLOATRP" -> "RING"*/
/*"FLOATRP" -> "RNG"*/
/*"FLOATRP" -> "SGROUP"*/
/*"FLOATRP" -> "MONOID"*/
/*"FLOATRP" -> "LMODULE"*/
/*"FLOATRP" -> "FIELD"*/
/*"FLOATRP" -> "EUCDOM"*/
/*"FLOATRP" -> "PID"*/
/*"FLOATRP" -> "GCDDOM"*/
/*"FLOATRP" -> "INTDOM"*/
/*"FLOATRP" -> "COMRING"*/
/*"FLOATRP" -> "BMODULE"*/
/*"FLOATRP" -> "RMODULE"*/
/*"FLOATRP" -> "ALGEBRA"*/
/*"FLOATRP" -> "MODULE"*/
/*"FLOATRP" -> "ENTIRER"*/
/*"FLOATRP" -> "UFD"*/
/*"FLOATRP" -> "DIVRING"*/
/*"FLOATRP" -> "INS"*/
/*"FLOATRP" -> "OINTDOM"*/
/*"FLOATRP" -> "DIFRING"*/
/*"FLOATRP" -> "KONVERT"*/
/*"FLOATRP" -> "RETRACT"*/
/*"FLOATRP" -> "LINEXP"*/
/*"FLOATRP" -> "PATMAB"*/
/*"FLOATRP" -> "CFCAT"*/
/*"FLOATRP" -> "REAL"*/
/*"FLOATRP" -> "CHARZ"*/
/*"FLOATRP" -> "STEP"*/
/*"FLOATRP" -> "POLYCAT"*/
/*"FLOATRP" -> "PDRING"*/
/*"FLOATRP" -> "FAMR"*/
/*"FLOATRP" -> "AMR"*/
/*"FLOATRP" -> "CHARNZ"*/
/*"FLOATRP" -> "FRETRCT"*/
/*"FLOATRP" -> "EVALAB"*/
/*"FLOATRP" -> "IEVALAB"*/
/*"FLOATRP" -> "FLINEXP"*/
"FLOATRP" -> "PFECAT"
/*"FLOATRP" -> "BOOLEAN"*/
/*"FLOATRP" -> "OM"*/
/*"FLOATRP" -> "INT"*/
/*"FLOATRP" -> "LIST"*/
/*"FLOATRP" -> "ILIST"*/

"FNAME" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FNAME"]
/*"FNAME" -> "FNCAT"*/
/*"FNAME" -> "SETCAT"*/
/*"FNAME" -> "BASTYPE"*/
/*"FNAME" -> "KOERCE"*/
"FNAME" -> "STRING"
/*"FNAME" -> "CHAR"*/
/*"FNAME" -> "SINT"*/
/*"FNAME" -> "OUTFORM"*/
/*"FNAME" -> "LIST"*/
/*"FNAME" -> "INT"*/
/*"FNAME" -> "PRIMARR"*/
/*"FNAME" -> "A1AGG-"*/
/*"FNAME" -> "ISTRING"*/

"FOP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FOP"]
"FOP" -> "STRING"
/*"FOP" -> "CHAR"*/
/*"FOP" -> "SINT"*/
/*"FOP" -> "OUTFORM"*/
/*"FOP" -> "LIST"*/
/*"FOP" -> "INT"*/
/*"FOP" -> "PRIMARR"*/
/*"FOP" -> "A1AGG-"*/
/*"FOP" -> "ISTRING"*/

"FORMULA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FORMULA"]
/*"FORMULA" -> "SETCAT"*/
/*"FORMULA" -> "BASTYPE"*/
/*"FORMULA" -> "KOERCE"*/
/*"FORMULA" -> "INT"*/
/*"FORMULA" -> "NNI"*/
/*"FORMULA" -> "LIST"*/
"FORMULA" -> "STRING"
/*"FORMULA" -> "CHAR"*/
/*"FORMULA" -> "SINT"*/
/*"FORMULA" -> "OUTFORM"*/
/*"FORMULA" -> "PRIMARR"*/
/*"FORMULA" -> "A1AGG-"*/
/*"FORMULA" -> "ILIST"*/
/*"FORMULA" -> "LSAGG-"*/
/*"FORMULA" -> "STAGG-"*/
/*"FORMULA" -> "STRICAT"*/
/*"FORMULA" -> "SRAGG"*/
/*"FORMULA" -> "A1AGG"*/
/*"FORMULA" -> "FLAGG"*/
/*"FORMULA" -> "LNAGG"*/
/*"FORMULA" -> "IXAGG"*/
/*"FORMULA" -> "HOAGG"*/
/*"FORMULA" -> "AGG"*/
/*"FORMULA" -> "TYPE"*/
/*"FORMULA" -> "EVALAB"*/
/*"FORMULA" -> "IEVALAB"*/
/*"FORMULA" -> "ELTAGG"*/
/*"FORMULA" -> "ELTAB"*/
/*"FORMULA" -> "CLAGG"*/
/*"FORMULA" -> "KONVERT"*/
/*"FORMULA" -> "ORDSET"*/
/*"FORMULA" -> "OM"*/
/*"FORMULA" -> "ISTRING"*/
/*"FORMULA" -> "PI"*/
/*"FORMULA" -> "ELAGG-"*/
/*"FORMULA" -> "FLAGG-"*/
/*"FORMULA" -> "LSAGG"*/
/*"FORMULA" -> "STAGG"*/
/*"FORMULA" -> "URAGG"*/
/*"FORMULA" -> "RCAGG"*/
/*"FORMULA" -> "ELAGG"*/

"FORT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FORT"]
/*"FORT" -> "LSAGG"*/
/*"FORT" -> "STAGG"*/
/*"FORT" -> "URAGG"*/
/*"FORT" -> "RCAGG"*/
/*"FORT" -> "HOAGG"*/
/*"FORT" -> "AGG"*/
/*"FORT" -> "TYPE"*/
/*"FORT" -> "SETCAT"*/
/*"FORT" -> "BASTYPE"*/
/*"FORT" -> "KOERCE"*/
/*"FORT" -> "EVALAB"*/
/*"FORT" -> "IEVALAB"*/
/*"FORT" -> "LNAGG"*/
/*"FORT" -> "IXAGG"*/
/*"FORT" -> "ELTAGG"*/
/*"FORT" -> "ELTAB"*/
/*"FORT" -> "CLAGG"*/
/*"FORT" -> "KONVERT"*/
/*"FORT" -> "FLAGG"*/
/*"FORT" -> "ORDSET"*/
/*"FORT" -> "ELAGG"*/
/*"FORT" -> "OM"*/
/*"FORT" -> "STRICAT"*/
/*"FORT" -> "SRAGG"*/
/*"FORT" -> "A1AGG"*/
/*"FORT" -> "INT"*/
/*"FORT" -> "LIST"*/
/*"FORT" -> "ILIST"*/
"FORT" -> "STRING"
/*"FORT" -> "CHAR"*/
/*"FORT" -> "SINT"*/
/*"FORT" -> "OUTFORM"*/
/*"FORT" -> "PRIMARR"*/
/*"FORT" -> "A1AGG-"*/
/*"FORT" -> "ISTRING"*/
/*"FORT" -> "INS"*/
/*"FORT" -> "UFD"*/
/*"FORT" -> "GCDDOM"*/
/*"FORT" -> "INTDOM"*/
/*"FORT" -> "COMRING"*/
/*"FORT" -> "RING"*/
/*"FORT" -> "RNG"*/
/*"FORT" -> "ABELGRP"*/
/*"FORT" -> "CABMON"*/
/*"FORT" -> "ABELMON"*/
/*"FORT" -> "ABELSG"*/
/*"FORT" -> "SGROUP"*/
/*"FORT" -> "MONOID"*/
/*"FORT" -> "LMODULE"*/
/*"FORT" -> "BMODULE"*/
/*"FORT" -> "RMODULE"*/
/*"FORT" -> "ALGEBRA"*/
/*"FORT" -> "MODULE"*/
/*"FORT" -> "ENTIRER"*/
/*"FORT" -> "EUCDOM"*/
/*"FORT" -> "PID"*/
/*"FORT" -> "OINTDOM"*/
/*"FORT" -> "ORDRING"*/
/*"FORT" -> "OAGROUP"*/
/*"FORT" -> "OCAMON"*/
/*"FORT" -> "OAMON"*/
/*"FORT" -> "OASGP"*/
/*"FORT" -> "DIFRING"*/
/*"FORT" -> "RETRACT"*/
/*"FORT" -> "LINEXP"*/
/*"FORT" -> "PATMAB"*/
/*"FORT" -> "CFCAT"*/
/*"FORT" -> "REAL"*/
/*"FORT" -> "CHARZ"*/
/*"FORT" -> "STEP"*/

"FRAC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FRAC"]
/*"FRAC" -> "QFCAT"*/
/*"FRAC" -> "FIELD"*/
/*"FRAC" -> "EUCDOM"*/
/*"FRAC" -> "PID"*/
/*"FRAC" -> "GCDDOM"*/
/*"FRAC" -> "INTDOM"*/
/*"FRAC" -> "COMRING"*/
/*"FRAC" -> "RING"*/
/*"FRAC" -> "RNG"*/
/*"FRAC" -> "ABELGRP"*/
/*"FRAC" -> "CABMON"*/
/*"FRAC" -> "ABELMON"*/
/*"FRAC" -> "ABELSG"*/
/*"FRAC" -> "SETCAT"*/
/*"FRAC" -> "BASTYPE"*/
/*"FRAC" -> "KOERCE"*/
/*"FRAC" -> "SGROUP"*/
/*"FRAC" -> "MONOID"*/
/*"FRAC" -> "LMODULE"*/
/*"FRAC" -> "BMODULE"*/
/*"FRAC" -> "RMODULE"*/
/*"FRAC" -> "ALGEBRA"*/
/*"FRAC" -> "MODULE"*/
/*"FRAC" -> "ENTIRER"*/
/*"FRAC" -> "UFD"*/
/*"FRAC" -> "DIVRING"*/
/*"FRAC" -> "RETRACT"*/
/*"FRAC" -> "FEVALAB"*/
/*"FRAC" -> "ELTAB"*/
/*"FRAC" -> "EVALAB"*/
/*"FRAC" -> "IEVALAB"*/
/*"FRAC" -> "DIFEXT"*/
/*"FRAC" -> "DIFRING"*/
/*"FRAC" -> "PDRING"*/
/*"FRAC" -> "FLINEXP"*/
/*"FRAC" -> "LINEXP"*/
/*"FRAC" -> "PATAB"*/
/*"FRAC" -> "KONVERT"*/
/*"FRAC" -> "FPATMAB"*/
/*"FRAC" -> "TYPE"*/
/*"FRAC" -> "PATMAB"*/
/*"FRAC" -> "STEP"*/
/*"FRAC" -> "ORDSET"*/
/*"FRAC" -> "OINTDOM"*/
/*"FRAC" -> "ORDRING"*/
/*"FRAC" -> "OAGROUP"*/
/*"FRAC" -> "OCAMON"*/
/*"FRAC" -> "OAMON"*/
/*"FRAC" -> "OASGP"*/
/*"FRAC" -> "REAL"*/
/*"FRAC" -> "CHARZ"*/
/*"FRAC" -> "CHARNZ"*/
"FRAC" -> "PFECAT"
/*"FRAC" -> "OM"*/
/*"FRAC" -> "INS"*/
/*"FRAC" -> "CFCAT"*/
/*"FRAC" -> "BOOLEAN"*/
/*"FRAC" -> "NNI"*/
/*"FRAC" -> "INT"*/
/*"FRAC" -> "PI"*/
/*"FRAC" -> "SINT"*/
/*"FRAC" -> "VECTCAT"*/
/*"FRAC" -> "A1AGG"*/
/*"FRAC" -> "FLAGG"*/
/*"FRAC" -> "LNAGG"*/
/*"FRAC" -> "IXAGG"*/
/*"FRAC" -> "HOAGG"*/
/*"FRAC" -> "AGG"*/
/*"FRAC" -> "ELTAGG"*/
/*"FRAC" -> "CLAGG"*/
/*"FRAC" -> "VECTOR"*/
/*"FRAC" -> "IVECTOR"*/
/*"FRAC" -> "IARRAY1"*/
/*"FRAC" -> "UPOLYC"*/
/*"FRAC" -> "POLYCAT"*/
/*"FRAC" -> "FAMR"*/
/*"FRAC" -> "AMR"*/
/*"FRAC" -> "FRETRCT"*/
/*"FRAC" -> "LIST"*/
/*"FRAC" -> "ILIST"*/
/*"FRAC" -> "FPS"*/
/*"FRAC" -> "RNS"*/
/*"FRAC" -> "RADCAT"*/

"FTEM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FTEM"]
/*"FTEM" -> "FILECAT"*/
/*"FTEM" -> "SETCAT"*/
/*"FTEM" -> "BASTYPE"*/
/*"FTEM" -> "KOERCE"*/
/*"FTEM" -> "FNCAT"*/
"FTEM" -> "STRING"
/*"FTEM" -> "CHAR"*/
/*"FTEM" -> "SINT"*/
/*"FTEM" -> "OUTFORM"*/
/*"FTEM" -> "LIST"*/
/*"FTEM" -> "INT"*/
/*"FTEM" -> "PRIMARR"*/
/*"FTEM" -> "A1AGG-"*/
/*"FTEM" -> "ISTRING"*/
/*"FTEM" -> "BOOLEAN"*/
/*"FTEM" -> "INS"*/
/*"FTEM" -> "UFD"*/
/*"FTEM" -> "GCDDOM"*/
/*"FTEM" -> "INTDOM"*/
/*"FTEM" -> "COMRING"*/
/*"FTEM" -> "RING"*/
/*"FTEM" -> "RNG"*/
/*"FTEM" -> "ABELGRP"*/
/*"FTEM" -> "CABMON"*/
/*"FTEM" -> "ABELMON"*/
/*"FTEM" -> "ABELSG"*/
/*"FTEM" -> "SGROUP"*/
/*"FTEM" -> "MONOID"*/
/*"FTEM" -> "LMODULE"*/
/*"FTEM" -> "BMODULE"*/
/*"FTEM" -> "RMODULE"*/
/*"FTEM" -> "ALGEBRA"*/
/*"FTEM" -> "MODULE"*/
/*"FTEM" -> "ENTIRER"*/
/*"FTEM" -> "EUCDOM"*/
/*"FTEM" -> "PID"*/
/*"FTEM" -> "OINTDOM"*/
/*"FTEM" -> "ORDRING"*/
/*"FTEM" -> "OAGROUP"*/
/*"FTEM" -> "OCAMON"*/
/*"FTEM" -> "OAMON"*/
/*"FTEM" -> "OASGP"*/
/*"FTEM" -> "ORDSET"*/
/*"FTEM" -> "DIFRING"*/
/*"FTEM" -> "KONVERT"*/
/*"FTEM" -> "RETRACT"*/
/*"FTEM" -> "LINEXP"*/
/*"FTEM" -> "PATMAB"*/
/*"FTEM" -> "CFCAT"*/
/*"FTEM" -> "REAL"*/
/*"FTEM" -> "CHARZ"*/
/*"FTEM" -> "STEP"*/
/*"FTEM" -> "OM"*/
/*"FTEM" -> "SRAGG-"*/
/*"FTEM" -> "FLAGG-"*/
/*"FTEM" -> "LNAGG-"*/
/*"FTEM" -> "STRICAT"*/
/*"FTEM" -> "SRAGG"*/
/*"FTEM" -> "A1AGG"*/
/*"FTEM" -> "FLAGG"*/
/*"FTEM" -> "LNAGG"*/
/*"FTEM" -> "IXAGG"*/
/*"FTEM" -> "HOAGG"*/
/*"FTEM" -> "AGG"*/
/*"FTEM" -> "TYPE"*/
/*"FTEM" -> "EVALAB"*/
/*"FTEM" -> "IEVALAB"*/
/*"FTEM" -> "ELTAGG"*/
/*"FTEM" -> "ELTAB"*/
/*"FTEM" -> "CLAGG"*/

"GENEEZ" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GENEEZ"]
/*"GENEEZ" -> "EUCDOM"*/
/*"GENEEZ" -> "PID"*/
/*"GENEEZ" -> "GCDDOM"*/
/*"GENEEZ" -> "INTDOM"*/
/*"GENEEZ" -> "COMRING"*/
/*"GENEEZ" -> "RING"*/
/*"GENEEZ" -> "RNG"*/
/*"GENEEZ" -> "ABELGRP"*/
/*"GENEEZ" -> "CABMON"*/
/*"GENEEZ" -> "ABELMON"*/
/*"GENEEZ" -> "ABELSG"*/
/*"GENEEZ" -> "SETCAT"*/
/*"GENEEZ" -> "BASTYPE"*/
/*"GENEEZ" -> "KOERCE"*/
/*"GENEEZ" -> "SGROUP"*/
/*"GENEEZ" -> "MONOID"*/
/*"GENEEZ" -> "LMODULE"*/
/*"GENEEZ" -> "BMODULE"*/
/*"GENEEZ" -> "RMODULE"*/
/*"GENEEZ" -> "ALGEBRA"*/
/*"GENEEZ" -> "MODULE"*/
/*"GENEEZ" -> "ENTIRER"*/
/*"GENEEZ" -> "UPOLYC"*/
/*"GENEEZ" -> "POLYCAT"*/
/*"GENEEZ" -> "PDRING"*/
/*"GENEEZ" -> "FAMR"*/
/*"GENEEZ" -> "AMR"*/
/*"GENEEZ" -> "CHARZ"*/
/*"GENEEZ" -> "CHARNZ"*/
/*"GENEEZ" -> "FRETRCT"*/
/*"GENEEZ" -> "RETRACT"*/
/*"GENEEZ" -> "EVALAB"*/
/*"GENEEZ" -> "IEVALAB"*/
/*"GENEEZ" -> "FLINEXP"*/
/*"GENEEZ" -> "LINEXP"*/
/*"GENEEZ" -> "ORDSET"*/
/*"GENEEZ" -> "KONVERT"*/
/*"GENEEZ" -> "PATMAB"*/
"GENEEZ" -> "PFECAT"
/*"GENEEZ" -> "UFD"*/
/*"GENEEZ" -> "ELTAB"*/
/*"GENEEZ" -> "DIFRING"*/
/*"GENEEZ" -> "DIFEXT"*/
/*"GENEEZ" -> "STEP"*/
/*"GENEEZ" -> "FIELD"*/
/*"GENEEZ" -> "DIVRING"*/
/*"GENEEZ" -> "NNI"*/
/*"GENEEZ" -> "INT"*/
/*"GENEEZ" -> "MONOID-"*/
/*"GENEEZ" -> "ABELMON-"*/
/*"GENEEZ" -> "ORDSET-"*/
/*"GENEEZ" -> "SGROUP-"*/
/*"GENEEZ" -> "PI"*/
/*"GENEEZ" -> "INS"*/
/*"GENEEZ" -> "OINTDOM"*/
/*"GENEEZ" -> "ORDRING"*/
/*"GENEEZ" -> "OAGROUP"*/
/*"GENEEZ" -> "OCAMON"*/
/*"GENEEZ" -> "OAMON"*/
/*"GENEEZ" -> "OASGP"*/
/*"GENEEZ" -> "CFCAT"*/
/*"GENEEZ" -> "REAL"*/
/*"GENEEZ" -> "VECTOR"*/
/*"GENEEZ" -> "IVECTOR"*/
/*"GENEEZ" -> "IARRAY1"*/
/*"GENEEZ" -> "SINT"*/
/*"GENEEZ" -> "BOOLEAN"*/
/*"GENEEZ" -> "VECTCAT"*/
/*"GENEEZ" -> "A1AGG"*/
/*"GENEEZ" -> "FLAGG"*/
/*"GENEEZ" -> "LNAGG"*/
/*"GENEEZ" -> "IXAGG"*/
/*"GENEEZ" -> "HOAGG"*/
/*"GENEEZ" -> "AGG"*/
/*"GENEEZ" -> "TYPE"*/
/*"GENEEZ" -> "ELTAGG"*/
/*"GENEEZ" -> "CLAGG"*/
/*"GENEEZ" -> "LSAGG"*/
/*"GENEEZ" -> "STAGG"*/
/*"GENEEZ" -> "URAGG"*/
/*"GENEEZ" -> "RCAGG"*/
/*"GENEEZ" -> "ELAGG"*/
/*"GENEEZ" -> "OM"*/
/*"GENEEZ" -> "LIST"*/
/*"GENEEZ" -> "ILIST"*/

"GENMFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GENMFACT"]
/*"GENMFACT" -> "ORDSET"*/
/*"GENMFACT" -> "SETCAT"*/
/*"GENMFACT" -> "BASTYPE"*/
/*"GENMFACT" -> "KOERCE"*/
/*"GENMFACT" -> "OAMONS"*/
/*"GENMFACT" -> "OCAMON"*/
/*"GENMFACT" -> "OAMON"*/
/*"GENMFACT" -> "OASGP"*/
/*"GENMFACT" -> "ABELMON"*/
/*"GENMFACT" -> "ABELSG"*/
/*"GENMFACT" -> "CABMON"*/
/*"GENMFACT" -> "INTDOM"*/
/*"GENMFACT" -> "COMRING"*/
/*"GENMFACT" -> "RING"*/
/*"GENMFACT" -> "RNG"*/
/*"GENMFACT" -> "ABELGRP"*/
/*"GENMFACT" -> "SGROUP"*/
/*"GENMFACT" -> "MONOID"*/
/*"GENMFACT" -> "LMODULE"*/
/*"GENMFACT" -> "BMODULE"*/
/*"GENMFACT" -> "RMODULE"*/
/*"GENMFACT" -> "ALGEBRA"*/
/*"GENMFACT" -> "MODULE"*/
/*"GENMFACT" -> "ENTIRER"*/
/*"GENMFACT" -> "POLYCAT"*/
/*"GENMFACT" -> "PDRING"*/
/*"GENMFACT" -> "FAMR"*/
/*"GENMFACT" -> "AMR"*/
/*"GENMFACT" -> "CHARZ"*/
/*"GENMFACT" -> "CHARNZ"*/
/*"GENMFACT" -> "FRETRCT"*/
/*"GENMFACT" -> "RETRACT"*/
/*"GENMFACT" -> "EVALAB"*/
/*"GENMFACT" -> "IEVALAB"*/
/*"GENMFACT" -> "FLINEXP"*/
/*"GENMFACT" -> "LINEXP"*/
/*"GENMFACT" -> "KONVERT"*/
/*"GENMFACT" -> "PATMAB"*/
/*"GENMFACT" -> "GCDDOM"*/
"GENMFACT" -> "PFECAT"
/*"GENMFACT" -> "UFD"*/
/*"GENMFACT" -> "FFIELDC"*/
/*"GENMFACT" -> "FPC"*/
/*"GENMFACT" -> "FIELD"*/
/*"GENMFACT" -> "EUCDOM"*/
/*"GENMFACT" -> "PID"*/
/*"GENMFACT" -> "DIVRING"*/
/*"GENMFACT" -> "FINITE"*/
/*"GENMFACT" -> "STEP"*/
/*"GENMFACT" -> "DIFRING"*/

"GENPGCD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GENPGCD"]
/*"GENPGCD" -> "OAMONS"*/
/*"GENPGCD" -> "OCAMON"*/
/*"GENPGCD" -> "OAMON"*/
/*"GENPGCD" -> "OASGP"*/
/*"GENPGCD" -> "ORDSET"*/
/*"GENPGCD" -> "SETCAT"*/
/*"GENPGCD" -> "BASTYPE"*/
/*"GENPGCD" -> "KOERCE"*/
/*"GENPGCD" -> "ABELMON"*/
/*"GENPGCD" -> "ABELSG"*/
/*"GENPGCD" -> "CABMON"*/
"GENPGCD" -> "PFECAT"
/*"GENPGCD" -> "UFD"*/
/*"GENPGCD" -> "GCDDOM"*/
/*"GENPGCD" -> "INTDOM"*/
/*"GENPGCD" -> "COMRING"*/
/*"GENPGCD" -> "RING"*/
/*"GENPGCD" -> "RNG"*/
/*"GENPGCD" -> "ABELGRP"*/
/*"GENPGCD" -> "SGROUP"*/
/*"GENPGCD" -> "MONOID"*/
/*"GENPGCD" -> "LMODULE"*/
/*"GENPGCD" -> "BMODULE"*/
/*"GENPGCD" -> "RMODULE"*/
/*"GENPGCD" -> "ALGEBRA"*/
/*"GENPGCD" -> "MODULE"*/
/*"GENPGCD" -> "ENTIRER"*/
/*"GENPGCD" -> "POLYCAT"*/
/*"GENPGCD" -> "PDRING"*/
/*"GENPGCD" -> "FAMR"*/
/*"GENPGCD" -> "AMR"*/
/*"GENPGCD" -> "CHARZ"*/
/*"GENPGCD" -> "CHARNZ"*/
/*"GENPGCD" -> "FRETRCT"*/
/*"GENPGCD" -> "RETRACT"*/
/*"GENPGCD" -> "EVALAB"*/
/*"GENPGCD" -> "IEVALAB"*/
/*"GENPGCD" -> "FLINEXP"*/
/*"GENPGCD" -> "LINEXP"*/
/*"GENPGCD" -> "KONVERT"*/
/*"GENPGCD" -> "PATMAB"*/
/*"GENPGCD" -> "NNI"*/
/*"GENPGCD" -> "INT"*/
/*"GENPGCD" -> "LIST"*/
/*"GENPGCD" -> "LSAGG"*/
/*"GENPGCD" -> "STAGG"*/
/*"GENPGCD" -> "URAGG"*/
/*"GENPGCD" -> "RCAGG"*/
/*"GENPGCD" -> "HOAGG"*/
/*"GENPGCD" -> "AGG"*/
/*"GENPGCD" -> "TYPE"*/
/*"GENPGCD" -> "LNAGG"*/
/*"GENPGCD" -> "IXAGG"*/
/*"GENPGCD" -> "ELTAGG"*/
/*"GENPGCD" -> "ELTAB"*/
/*"GENPGCD" -> "CLAGG"*/
/*"GENPGCD" -> "FLAGG"*/
/*"GENPGCD" -> "ELAGG"*/
/*"GENPGCD" -> "OM"*/
/*"GENPGCD" -> "ILIST"*/
/*"GENPGCD" -> "STEP"*/
/*"GENPGCD" -> "BOOLEAN"*/
/*"GENPGCD" -> "PI"*/
/*"GENPGCD" -> "SINT"*/
/*"GENPGCD" -> "LSAGG-"*/
/*"GENPGCD" -> "STAGG-"*/
/*"GENPGCD" -> "ELAGG-"*/
/*"GENPGCD" -> "FLAGG-"*/
/*"GENPGCD" -> "URAGG-"*/

"GALFACTU" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GALFACTU"]
/*"GALFACTU" -> "RING"*/
/*"GALFACTU" -> "RNG"*/
/*"GALFACTU" -> "ABELGRP"*/
/*"GALFACTU" -> "CABMON"*/
/*"GALFACTU" -> "ABELMON"*/
/*"GALFACTU" -> "ABELSG"*/
/*"GALFACTU" -> "SETCAT"*/
/*"GALFACTU" -> "BASTYPE"*/
/*"GALFACTU" -> "KOERCE"*/
/*"GALFACTU" -> "SGROUP"*/
/*"GALFACTU" -> "MONOID"*/
/*"GALFACTU" -> "LMODULE"*/
/*"GALFACTU" -> "UPOLYC"*/
/*"GALFACTU" -> "POLYCAT"*/
/*"GALFACTU" -> "PDRING"*/
/*"GALFACTU" -> "FAMR"*/
/*"GALFACTU" -> "AMR"*/
/*"GALFACTU" -> "BMODULE"*/
/*"GALFACTU" -> "RMODULE"*/
/*"GALFACTU" -> "COMRING"*/
/*"GALFACTU" -> "ALGEBRA"*/
/*"GALFACTU" -> "MODULE"*/
/*"GALFACTU" -> "CHARZ"*/
/*"GALFACTU" -> "CHARNZ"*/
/*"GALFACTU" -> "INTDOM"*/
/*"GALFACTU" -> "ENTIRER"*/
/*"GALFACTU" -> "FRETRCT"*/
/*"GALFACTU" -> "RETRACT"*/
/*"GALFACTU" -> "EVALAB"*/
/*"GALFACTU" -> "IEVALAB"*/
/*"GALFACTU" -> "FLINEXP"*/
/*"GALFACTU" -> "LINEXP"*/
/*"GALFACTU" -> "ORDSET"*/
/*"GALFACTU" -> "KONVERT"*/
/*"GALFACTU" -> "PATMAB"*/
/*"GALFACTU" -> "GCDDOM"*/
"GALFACTU" -> "PFECAT"
/*"GALFACTU" -> "UFD"*/
/*"GALFACTU" -> "ELTAB"*/
/*"GALFACTU" -> "DIFRING"*/
/*"GALFACTU" -> "DIFEXT"*/
/*"GALFACTU" -> "STEP"*/
/*"GALFACTU" -> "EUCDOM"*/
/*"GALFACTU" -> "PID"*/
/*"GALFACTU" -> "FIELD"*/
/*"GALFACTU" -> "DIVRING"*/
/*"GALFACTU" -> "FPS"*/
/*"GALFACTU" -> "RNS"*/
/*"GALFACTU" -> "ORDRING"*/
/*"GALFACTU" -> "OAGROUP"*/
/*"GALFACTU" -> "OCAMON"*/
/*"GALFACTU" -> "OAMON"*/
/*"GALFACTU" -> "OASGP"*/
/*"GALFACTU" -> "REAL"*/
/*"GALFACTU" -> "RADCAT"*/
/*"GALFACTU" -> "TRANFUN"*/
/*"GALFACTU" -> "TRIGCAT"*/
/*"GALFACTU" -> "ATRIG"*/
/*"GALFACTU" -> "HYPCAT"*/
/*"GALFACTU" -> "AHYP"*/
/*"GALFACTU" -> "ELEMFUN"*/
/*"GALFACTU" -> "PI"*/
/*"GALFACTU" -> "NNI"*/
/*"GALFACTU" -> "INT"*/
/*"GALFACTU" -> "MONOID-"*/
/*"GALFACTU" -> "ABELMON-"*/
/*"GALFACTU" -> "INS"*/
/*"GALFACTU" -> "OINTDOM"*/
/*"GALFACTU" -> "CFCAT"*/
/*"GALFACTU" -> "SINT"*/
/*"GALFACTU" -> "INS-"*/

"GALPOLYU" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GALPOLYU"]
/*"GALPOLYU" -> "RING"*/
/*"GALPOLYU" -> "RNG"*/
/*"GALPOLYU" -> "ABELGRP"*/
/*"GALPOLYU" -> "CABMON"*/
/*"GALPOLYU" -> "ABELMON"*/
/*"GALPOLYU" -> "ABELSG"*/
/*"GALPOLYU" -> "SETCAT"*/
/*"GALPOLYU" -> "BASTYPE"*/
/*"GALPOLYU" -> "KOERCE"*/
/*"GALPOLYU" -> "SGROUP"*/
/*"GALPOLYU" -> "MONOID"*/
/*"GALPOLYU" -> "LMODULE"*/
/*"GALPOLYU" -> "UPOLYC"*/
/*"GALPOLYU" -> "POLYCAT"*/
/*"GALPOLYU" -> "PDRING"*/
/*"GALPOLYU" -> "FAMR"*/
/*"GALPOLYU" -> "AMR"*/
/*"GALPOLYU" -> "BMODULE"*/
/*"GALPOLYU" -> "RMODULE"*/
/*"GALPOLYU" -> "COMRING"*/
/*"GALPOLYU" -> "ALGEBRA"*/
/*"GALPOLYU" -> "MODULE"*/
/*"GALPOLYU" -> "CHARZ"*/
/*"GALPOLYU" -> "CHARNZ"*/
/*"GALPOLYU" -> "INTDOM"*/
/*"GALPOLYU" -> "ENTIRER"*/
/*"GALPOLYU" -> "FRETRCT"*/
/*"GALPOLYU" -> "RETRACT"*/
/*"GALPOLYU" -> "EVALAB"*/
/*"GALPOLYU" -> "IEVALAB"*/
/*"GALPOLYU" -> "FLINEXP"*/
/*"GALPOLYU" -> "LINEXP"*/
/*"GALPOLYU" -> "ORDSET"*/
/*"GALPOLYU" -> "KONVERT"*/
/*"GALPOLYU" -> "PATMAB"*/
/*"GALPOLYU" -> "GCDDOM"*/
"GALPOLYU" -> "PFECAT"
/*"GALPOLYU" -> "UFD"*/
/*"GALPOLYU" -> "ELTAB"*/
/*"GALPOLYU" -> "DIFRING"*/
/*"GALPOLYU" -> "DIFEXT"*/
/*"GALPOLYU" -> "STEP"*/
/*"GALPOLYU" -> "EUCDOM"*/
/*"GALPOLYU" -> "PID"*/
/*"GALPOLYU" -> "FIELD"*/
/*"GALPOLYU" -> "DIVRING"*/
/*"GALPOLYU" -> "INT"*/
/*"GALPOLYU" -> "LIST"*/
/*"GALPOLYU" -> "ILIST"*/
/*"GALPOLYU" -> "NNI"*/
/*"GALPOLYU" -> "SINT"*/
/*"GALPOLYU" -> "PI"*/
/*"GALPOLYU" -> "OAMONS"*/
/*"GALPOLYU" -> "OCAMON"*/
/*"GALPOLYU" -> "OAMON"*/
/*"GALPOLYU" -> "OASGP"*/
/*"GALPOLYU" -> "VECTCAT"*/
/*"GALPOLYU" -> "A1AGG"*/
/*"GALPOLYU" -> "FLAGG"*/
/*"GALPOLYU" -> "LNAGG"*/
/*"GALPOLYU" -> "IXAGG"*/
/*"GALPOLYU" -> "HOAGG"*/
/*"GALPOLYU" -> "AGG"*/
/*"GALPOLYU" -> "TYPE"*/
/*"GALPOLYU" -> "ELTAGG"*/
/*"GALPOLYU" -> "CLAGG"*/
/*"GALPOLYU" -> "VECTOR"*/
/*"GALPOLYU" -> "IVECTOR"*/
/*"GALPOLYU" -> "IARRAY1"*/

"GB" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GB"]
/*"GB" -> "GCDDOM"*/
/*"GB" -> "INTDOM"*/
/*"GB" -> "COMRING"*/
/*"GB" -> "RING"*/
/*"GB" -> "RNG"*/
/*"GB" -> "ABELGRP"*/
/*"GB" -> "CABMON"*/
/*"GB" -> "ABELMON"*/
/*"GB" -> "ABELSG"*/
/*"GB" -> "SETCAT"*/
/*"GB" -> "BASTYPE"*/
/*"GB" -> "KOERCE"*/
/*"GB" -> "SGROUP"*/
/*"GB" -> "MONOID"*/
/*"GB" -> "LMODULE"*/
/*"GB" -> "BMODULE"*/
/*"GB" -> "RMODULE"*/
/*"GB" -> "ALGEBRA"*/
/*"GB" -> "MODULE"*/
/*"GB" -> "ENTIRER"*/
/*"GB" -> "OAMONS"*/
/*"GB" -> "OCAMON"*/
/*"GB" -> "OAMON"*/
/*"GB" -> "OASGP"*/
/*"GB" -> "ORDSET"*/
/*"GB" -> "POLYCAT"*/
/*"GB" -> "PDRING"*/
/*"GB" -> "FAMR"*/
/*"GB" -> "AMR"*/
/*"GB" -> "CHARZ"*/
/*"GB" -> "CHARNZ"*/
/*"GB" -> "FRETRCT"*/
/*"GB" -> "RETRACT"*/
/*"GB" -> "EVALAB"*/
/*"GB" -> "IEVALAB"*/
/*"GB" -> "FLINEXP"*/
/*"GB" -> "LINEXP"*/
/*"GB" -> "KONVERT"*/
/*"GB" -> "PATMAB"*/
"GB" -> "PFECAT"
/*"GB" -> "UFD"*/
/*"GB" -> "FIELD"*/
/*"GB" -> "EUCDOM"*/
/*"GB" -> "PID"*/
/*"GB" -> "DIVRING"*/
/*"GB" -> "INT"*/
/*"GB" -> "LIST"*/
/*"GB" -> "ILIST"*/
/*"GB" -> "LSAGG-"*/
/*"GB" -> "STAGG-"*/
/*"GB" -> "ELAGG-"*/
/*"GB" -> "FLAGG-"*/
/*"GB" -> "URAGG-"*/
/*"GB" -> "LNAGG-"*/
/*"GB" -> "RCAGG-"*/
/*"GB" -> "IXAGG-"*/
/*"GB" -> "BOOLEAN"*/
"GB" -> "STRING"
/*"GB" -> "CHAR"*/
/*"GB" -> "SINT"*/
/*"GB" -> "OUTFORM"*/
/*"GB" -> "PRIMARR"*/
/*"GB" -> "A1AGG-"*/
/*"GB" -> "ISTRING"*/
/*"GB" -> "PI"*/
/*"GB" -> "NNI"*/

"GBEUCLID" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GBEUCLID"]
/*"GBEUCLID" -> "EUCDOM"*/
/*"GBEUCLID" -> "PID"*/
/*"GBEUCLID" -> "GCDDOM"*/
/*"GBEUCLID" -> "INTDOM"*/
/*"GBEUCLID" -> "COMRING"*/
/*"GBEUCLID" -> "RING"*/
/*"GBEUCLID" -> "RNG"*/
/*"GBEUCLID" -> "ABELGRP"*/
/*"GBEUCLID" -> "CABMON"*/
/*"GBEUCLID" -> "ABELMON"*/
/*"GBEUCLID" -> "ABELSG"*/
/*"GBEUCLID" -> "SETCAT"*/
/*"GBEUCLID" -> "BASTYPE"*/
/*"GBEUCLID" -> "KOERCE"*/
/*"GBEUCLID" -> "SGROUP"*/
/*"GBEUCLID" -> "MONOID"*/
/*"GBEUCLID" -> "LMODULE"*/
/*"GBEUCLID" -> "BMODULE"*/
/*"GBEUCLID" -> "RMODULE"*/
/*"GBEUCLID" -> "ALGEBRA"*/
/*"GBEUCLID" -> "MODULE"*/
/*"GBEUCLID" -> "ENTIRER"*/
/*"GBEUCLID" -> "OAMONS"*/
/*"GBEUCLID" -> "OCAMON"*/
/*"GBEUCLID" -> "OAMON"*/
/*"GBEUCLID" -> "OASGP"*/
/*"GBEUCLID" -> "ORDSET"*/
/*"GBEUCLID" -> "POLYCAT"*/
/*"GBEUCLID" -> "PDRING"*/
/*"GBEUCLID" -> "FAMR"*/
/*"GBEUCLID" -> "AMR"*/
/*"GBEUCLID" -> "CHARZ"*/
/*"GBEUCLID" -> "CHARNZ"*/
/*"GBEUCLID" -> "FRETRCT"*/
/*"GBEUCLID" -> "RETRACT"*/
/*"GBEUCLID" -> "EVALAB"*/
/*"GBEUCLID" -> "IEVALAB"*/
/*"GBEUCLID" -> "FLINEXP"*/
/*"GBEUCLID" -> "LINEXP"*/
/*"GBEUCLID" -> "KONVERT"*/
/*"GBEUCLID" -> "PATMAB"*/
"GBEUCLID" -> "PFECAT"
/*"GBEUCLID" -> "UFD"*/
/*"GBEUCLID" -> "INT"*/
"GBEUCLID" -> "STRING"
/*"GBEUCLID" -> "CHAR"*/
/*"GBEUCLID" -> "SINT"*/
/*"GBEUCLID" -> "OUTFORM"*/
/*"GBEUCLID" -> "LIST"*/
/*"GBEUCLID" -> "PRIMARR"*/
/*"GBEUCLID" -> "A1AGG-"*/
/*"GBEUCLID" -> "ISTRING"*/
/*"GBEUCLID" -> "ILIST"*/
/*"GBEUCLID" -> "LSAGG-"*/
/*"GBEUCLID" -> "STAGG-"*/
/*"GBEUCLID" -> "ELAGG-"*/
/*"GBEUCLID" -> "FLAGG-"*/
/*"GBEUCLID" -> "BOOLEAN"*/
/*"GBEUCLID" -> "LSAGG"*/
/*"GBEUCLID" -> "STAGG"*/
/*"GBEUCLID" -> "URAGG"*/
/*"GBEUCLID" -> "RCAGG"*/
/*"GBEUCLID" -> "HOAGG"*/
/*"GBEUCLID" -> "AGG"*/
/*"GBEUCLID" -> "TYPE"*/
/*"GBEUCLID" -> "LNAGG"*/
/*"GBEUCLID" -> "IXAGG"*/
/*"GBEUCLID" -> "ELTAGG"*/
/*"GBEUCLID" -> "ELTAB"*/
/*"GBEUCLID" -> "CLAGG"*/
/*"GBEUCLID" -> "FLAGG"*/
/*"GBEUCLID" -> "ELAGG"*/
/*"GBEUCLID" -> "OM"*/
/*"GBEUCLID" -> "NNI"*/

"GBF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GBF"]
/*"GBF" -> "EUCDOM"*/
/*"GBF" -> "PID"*/
/*"GBF" -> "GCDDOM"*/
/*"GBF" -> "INTDOM"*/
/*"GBF" -> "COMRING"*/
/*"GBF" -> "RING"*/
/*"GBF" -> "RNG"*/
/*"GBF" -> "ABELGRP"*/
/*"GBF" -> "CABMON"*/
/*"GBF" -> "ABELMON"*/
/*"GBF" -> "ABELSG"*/
/*"GBF" -> "SETCAT"*/
/*"GBF" -> "BASTYPE"*/
/*"GBF" -> "KOERCE"*/
/*"GBF" -> "SGROUP"*/
/*"GBF" -> "MONOID"*/
/*"GBF" -> "LMODULE"*/
/*"GBF" -> "BMODULE"*/
/*"GBF" -> "RMODULE"*/
/*"GBF" -> "ALGEBRA"*/
/*"GBF" -> "MODULE"*/
/*"GBF" -> "ENTIRER"*/
/*"GBF" -> "CHARZ"*/
/*"GBF" -> "OAMONS"*/
/*"GBF" -> "OCAMON"*/
/*"GBF" -> "OAMON"*/
/*"GBF" -> "OASGP"*/
/*"GBF" -> "ORDSET"*/
/*"GBF" -> "POLYCAT"*/
/*"GBF" -> "PDRING"*/
/*"GBF" -> "FAMR"*/
/*"GBF" -> "AMR"*/
/*"GBF" -> "CHARNZ"*/
/*"GBF" -> "FRETRCT"*/
/*"GBF" -> "RETRACT"*/
/*"GBF" -> "EVALAB"*/
/*"GBF" -> "IEVALAB"*/
/*"GBF" -> "FLINEXP"*/
/*"GBF" -> "LINEXP"*/
/*"GBF" -> "KONVERT"*/
/*"GBF" -> "PATMAB"*/
"GBF" -> "PFECAT"
/*"GBF" -> "UFD"*/
/*"GBF" -> "BOOLEAN"*/
/*"GBF" -> "INT"*/
/*"GBF" -> "LIST"*/
/*"GBF" -> "ILIST"*/
/*"GBF" -> "NNI"*/
/*"GBF" -> "LSAGG-"*/
/*"GBF" -> "STAGG-"*/
/*"GBF" -> "ELAGG-"*/
/*"GBF" -> "FLAGG-"*/
/*"GBF" -> "LSAGG"*/
/*"GBF" -> "STAGG"*/
/*"GBF" -> "URAGG"*/
/*"GBF" -> "RCAGG"*/
/*"GBF" -> "HOAGG"*/
/*"GBF" -> "AGG"*/
/*"GBF" -> "TYPE"*/
/*"GBF" -> "LNAGG"*/
/*"GBF" -> "IXAGG"*/
/*"GBF" -> "ELTAGG"*/
/*"GBF" -> "ELTAB"*/
/*"GBF" -> "CLAGG"*/
/*"GBF" -> "FLAGG"*/
/*"GBF" -> "ELAGG"*/
/*"GBF" -> "OM"*/

"GBINTERN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GBINTERN"]
/*"GBINTERN" -> "GCDDOM"*/
/*"GBINTERN" -> "INTDOM"*/
/*"GBINTERN" -> "COMRING"*/
/*"GBINTERN" -> "RING"*/
/*"GBINTERN" -> "RNG"*/
/*"GBINTERN" -> "ABELGRP"*/
/*"GBINTERN" -> "CABMON"*/
/*"GBINTERN" -> "ABELMON"*/
/*"GBINTERN" -> "ABELSG"*/
/*"GBINTERN" -> "SETCAT"*/
/*"GBINTERN" -> "BASTYPE"*/
/*"GBINTERN" -> "KOERCE"*/
/*"GBINTERN" -> "SGROUP"*/
/*"GBINTERN" -> "MONOID"*/
/*"GBINTERN" -> "LMODULE"*/
/*"GBINTERN" -> "BMODULE"*/
/*"GBINTERN" -> "RMODULE"*/
/*"GBINTERN" -> "ALGEBRA"*/
/*"GBINTERN" -> "MODULE"*/
/*"GBINTERN" -> "ENTIRER"*/
/*"GBINTERN" -> "OAMONS"*/
/*"GBINTERN" -> "OCAMON"*/
/*"GBINTERN" -> "OAMON"*/
/*"GBINTERN" -> "OASGP"*/
/*"GBINTERN" -> "ORDSET"*/
/*"GBINTERN" -> "POLYCAT"*/
/*"GBINTERN" -> "PDRING"*/
/*"GBINTERN" -> "FAMR"*/
/*"GBINTERN" -> "AMR"*/
/*"GBINTERN" -> "CHARZ"*/
/*"GBINTERN" -> "CHARNZ"*/
/*"GBINTERN" -> "FRETRCT"*/
/*"GBINTERN" -> "RETRACT"*/
/*"GBINTERN" -> "EVALAB"*/
/*"GBINTERN" -> "IEVALAB"*/
/*"GBINTERN" -> "FLINEXP"*/
/*"GBINTERN" -> "LINEXP"*/
/*"GBINTERN" -> "KONVERT"*/
/*"GBINTERN" -> "PATMAB"*/
"GBINTERN" -> "PFECAT"
/*"GBINTERN" -> "UFD"*/
/*"GBINTERN" -> "NNI"*/
/*"GBINTERN" -> "INT"*/
/*"GBINTERN" -> "BOOLEAN"*/
/*"GBINTERN" -> "LIST"*/
/*"GBINTERN" -> "ILIST"*/
/*"GBINTERN" -> "LSAGG-"*/
/*"GBINTERN" -> "STAGG-"*/
/*"GBINTERN" -> "ELAGG-"*/
/*"GBINTERN" -> "FLAGG-"*/
/*"GBINTERN" -> "LSAGG"*/
/*"GBINTERN" -> "STAGG"*/
/*"GBINTERN" -> "URAGG"*/
/*"GBINTERN" -> "RCAGG"*/
/*"GBINTERN" -> "HOAGG"*/
/*"GBINTERN" -> "AGG"*/
/*"GBINTERN" -> "TYPE"*/
/*"GBINTERN" -> "LNAGG"*/
/*"GBINTERN" -> "IXAGG"*/
/*"GBINTERN" -> "ELTAGG"*/
/*"GBINTERN" -> "ELTAB"*/
/*"GBINTERN" -> "CLAGG"*/
/*"GBINTERN" -> "FLAGG"*/
/*"GBINTERN" -> "ELAGG"*/
/*"GBINTERN" -> "OM"*/
/*"GBINTERN" -> "SINT"*/
/*"GBINTERN" -> "PI"*/

"GHENSEL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GHENSEL"]
/*"GHENSEL" -> "EUCDOM"*/
/*"GHENSEL" -> "PID"*/
/*"GHENSEL" -> "GCDDOM"*/
/*"GHENSEL" -> "INTDOM"*/
/*"GHENSEL" -> "COMRING"*/
/*"GHENSEL" -> "RING"*/
/*"GHENSEL" -> "RNG"*/
/*"GHENSEL" -> "ABELGRP"*/
/*"GHENSEL" -> "CABMON"*/
/*"GHENSEL" -> "ABELMON"*/
/*"GHENSEL" -> "ABELSG"*/
/*"GHENSEL" -> "SETCAT"*/
/*"GHENSEL" -> "BASTYPE"*/
/*"GHENSEL" -> "KOERCE"*/
/*"GHENSEL" -> "SGROUP"*/
/*"GHENSEL" -> "MONOID"*/
/*"GHENSEL" -> "LMODULE"*/
/*"GHENSEL" -> "BMODULE"*/
/*"GHENSEL" -> "RMODULE"*/
/*"GHENSEL" -> "ALGEBRA"*/
/*"GHENSEL" -> "MODULE"*/
/*"GHENSEL" -> "ENTIRER"*/
/*"GHENSEL" -> "UPOLYC"*/
/*"GHENSEL" -> "POLYCAT"*/
/*"GHENSEL" -> "PDRING"*/
/*"GHENSEL" -> "FAMR"*/
/*"GHENSEL" -> "AMR"*/
/*"GHENSEL" -> "CHARZ"*/
/*"GHENSEL" -> "CHARNZ"*/
/*"GHENSEL" -> "FRETRCT"*/
/*"GHENSEL" -> "RETRACT"*/
/*"GHENSEL" -> "EVALAB"*/
/*"GHENSEL" -> "IEVALAB"*/
/*"GHENSEL" -> "FLINEXP"*/
/*"GHENSEL" -> "LINEXP"*/
/*"GHENSEL" -> "ORDSET"*/
/*"GHENSEL" -> "KONVERT"*/
/*"GHENSEL" -> "PATMAB"*/
"GHENSEL" -> "PFECAT"
/*"GHENSEL" -> "UFD"*/
/*"GHENSEL" -> "ELTAB"*/
/*"GHENSEL" -> "DIFRING"*/
/*"GHENSEL" -> "DIFEXT"*/
/*"GHENSEL" -> "STEP"*/
/*"GHENSEL" -> "FIELD"*/
/*"GHENSEL" -> "DIVRING"*/
/*"GHENSEL" -> "INT"*/
/*"GHENSEL" -> "INS-"*/
/*"GHENSEL" -> "LSAGG"*/
/*"GHENSEL" -> "STAGG"*/
/*"GHENSEL" -> "URAGG"*/
/*"GHENSEL" -> "RCAGG"*/
/*"GHENSEL" -> "HOAGG"*/
/*"GHENSEL" -> "AGG"*/
/*"GHENSEL" -> "TYPE"*/
/*"GHENSEL" -> "LNAGG"*/
/*"GHENSEL" -> "IXAGG"*/
/*"GHENSEL" -> "ELTAGG"*/
/*"GHENSEL" -> "CLAGG"*/
/*"GHENSEL" -> "FLAGG"*/
/*"GHENSEL" -> "ELAGG"*/
/*"GHENSEL" -> "OM"*/
/*"GHENSEL" -> "LIST"*/
/*"GHENSEL" -> "ILIST"*/
/*"GHENSEL" -> "NNI"*/
/*"GHENSEL" -> "BOOLEAN"*/

"GMODPOL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=GMODPOL"]
/*"GMODPOL" -> "MODULE"*/
/*"GMODPOL" -> "BMODULE"*/
/*"GMODPOL" -> "LMODULE"*/
/*"GMODPOL" -> "ABELGRP"*/
/*"GMODPOL" -> "CABMON"*/
/*"GMODPOL" -> "ABELMON"*/
/*"GMODPOL" -> "ABELSG"*/
/*"GMODPOL" -> "SETCAT"*/
/*"GMODPOL" -> "BASTYPE"*/
/*"GMODPOL" -> "KOERCE"*/
/*"GMODPOL" -> "RMODULE"*/
/*"GMODPOL" -> "POLYCAT"*/
/*"GMODPOL" -> "PDRING"*/
/*"GMODPOL" -> "RING"*/
/*"GMODPOL" -> "RNG"*/
/*"GMODPOL" -> "SGROUP"*/
/*"GMODPOL" -> "MONOID"*/
/*"GMODPOL" -> "FAMR"*/
/*"GMODPOL" -> "AMR"*/
/*"GMODPOL" -> "COMRING"*/
/*"GMODPOL" -> "ALGEBRA"*/
/*"GMODPOL" -> "CHARZ"*/
/*"GMODPOL" -> "CHARNZ"*/
/*"GMODPOL" -> "INTDOM"*/
/*"GMODPOL" -> "ENTIRER"*/
/*"GMODPOL" -> "FRETRCT"*/
/*"GMODPOL" -> "RETRACT"*/
/*"GMODPOL" -> "EVALAB"*/
/*"GMODPOL" -> "IEVALAB"*/
/*"GMODPOL" -> "FLINEXP"*/
/*"GMODPOL" -> "LINEXP"*/
/*"GMODPOL" -> "ORDSET"*/
/*"GMODPOL" -> "KONVERT"*/
/*"GMODPOL" -> "PATMAB"*/
/*"GMODPOL" -> "GCDDOM"*/
"GMODPOL" -> "PFECAT"
/*"GMODPOL" -> "UFD"*/
"GMODPOL" -> "DIRPCAT"
/*"GMODPOL" -> "IXAGG"*/
/*"GMODPOL" -> "HOAGG"*/
/*"GMODPOL" -> "AGG"*/
/*"GMODPOL" -> "TYPE"*/
/*"GMODPOL" -> "ELTAGG"*/
/*"GMODPOL" -> "ELTAB"*/
/*"GMODPOL" -> "DIFEXT"*/
/*"GMODPOL" -> "DIFRING"*/
/*"GMODPOL" -> "FINITE"*/
/*"GMODPOL" -> "ORDRING"*/
/*"GMODPOL" -> "OAGROUP"*/
/*"GMODPOL" -> "OCAMON"*/
/*"GMODPOL" -> "OAMON"*/
/*"GMODPOL" -> "OASGP"*/
/*"GMODPOL" -> "OAMONS"*/
/*"GMODPOL" -> "VSPACE"*/
/*"GMODPOL" -> "FIELD"*/
/*"GMODPOL" -> "EUCDOM"*/
/*"GMODPOL" -> "PID"*/
/*"GMODPOL" -> "DIVRING"*/

"GOSPER" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GOSPER"]
/*"GOSPER" -> "OAMONS"*/
/*"GOSPER" -> "OCAMON"*/
/*"GOSPER" -> "OAMON"*/
/*"GOSPER" -> "OASGP"*/
/*"GOSPER" -> "ORDSET"*/
/*"GOSPER" -> "SETCAT"*/
/*"GOSPER" -> "BASTYPE"*/
/*"GOSPER" -> "KOERCE"*/
/*"GOSPER" -> "ABELMON"*/
/*"GOSPER" -> "ABELSG"*/
/*"GOSPER" -> "CABMON"*/
/*"GOSPER" -> "INTDOM"*/
/*"GOSPER" -> "COMRING"*/
/*"GOSPER" -> "RING"*/
/*"GOSPER" -> "RNG"*/
/*"GOSPER" -> "ABELGRP"*/
/*"GOSPER" -> "SGROUP"*/
/*"GOSPER" -> "MONOID"*/
/*"GOSPER" -> "LMODULE"*/
/*"GOSPER" -> "BMODULE"*/
/*"GOSPER" -> "RMODULE"*/
/*"GOSPER" -> "ALGEBRA"*/
/*"GOSPER" -> "MODULE"*/
/*"GOSPER" -> "ENTIRER"*/
/*"GOSPER" -> "POLYCAT"*/
/*"GOSPER" -> "PDRING"*/
/*"GOSPER" -> "FAMR"*/
/*"GOSPER" -> "AMR"*/
/*"GOSPER" -> "CHARZ"*/
/*"GOSPER" -> "CHARNZ"*/
/*"GOSPER" -> "FRETRCT"*/
/*"GOSPER" -> "RETRACT"*/
/*"GOSPER" -> "EVALAB"*/
/*"GOSPER" -> "IEVALAB"*/
/*"GOSPER" -> "FLINEXP"*/
/*"GOSPER" -> "LINEXP"*/
/*"GOSPER" -> "KONVERT"*/
/*"GOSPER" -> "PATMAB"*/
/*"GOSPER" -> "GCDDOM"*/
"GOSPER" -> "PFECAT"
/*"GOSPER" -> "UFD"*/
/*"GOSPER" -> "FIELD"*/
/*"GOSPER" -> "EUCDOM"*/
/*"GOSPER" -> "PID"*/
/*"GOSPER" -> "DIVRING"*/
/*"GOSPER" -> "INS"*/
/*"GOSPER" -> "OINTDOM"*/
/*"GOSPER" -> "ORDRING"*/
/*"GOSPER" -> "OAGROUP"*/
/*"GOSPER" -> "DIFRING"*/
/*"GOSPER" -> "CFCAT"*/
/*"GOSPER" -> "REAL"*/
/*"GOSPER" -> "STEP"*/
/*"GOSPER" -> "QFCAT"*/
/*"GOSPER" -> "FEVALAB"*/
/*"GOSPER" -> "ELTAB"*/
/*"GOSPER" -> "DIFEXT"*/
/*"GOSPER" -> "PATAB"*/
/*"GOSPER" -> "FPATMAB"*/
/*"GOSPER" -> "TYPE"*/
/*"GOSPER" -> "INT"*/
/*"GOSPER" -> "LSAGG"*/
/*"GOSPER" -> "STAGG"*/
/*"GOSPER" -> "URAGG"*/
/*"GOSPER" -> "RCAGG"*/
/*"GOSPER" -> "HOAGG"*/
/*"GOSPER" -> "AGG"*/
/*"GOSPER" -> "LNAGG"*/
/*"GOSPER" -> "IXAGG"*/
/*"GOSPER" -> "ELTAGG"*/
/*"GOSPER" -> "CLAGG"*/
/*"GOSPER" -> "FLAGG"*/
/*"GOSPER" -> "ELAGG"*/
/*"GOSPER" -> "OM"*/
/*"GOSPER" -> "LIST"*/
/*"GOSPER" -> "ILIST"*/
/*"GOSPER" -> "LSAGG-"*/
/*"GOSPER" -> "STAGG-"*/
/*"GOSPER" -> "ELAGG-"*/
/*"GOSPER" -> "FLAGG-"*/
/*"GOSPER" -> "URAGG-"*/
/*"GOSPER" -> "LNAGG-"*/
/*"GOSPER" -> "RCAGG-"*/
/*"GOSPER" -> "IXAGG-"*/
/*"GOSPER" -> "CLAGG-"*/
/*"GOSPER" -> "SINT"*/
/*"GOSPER" -> "NNI"*/
/*"GOSPER" -> "PI"*/
/*"GOSPER" -> "VECTOR"*/
/*"GOSPER" -> "IVECTOR"*/
/*"GOSPER" -> "IARRAY1"*/
/*"GOSPER" -> "BOOLEAN"*/
/*"GOSPER" -> "VECTCAT"*/
/*"GOSPER" -> "A1AGG"*/

"GRIMAGE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=GRIMAGE"]
/*"GRIMAGE" -> "SETCAT"*/
/*"GRIMAGE" -> "BASTYPE"*/
/*"GRIMAGE" -> "KOERCE"*/
/*"GRIMAGE" -> "INS"*/
/*"GRIMAGE" -> "UFD"*/
/*"GRIMAGE" -> "GCDDOM"*/
/*"GRIMAGE" -> "INTDOM"*/
/*"GRIMAGE" -> "COMRING"*/
/*"GRIMAGE" -> "RING"*/
/*"GRIMAGE" -> "RNG"*/
/*"GRIMAGE" -> "ABELGRP"*/
/*"GRIMAGE" -> "CABMON"*/
/*"GRIMAGE" -> "ABELMON"*/
/*"GRIMAGE" -> "ABELSG"*/
/*"GRIMAGE" -> "SGROUP"*/
/*"GRIMAGE" -> "MONOID"*/
/*"GRIMAGE" -> "LMODULE"*/
/*"GRIMAGE" -> "BMODULE"*/
/*"GRIMAGE" -> "RMODULE"*/
/*"GRIMAGE" -> "ALGEBRA"*/
/*"GRIMAGE" -> "MODULE"*/
/*"GRIMAGE" -> "ENTIRER"*/
/*"GRIMAGE" -> "EUCDOM"*/
/*"GRIMAGE" -> "PID"*/
/*"GRIMAGE" -> "OINTDOM"*/
/*"GRIMAGE" -> "ORDRING"*/
/*"GRIMAGE" -> "OAGROUP"*/
/*"GRIMAGE" -> "OCAMON"*/
/*"GRIMAGE" -> "OAMON"*/
/*"GRIMAGE" -> "OASGP"*/
/*"GRIMAGE" -> "ORDSET"*/
/*"GRIMAGE" -> "DIFRING"*/
/*"GRIMAGE" -> "KONVERT"*/
/*"GRIMAGE" -> "RETRACT"*/
/*"GRIMAGE" -> "LINEXP"*/
/*"GRIMAGE" -> "PATMAB"*/
/*"GRIMAGE" -> "CFCAT"*/
/*"GRIMAGE" -> "REAL"*/
/*"GRIMAGE" -> "CHARZ"*/
/*"GRIMAGE" -> "STEP"*/
/*"GRIMAGE" -> "OM"*/
/*"GRIMAGE" -> "FPS"*/
/*"GRIMAGE" -> "RNS"*/
/*"GRIMAGE" -> "FIELD"*/
/*"GRIMAGE" -> "DIVRING"*/
/*"GRIMAGE" -> "RADCAT"*/
/*"GRIMAGE" -> "INT"*/
/*"GRIMAGE" -> "LSAGG"*/
/*"GRIMAGE" -> "STAGG"*/
/*"GRIMAGE" -> "URAGG"*/
/*"GRIMAGE" -> "RCAGG"*/
/*"GRIMAGE" -> "HOAGG"*/
/*"GRIMAGE" -> "AGG"*/
/*"GRIMAGE" -> "TYPE"*/
/*"GRIMAGE" -> "EVALAB"*/
/*"GRIMAGE" -> "IEVALAB"*/
/*"GRIMAGE" -> "LNAGG"*/
/*"GRIMAGE" -> "IXAGG"*/
/*"GRIMAGE" -> "ELTAGG"*/
/*"GRIMAGE" -> "ELTAB"*/
/*"GRIMAGE" -> "CLAGG"*/
/*"GRIMAGE" -> "FLAGG"*/
/*"GRIMAGE" -> "ELAGG"*/
/*"GRIMAGE" -> "LIST"*/
/*"GRIMAGE" -> "ILIST"*/
/*"GRIMAGE" -> "NNI"*/
/*"GRIMAGE" -> "LSAGG-"*/
/*"GRIMAGE" -> "STAGG-"*/
/*"GRIMAGE" -> "PI"*/
/*"GRIMAGE" -> "DFLOAT"*/
/*"GRIMAGE" -> "PTCAT"*/
/*"GRIMAGE" -> "VECTCAT"*/
/*"GRIMAGE" -> "A1AGG"*/
/*"GRIMAGE" -> "FPS-"*/
/*"GRIMAGE" -> "RNS-"*/
"GRIMAGE" -> "STRING"
/*"GRIMAGE" -> "CHAR"*/
/*"GRIMAGE" -> "SINT"*/
/*"GRIMAGE" -> "OUTFORM"*/
/*"GRIMAGE" -> "PRIMARR"*/
/*"GRIMAGE" -> "A1AGG-"*/
/*"GRIMAGE" -> "STRICAT"*/
/*"GRIMAGE" -> "SRAGG"*/
/*"GRIMAGE" -> "ISTRING"*/
/*"GRIMAGE" -> "FIELD-"*/
/*"GRIMAGE" -> "EUCDOM-"*/
/*"GRIMAGE" -> "UFD-"*/
/*"GRIMAGE" -> "GCDDOM-"*/
/*"GRIMAGE" -> "DIVRING-"*/
/*"GRIMAGE" -> "INTDOM-"*/
/*"GRIMAGE" -> "ALGEBRA-"*/
/*"GRIMAGE" -> "DIFRING-"*/
/*"GRIMAGE" -> "ORDRING-"*/
/*"GRIMAGE" -> "MODULE-"*/
/*"GRIMAGE" -> "RING-"*/
/*"GRIMAGE" -> "ABELGRP-"*/
/*"GRIMAGE" -> "ABELMON-"*/
/*"GRIMAGE" -> "MONOID-"*/
/*"GRIMAGE" -> "ORDSET-"*/
/*"GRIMAGE" -> "ABELSG-"*/
/*"GRIMAGE" -> "SGROUP-"*/
/*"GRIMAGE" -> "TRANFUN-"*/
/*"GRIMAGE" -> "SETCAT-"*/
/*"GRIMAGE" -> "ELEMFUN-"*/
/*"GRIMAGE" -> "HYPCAT-"*/
/*"GRIMAGE" -> "ATRIG-"*/
/*"GRIMAGE" -> "TRIGCAT-"*/
/*"GRIMAGE" -> "RADCAT-"*/
/*"GRIMAGE" -> "RETRACT-"*/
/*"GRIMAGE" -> "BASTYPE-"*/
/*"GRIMAGE" -> "TRANFUN"*/
/*"GRIMAGE" -> "TRIGCAT"*/
/*"GRIMAGE" -> "ATRIG"*/
/*"GRIMAGE" -> "HYPCAT"*/
/*"GRIMAGE" -> "AHYP"*/
/*"GRIMAGE" -> "ELEMFUN"*/
/*"GRIMAGE" -> "SPFCAT"*/
/*"GRIMAGE" -> "BOOLEAN"*/
/*"GRIMAGE" -> "ELAGG-"*/
/*"GRIMAGE" -> "FLAGG-"*/
/*"GRIMAGE" -> "URAGG-"*/

"GROEBSOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GROEBSOL"]
/*"GROEBSOL" -> "GCDDOM"*/
/*"GROEBSOL" -> "INTDOM"*/
/*"GROEBSOL" -> "COMRING"*/
/*"GROEBSOL" -> "RING"*/
/*"GROEBSOL" -> "RNG"*/
/*"GROEBSOL" -> "ABELGRP"*/
/*"GROEBSOL" -> "CABMON"*/
/*"GROEBSOL" -> "ABELMON"*/
/*"GROEBSOL" -> "ABELSG"*/
/*"GROEBSOL" -> "SETCAT"*/
/*"GROEBSOL" -> "BASTYPE"*/
/*"GROEBSOL" -> "KOERCE"*/
/*"GROEBSOL" -> "SGROUP"*/
/*"GROEBSOL" -> "MONOID"*/
/*"GROEBSOL" -> "LMODULE"*/
/*"GROEBSOL" -> "BMODULE"*/
/*"GROEBSOL" -> "RMODULE"*/
/*"GROEBSOL" -> "ALGEBRA"*/
/*"GROEBSOL" -> "MODULE"*/
/*"GROEBSOL" -> "ENTIRER"*/
/*"GROEBSOL" -> "LSAGG"*/
/*"GROEBSOL" -> "STAGG"*/
/*"GROEBSOL" -> "URAGG"*/
/*"GROEBSOL" -> "RCAGG"*/
/*"GROEBSOL" -> "HOAGG"*/
/*"GROEBSOL" -> "AGG"*/
/*"GROEBSOL" -> "TYPE"*/
/*"GROEBSOL" -> "EVALAB"*/
/*"GROEBSOL" -> "IEVALAB"*/
/*"GROEBSOL" -> "LNAGG"*/
/*"GROEBSOL" -> "IXAGG"*/
/*"GROEBSOL" -> "ELTAGG"*/
/*"GROEBSOL" -> "ELTAB"*/
/*"GROEBSOL" -> "CLAGG"*/
/*"GROEBSOL" -> "KONVERT"*/
/*"GROEBSOL" -> "FLAGG"*/
/*"GROEBSOL" -> "ORDSET"*/
/*"GROEBSOL" -> "ELAGG"*/
/*"GROEBSOL" -> "OM"*/
/*"GROEBSOL" -> "INT"*/
/*"GROEBSOL" -> "LIST"*/
/*"GROEBSOL" -> "ILIST"*/
/*"GROEBSOL" -> "POLYCAT"*/
/*"GROEBSOL" -> "PDRING"*/
/*"GROEBSOL" -> "FAMR"*/
/*"GROEBSOL" -> "AMR"*/
/*"GROEBSOL" -> "CHARZ"*/
/*"GROEBSOL" -> "CHARNZ"*/
/*"GROEBSOL" -> "FRETRCT"*/
/*"GROEBSOL" -> "RETRACT"*/
/*"GROEBSOL" -> "FLINEXP"*/
/*"GROEBSOL" -> "LINEXP"*/
/*"GROEBSOL" -> "PATMAB"*/
"GROEBSOL" -> "PFECAT"
/*"GROEBSOL" -> "UFD"*/
/*"GROEBSOL" -> "NNI"*/
"GROEBSOL" -> "DIRPCAT"
/*"GROEBSOL" -> "DIFEXT"*/
/*"GROEBSOL" -> "DIFRING"*/
/*"GROEBSOL" -> "FINITE"*/
/*"GROEBSOL" -> "ORDRING"*/
/*"GROEBSOL" -> "OAGROUP"*/
/*"GROEBSOL" -> "OCAMON"*/
/*"GROEBSOL" -> "OAMON"*/
/*"GROEBSOL" -> "OASGP"*/
/*"GROEBSOL" -> "OAMONS"*/
/*"GROEBSOL" -> "VSPACE"*/
/*"GROEBSOL" -> "FIELD"*/
/*"GROEBSOL" -> "EUCDOM"*/
/*"GROEBSOL" -> "PID"*/
/*"GROEBSOL" -> "DIVRING"*/
/*"GROEBSOL" -> "ORDFIN"*/
/*"GROEBSOL" -> "SINT"*/
/*"GROEBSOL" -> "BOOLEAN"*/
/*"GROEBSOL" -> "LSAGG-"*/
/*"GROEBSOL" -> "STAGG-"*/
/*"GROEBSOL" -> "ELAGG-"*/
/*"GROEBSOL" -> "FLAGG-"*/
/*"GROEBSOL" -> "URAGG-"*/

"HDMP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=HDMP"]
/*"HDMP" -> "POLYCAT"*/
/*"HDMP" -> "PDRING"*/
/*"HDMP" -> "RING"*/
/*"HDMP" -> "RNG"*/
/*"HDMP" -> "ABELGRP"*/
/*"HDMP" -> "CABMON"*/
/*"HDMP" -> "ABELMON"*/
/*"HDMP" -> "ABELSG"*/
/*"HDMP" -> "SETCAT"*/
/*"HDMP" -> "BASTYPE"*/
/*"HDMP" -> "KOERCE"*/
/*"HDMP" -> "SGROUP"*/
/*"HDMP" -> "MONOID"*/
/*"HDMP" -> "LMODULE"*/
/*"HDMP" -> "FAMR"*/
/*"HDMP" -> "AMR"*/
/*"HDMP" -> "BMODULE"*/
/*"HDMP" -> "RMODULE"*/
/*"HDMP" -> "COMRING"*/
/*"HDMP" -> "ALGEBRA"*/
/*"HDMP" -> "MODULE"*/
/*"HDMP" -> "CHARZ"*/
/*"HDMP" -> "CHARNZ"*/
/*"HDMP" -> "INTDOM"*/
/*"HDMP" -> "ENTIRER"*/
/*"HDMP" -> "FRETRCT"*/
/*"HDMP" -> "RETRACT"*/
/*"HDMP" -> "EVALAB"*/
/*"HDMP" -> "IEVALAB"*/
/*"HDMP" -> "FLINEXP"*/
/*"HDMP" -> "LINEXP"*/
/*"HDMP" -> "ORDSET"*/
/*"HDMP" -> "KONVERT"*/
/*"HDMP" -> "PATMAB"*/
/*"HDMP" -> "GCDDOM"*/
"HDMP" -> "PFECAT"
/*"HDMP" -> "UFD"*/
/*"HDMP" -> "LSAGG"*/
/*"HDMP" -> "STAGG"*/
/*"HDMP" -> "URAGG"*/
/*"HDMP" -> "RCAGG"*/
/*"HDMP" -> "HOAGG"*/
/*"HDMP" -> "AGG"*/
/*"HDMP" -> "TYPE"*/
/*"HDMP" -> "LNAGG"*/
/*"HDMP" -> "IXAGG"*/
/*"HDMP" -> "ELTAGG"*/
/*"HDMP" -> "ELTAB"*/
/*"HDMP" -> "CLAGG"*/
/*"HDMP" -> "FLAGG"*/
/*"HDMP" -> "ELAGG"*/
/*"HDMP" -> "OM"*/
/*"HDMP" -> "INT"*/
/*"HDMP" -> "LIST"*/
/*"HDMP" -> "ILIST"*/
"HDMP" -> "DIRPCAT"
/*"HDMP" -> "DIFEXT"*/
/*"HDMP" -> "DIFRING"*/
/*"HDMP" -> "FINITE"*/
/*"HDMP" -> "ORDRING"*/
/*"HDMP" -> "OAGROUP"*/
/*"HDMP" -> "OCAMON"*/
/*"HDMP" -> "OAMON"*/
/*"HDMP" -> "OASGP"*/
/*"HDMP" -> "OAMONS"*/
/*"HDMP" -> "VSPACE"*/
/*"HDMP" -> "FIELD"*/
/*"HDMP" -> "EUCDOM"*/
/*"HDMP" -> "PID"*/
/*"HDMP" -> "DIVRING"*/
/*"HDMP" -> "ORDFIN"*/
/*"HDMP" -> "FPS"*/
/*"HDMP" -> "RNS"*/
/*"HDMP" -> "REAL"*/
/*"HDMP" -> "RADCAT"*/
/*"HDMP" -> "INS"*/
/*"HDMP" -> "OINTDOM"*/
/*"HDMP" -> "CFCAT"*/
/*"HDMP" -> "STEP"*/
/*"HDMP" -> "UPOLYC"*/

"HDP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=HDP"]
"HDP" -> "DIRPCAT"
/*"HDP" -> "IXAGG"*/
/*"HDP" -> "HOAGG"*/
/*"HDP" -> "AGG"*/
/*"HDP" -> "TYPE"*/
/*"HDP" -> "SETCAT"*/
/*"HDP" -> "BASTYPE"*/
/*"HDP" -> "KOERCE"*/
/*"HDP" -> "EVALAB"*/
/*"HDP" -> "IEVALAB"*/
/*"HDP" -> "ELTAGG"*/
/*"HDP" -> "ELTAB"*/
/*"HDP" -> "FRETRCT"*/
/*"HDP" -> "RETRACT"*/
/*"HDP" -> "BMODULE"*/
/*"HDP" -> "LMODULE"*/
/*"HDP" -> "ABELGRP"*/
/*"HDP" -> "CABMON"*/
/*"HDP" -> "ABELMON"*/
/*"HDP" -> "ABELSG"*/
/*"HDP" -> "RMODULE"*/
/*"HDP" -> "DIFEXT"*/
/*"HDP" -> "RING"*/
/*"HDP" -> "RNG"*/
/*"HDP" -> "SGROUP"*/
/*"HDP" -> "MONOID"*/
/*"HDP" -> "DIFRING"*/
/*"HDP" -> "PDRING"*/
/*"HDP" -> "FLINEXP"*/
/*"HDP" -> "LINEXP"*/
/*"HDP" -> "FINITE"*/
/*"HDP" -> "ALGEBRA"*/
/*"HDP" -> "MODULE"*/
/*"HDP" -> "COMRING"*/
/*"HDP" -> "ORDRING"*/
/*"HDP" -> "OAGROUP"*/
/*"HDP" -> "OCAMON"*/
/*"HDP" -> "OAMON"*/
/*"HDP" -> "OASGP"*/
/*"HDP" -> "ORDSET"*/
/*"HDP" -> "OAMONS"*/
/*"HDP" -> "VSPACE"*/
/*"HDP" -> "FIELD"*/
/*"HDP" -> "EUCDOM"*/
/*"HDP" -> "PID"*/
/*"HDP" -> "GCDDOM"*/
/*"HDP" -> "INTDOM"*/
/*"HDP" -> "ENTIRER"*/
/*"HDP" -> "UFD"*/
/*"HDP" -> "DIVRING"*/
/*"HDP" -> "SINT"*/
/*"HDP" -> "NNI"*/
/*"HDP" -> "INT"*/
/*"HDP" -> "BOOLEAN"*/
/*"HDP" -> "INS"*/
/*"HDP" -> "OINTDOM"*/
/*"HDP" -> "KONVERT"*/
/*"HDP" -> "PATMAB"*/
/*"HDP" -> "CFCAT"*/
/*"HDP" -> "REAL"*/
/*"HDP" -> "CHARZ"*/
/*"HDP" -> "STEP"*/
/*"HDP" -> "OM"*/

"HEXADEC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=HEXADEC"]
/*"HEXADEC" -> "QFCAT"*/
/*"HEXADEC" -> "FIELD"*/
/*"HEXADEC" -> "EUCDOM"*/
/*"HEXADEC" -> "PID"*/
/*"HEXADEC" -> "GCDDOM"*/
/*"HEXADEC" -> "INTDOM"*/
/*"HEXADEC" -> "COMRING"*/
/*"HEXADEC" -> "RING"*/
/*"HEXADEC" -> "RNG"*/
/*"HEXADEC" -> "ABELGRP"*/
/*"HEXADEC" -> "CABMON"*/
/*"HEXADEC" -> "ABELMON"*/
/*"HEXADEC" -> "ABELSG"*/
/*"HEXADEC" -> "SETCAT"*/
/*"HEXADEC" -> "BASTYPE"*/
/*"HEXADEC" -> "KOERCE"*/
/*"HEXADEC" -> "SGROUP"*/
/*"HEXADEC" -> "MONOID"*/
/*"HEXADEC" -> "LMODULE"*/
/*"HEXADEC" -> "BMODULE"*/
/*"HEXADEC" -> "RMODULE"*/
/*"HEXADEC" -> "ALGEBRA"*/
/*"HEXADEC" -> "MODULE"*/
/*"HEXADEC" -> "ENTIRER"*/
/*"HEXADEC" -> "UFD"*/
/*"HEXADEC" -> "DIVRING"*/
/*"HEXADEC" -> "RETRACT"*/
/*"HEXADEC" -> "FEVALAB"*/
/*"HEXADEC" -> "ELTAB"*/
/*"HEXADEC" -> "EVALAB"*/
/*"HEXADEC" -> "IEVALAB"*/
/*"HEXADEC" -> "DIFEXT"*/
/*"HEXADEC" -> "DIFRING"*/
/*"HEXADEC" -> "PDRING"*/
/*"HEXADEC" -> "FLINEXP"*/
/*"HEXADEC" -> "LINEXP"*/
/*"HEXADEC" -> "PATAB"*/
/*"HEXADEC" -> "KONVERT"*/
/*"HEXADEC" -> "FPATMAB"*/
/*"HEXADEC" -> "TYPE"*/
/*"HEXADEC" -> "PATMAB"*/
/*"HEXADEC" -> "STEP"*/
/*"HEXADEC" -> "ORDSET"*/
/*"HEXADEC" -> "OINTDOM"*/
/*"HEXADEC" -> "ORDRING"*/
/*"HEXADEC" -> "OAGROUP"*/
/*"HEXADEC" -> "OCAMON"*/
/*"HEXADEC" -> "OAMON"*/
/*"HEXADEC" -> "OASGP"*/
/*"HEXADEC" -> "REAL"*/
/*"HEXADEC" -> "CHARZ"*/
/*"HEXADEC" -> "CHARNZ"*/
"HEXADEC" -> "PFECAT"
/*"HEXADEC" -> "INS"*/
/*"HEXADEC" -> "CFCAT"*/
/*"HEXADEC" -> "OM"*/
/*"HEXADEC" -> "FPS"*/
/*"HEXADEC" -> "RNS"*/
/*"HEXADEC" -> "RADCAT"*/
/*"HEXADEC" -> "UPOLYC"*/
/*"HEXADEC" -> "POLYCAT"*/
/*"HEXADEC" -> "FAMR"*/
/*"HEXADEC" -> "AMR"*/
/*"HEXADEC" -> "FRETRCT"*/

"HEUGCD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=HEUGCD"]
/*"HEUGCD" -> "UPOLYC"*/
/*"HEUGCD" -> "POLYCAT"*/
/*"HEUGCD" -> "PDRING"*/
/*"HEUGCD" -> "RING"*/
/*"HEUGCD" -> "RNG"*/
/*"HEUGCD" -> "ABELGRP"*/
/*"HEUGCD" -> "CABMON"*/
/*"HEUGCD" -> "ABELMON"*/
/*"HEUGCD" -> "ABELSG"*/
/*"HEUGCD" -> "SETCAT"*/
/*"HEUGCD" -> "BASTYPE"*/
/*"HEUGCD" -> "KOERCE"*/
/*"HEUGCD" -> "SGROUP"*/
/*"HEUGCD" -> "MONOID"*/
/*"HEUGCD" -> "LMODULE"*/
/*"HEUGCD" -> "FAMR"*/
/*"HEUGCD" -> "AMR"*/
/*"HEUGCD" -> "BMODULE"*/
/*"HEUGCD" -> "RMODULE"*/
/*"HEUGCD" -> "COMRING"*/
/*"HEUGCD" -> "ALGEBRA"*/
/*"HEUGCD" -> "MODULE"*/
/*"HEUGCD" -> "CHARZ"*/
/*"HEUGCD" -> "CHARNZ"*/
/*"HEUGCD" -> "INTDOM"*/
/*"HEUGCD" -> "ENTIRER"*/
/*"HEUGCD" -> "FRETRCT"*/
/*"HEUGCD" -> "RETRACT"*/
/*"HEUGCD" -> "EVALAB"*/
/*"HEUGCD" -> "IEVALAB"*/
/*"HEUGCD" -> "FLINEXP"*/
/*"HEUGCD" -> "LINEXP"*/
/*"HEUGCD" -> "ORDSET"*/
/*"HEUGCD" -> "KONVERT"*/
/*"HEUGCD" -> "PATMAB"*/
/*"HEUGCD" -> "GCDDOM"*/
"HEUGCD" -> "PFECAT"
/*"HEUGCD" -> "UFD"*/
/*"HEUGCD" -> "ELTAB"*/
/*"HEUGCD" -> "DIFRING"*/
/*"HEUGCD" -> "DIFEXT"*/
/*"HEUGCD" -> "STEP"*/
/*"HEUGCD" -> "EUCDOM"*/
/*"HEUGCD" -> "PID"*/
/*"HEUGCD" -> "FIELD"*/
/*"HEUGCD" -> "DIVRING"*/
/*"HEUGCD" -> "INT"*/
/*"HEUGCD" -> "NNI"*/
/*"HEUGCD" -> "BOOLEAN"*/
/*"HEUGCD" -> "PI"*/
/*"HEUGCD" -> "SINT"*/
/*"HEUGCD" -> "LIST"*/
/*"HEUGCD" -> "ILIST"*/
/*"HEUGCD" -> "LSAGG"*/
/*"HEUGCD" -> "STAGG"*/
/*"HEUGCD" -> "URAGG"*/
/*"HEUGCD" -> "RCAGG"*/
/*"HEUGCD" -> "HOAGG"*/
/*"HEUGCD" -> "AGG"*/
/*"HEUGCD" -> "TYPE"*/
/*"HEUGCD" -> "LNAGG"*/
/*"HEUGCD" -> "IXAGG"*/
/*"HEUGCD" -> "ELTAGG"*/
/*"HEUGCD" -> "CLAGG"*/
/*"HEUGCD" -> "FLAGG"*/
/*"HEUGCD" -> "ELAGG"*/
/*"HEUGCD" -> "OM"*/
/*"HEUGCD" -> "INS"*/
/*"HEUGCD" -> "OINTDOM"*/
/*"HEUGCD" -> "ORDRING"*/
/*"HEUGCD" -> "OAGROUP"*/
/*"HEUGCD" -> "OCAMON"*/
/*"HEUGCD" -> "OAMON"*/
/*"HEUGCD" -> "OASGP"*/
/*"HEUGCD" -> "CFCAT"*/
/*"HEUGCD" -> "REAL"*/
/*"HEUGCD" -> "LSAGG-"*/
/*"HEUGCD" -> "STAGG-"*/
/*"HEUGCD" -> "ELAGG-"*/
/*"HEUGCD" -> "FLAGG-"*/
/*"HEUGCD" -> "OAMONS"*/
/*"HEUGCD" -> "INS-"*/
/*"HEUGCD" -> "EUCDOM-"*/
/*"HEUGCD" -> "UFD-"*/
/*"HEUGCD" -> "GCDDOM-"*/
/*"HEUGCD" -> "INTDOM-"*/
/*"HEUGCD" -> "ALGEBRA-"*/
/*"HEUGCD" -> "DIFRING-"*/
/*"HEUGCD" -> "ORDRING-"*/
/*"HEUGCD" -> "MODULE-"*/
/*"HEUGCD" -> "RING-"*/
/*"HEUGCD" -> "ABELGRP-"*/
/*"HEUGCD" -> "ABELMON-"*/
/*"HEUGCD" -> "MONOID-"*/
/*"HEUGCD" -> "ORDSET-"*/
/*"HEUGCD" -> "ABELSG-"*/
/*"HEUGCD" -> "SGROUP-"*/
/*"HEUGCD" -> "SETCAT-"*/
/*"HEUGCD" -> "RETRACT-"*/
/*"HEUGCD" -> "BASTYPE-"*/

"IBPTOOLS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IBPTOOLS"]
/*"IBPTOOLS" -> "RING"*/
/*"IBPTOOLS" -> "RNG"*/
/*"IBPTOOLS" -> "ABELGRP"*/
/*"IBPTOOLS" -> "CABMON"*/
/*"IBPTOOLS" -> "ABELMON"*/
/*"IBPTOOLS" -> "ABELSG"*/
/*"IBPTOOLS" -> "SETCAT"*/
/*"IBPTOOLS" -> "BASTYPE"*/
/*"IBPTOOLS" -> "KOERCE"*/
/*"IBPTOOLS" -> "SGROUP"*/
/*"IBPTOOLS" -> "MONOID"*/
/*"IBPTOOLS" -> "LMODULE"*/
/*"IBPTOOLS" -> "UPOLYC"*/
/*"IBPTOOLS" -> "POLYCAT"*/
/*"IBPTOOLS" -> "PDRING"*/
/*"IBPTOOLS" -> "FAMR"*/
/*"IBPTOOLS" -> "AMR"*/
/*"IBPTOOLS" -> "BMODULE"*/
/*"IBPTOOLS" -> "RMODULE"*/
/*"IBPTOOLS" -> "COMRING"*/
/*"IBPTOOLS" -> "ALGEBRA"*/
/*"IBPTOOLS" -> "MODULE"*/
/*"IBPTOOLS" -> "CHARZ"*/
/*"IBPTOOLS" -> "CHARNZ"*/
/*"IBPTOOLS" -> "INTDOM"*/
/*"IBPTOOLS" -> "ENTIRER"*/
/*"IBPTOOLS" -> "FRETRCT"*/
/*"IBPTOOLS" -> "RETRACT"*/
/*"IBPTOOLS" -> "EVALAB"*/
/*"IBPTOOLS" -> "IEVALAB"*/
/*"IBPTOOLS" -> "FLINEXP"*/
/*"IBPTOOLS" -> "LINEXP"*/
/*"IBPTOOLS" -> "ORDSET"*/
/*"IBPTOOLS" -> "KONVERT"*/
/*"IBPTOOLS" -> "PATMAB"*/
/*"IBPTOOLS" -> "GCDDOM"*/
"IBPTOOLS" -> "PFECAT"
/*"IBPTOOLS" -> "UFD"*/
/*"IBPTOOLS" -> "ELTAB"*/
/*"IBPTOOLS" -> "DIFRING"*/
/*"IBPTOOLS" -> "DIFEXT"*/
/*"IBPTOOLS" -> "STEP"*/
/*"IBPTOOLS" -> "EUCDOM"*/
/*"IBPTOOLS" -> "PID"*/
/*"IBPTOOLS" -> "FIELD"*/
/*"IBPTOOLS" -> "DIVRING"*/
/*"IBPTOOLS" -> "BOOLEAN"*/
/*"IBPTOOLS" -> "SINT"*/
/*"IBPTOOLS" -> "NNI"*/
/*"IBPTOOLS" -> "INT"*/

"IBITS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IBITS"]
/*"IBITS" -> "BTAGG"*/
/*"IBITS" -> "ORDSET"*/
/*"IBITS" -> "SETCAT"*/
/*"IBITS" -> "BASTYPE"*/
/*"IBITS" -> "KOERCE"*/
/*"IBITS" -> "LOGIC"*/
/*"IBITS" -> "A1AGG"*/
/*"IBITS" -> "FLAGG"*/
/*"IBITS" -> "LNAGG"*/
/*"IBITS" -> "IXAGG"*/
/*"IBITS" -> "HOAGG"*/
/*"IBITS" -> "AGG"*/
/*"IBITS" -> "TYPE"*/
/*"IBITS" -> "EVALAB"*/
/*"IBITS" -> "IEVALAB"*/
/*"IBITS" -> "ELTAGG"*/
/*"IBITS" -> "ELTAB"*/
/*"IBITS" -> "CLAGG"*/
/*"IBITS" -> "KONVERT"*/
/*"IBITS" -> "INT"*/
"IBITS" -> "STRING"
/*"IBITS" -> "CHAR"*/
/*"IBITS" -> "SINT"*/
/*"IBITS" -> "OUTFORM"*/
/*"IBITS" -> "LIST"*/
/*"IBITS" -> "PRIMARR"*/
/*"IBITS" -> "A1AGG-"*/
/*"IBITS" -> "ISTRING"*/
/*"IBITS" -> "INS"*/
/*"IBITS" -> "UFD"*/
/*"IBITS" -> "GCDDOM"*/
/*"IBITS" -> "INTDOM"*/
/*"IBITS" -> "COMRING"*/
/*"IBITS" -> "RING"*/
/*"IBITS" -> "RNG"*/
/*"IBITS" -> "ABELGRP"*/
/*"IBITS" -> "CABMON"*/
/*"IBITS" -> "ABELMON"*/
/*"IBITS" -> "ABELSG"*/
/*"IBITS" -> "SGROUP"*/
/*"IBITS" -> "MONOID"*/
/*"IBITS" -> "LMODULE"*/
/*"IBITS" -> "BMODULE"*/
/*"IBITS" -> "RMODULE"*/
/*"IBITS" -> "ALGEBRA"*/
/*"IBITS" -> "MODULE"*/
/*"IBITS" -> "ENTIRER"*/
/*"IBITS" -> "EUCDOM"*/
/*"IBITS" -> "PID"*/
/*"IBITS" -> "OINTDOM"*/
/*"IBITS" -> "ORDRING"*/
/*"IBITS" -> "OAGROUP"*/
/*"IBITS" -> "OCAMON"*/
/*"IBITS" -> "OAMON"*/
/*"IBITS" -> "OASGP"*/
/*"IBITS" -> "DIFRING"*/
/*"IBITS" -> "RETRACT"*/
/*"IBITS" -> "LINEXP"*/
/*"IBITS" -> "PATMAB"*/
/*"IBITS" -> "CFCAT"*/
/*"IBITS" -> "REAL"*/
/*"IBITS" -> "CHARZ"*/
/*"IBITS" -> "STEP"*/
/*"IBITS" -> "OM"*/
/*"IBITS" -> "SRAGG-"*/
/*"IBITS" -> "FLAGG-"*/
/*"IBITS" -> "LNAGG-"*/
/*"IBITS" -> "STRICAT"*/
/*"IBITS" -> "SRAGG"*/
/*"IBITS" -> "FINITE"*/

"ICARD" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ICARD"]
/*"ICARD" -> "ORDSET"*/
/*"ICARD" -> "SETCAT"*/
/*"ICARD" -> "BASTYPE"*/
/*"ICARD" -> "KOERCE"*/
/*"ICARD" -> "ORDFIN"*/
/*"ICARD" -> "FINITE"*/
"ICARD" -> "STRING"
/*"ICARD" -> "CHAR"*/
/*"ICARD" -> "SINT"*/
/*"ICARD" -> "OUTFORM"*/
/*"ICARD" -> "LIST"*/
/*"ICARD" -> "INT"*/
/*"ICARD" -> "PRIMARR"*/
/*"ICARD" -> "A1AGG-"*/
/*"ICARD" -> "ISTRING"*/
/*"ICARD" -> "PI"*/
/*"ICARD" -> "NNI"*/

"ICDEN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ICDEN"]
/*"ICDEN" -> "INTDOM"*/
/*"ICDEN" -> "COMRING"*/
/*"ICDEN" -> "RING"*/
/*"ICDEN" -> "RNG"*/
/*"ICDEN" -> "ABELGRP"*/
/*"ICDEN" -> "CABMON"*/
/*"ICDEN" -> "ABELMON"*/
/*"ICDEN" -> "ABELSG"*/
/*"ICDEN" -> "SETCAT"*/
/*"ICDEN" -> "BASTYPE"*/
/*"ICDEN" -> "KOERCE"*/
/*"ICDEN" -> "SGROUP"*/
/*"ICDEN" -> "MONOID"*/
/*"ICDEN" -> "LMODULE"*/
/*"ICDEN" -> "BMODULE"*/
/*"ICDEN" -> "RMODULE"*/
/*"ICDEN" -> "ALGEBRA"*/
/*"ICDEN" -> "MODULE"*/
/*"ICDEN" -> "ENTIRER"*/
/*"ICDEN" -> "QFCAT"*/
/*"ICDEN" -> "FIELD"*/
/*"ICDEN" -> "EUCDOM"*/
/*"ICDEN" -> "PID"*/
/*"ICDEN" -> "GCDDOM"*/
/*"ICDEN" -> "UFD"*/
/*"ICDEN" -> "DIVRING"*/
/*"ICDEN" -> "RETRACT"*/
/*"ICDEN" -> "FEVALAB"*/
/*"ICDEN" -> "ELTAB"*/
/*"ICDEN" -> "EVALAB"*/
/*"ICDEN" -> "IEVALAB"*/
/*"ICDEN" -> "DIFEXT"*/
/*"ICDEN" -> "DIFRING"*/
/*"ICDEN" -> "PDRING"*/
/*"ICDEN" -> "FLINEXP"*/
/*"ICDEN" -> "LINEXP"*/
/*"ICDEN" -> "PATAB"*/
/*"ICDEN" -> "KONVERT"*/
/*"ICDEN" -> "FPATMAB"*/
/*"ICDEN" -> "TYPE"*/
/*"ICDEN" -> "PATMAB"*/
/*"ICDEN" -> "STEP"*/
/*"ICDEN" -> "ORDSET"*/
/*"ICDEN" -> "OINTDOM"*/
/*"ICDEN" -> "ORDRING"*/
/*"ICDEN" -> "OAGROUP"*/
/*"ICDEN" -> "OCAMON"*/
/*"ICDEN" -> "OAMON"*/
/*"ICDEN" -> "OASGP"*/
/*"ICDEN" -> "REAL"*/
/*"ICDEN" -> "CHARZ"*/
/*"ICDEN" -> "CHARNZ"*/
"ICDEN" -> "PFECAT"
/*"ICDEN" -> "FLAGG"*/
/*"ICDEN" -> "LNAGG"*/
/*"ICDEN" -> "IXAGG"*/
/*"ICDEN" -> "HOAGG"*/
/*"ICDEN" -> "AGG"*/
/*"ICDEN" -> "ELTAGG"*/
/*"ICDEN" -> "CLAGG"*/

"IDECOMP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IDECOMP"]
/*"IDECOMP" -> "INS"*/
/*"IDECOMP" -> "UFD"*/
/*"IDECOMP" -> "GCDDOM"*/
/*"IDECOMP" -> "INTDOM"*/
/*"IDECOMP" -> "COMRING"*/
/*"IDECOMP" -> "RING"*/
/*"IDECOMP" -> "RNG"*/
/*"IDECOMP" -> "ABELGRP"*/
/*"IDECOMP" -> "CABMON"*/
/*"IDECOMP" -> "ABELMON"*/
/*"IDECOMP" -> "ABELSG"*/
/*"IDECOMP" -> "SETCAT"*/
/*"IDECOMP" -> "BASTYPE"*/
/*"IDECOMP" -> "KOERCE"*/
/*"IDECOMP" -> "SGROUP"*/
/*"IDECOMP" -> "MONOID"*/
/*"IDECOMP" -> "LMODULE"*/
/*"IDECOMP" -> "BMODULE"*/
/*"IDECOMP" -> "RMODULE"*/
/*"IDECOMP" -> "ALGEBRA"*/
/*"IDECOMP" -> "MODULE"*/
/*"IDECOMP" -> "ENTIRER"*/
/*"IDECOMP" -> "EUCDOM"*/
/*"IDECOMP" -> "PID"*/
/*"IDECOMP" -> "OINTDOM"*/
/*"IDECOMP" -> "ORDRING"*/
/*"IDECOMP" -> "OAGROUP"*/
/*"IDECOMP" -> "OCAMON"*/
/*"IDECOMP" -> "OAMON"*/
/*"IDECOMP" -> "OASGP"*/
/*"IDECOMP" -> "ORDSET"*/
/*"IDECOMP" -> "DIFRING"*/
/*"IDECOMP" -> "KONVERT"*/
/*"IDECOMP" -> "RETRACT"*/
/*"IDECOMP" -> "LINEXP"*/
/*"IDECOMP" -> "PATMAB"*/
/*"IDECOMP" -> "CFCAT"*/
/*"IDECOMP" -> "REAL"*/
/*"IDECOMP" -> "CHARZ"*/
/*"IDECOMP" -> "STEP"*/
/*"IDECOMP" -> "POLYCAT"*/
/*"IDECOMP" -> "PDRING"*/
/*"IDECOMP" -> "FAMR"*/
/*"IDECOMP" -> "AMR"*/
/*"IDECOMP" -> "CHARNZ"*/
/*"IDECOMP" -> "FRETRCT"*/
/*"IDECOMP" -> "EVALAB"*/
/*"IDECOMP" -> "IEVALAB"*/
/*"IDECOMP" -> "FLINEXP"*/
"IDECOMP" -> "PFECAT"
/*"IDECOMP" -> "QFCAT"*/
/*"IDECOMP" -> "FIELD"*/
/*"IDECOMP" -> "DIVRING"*/
/*"IDECOMP" -> "FEVALAB"*/
/*"IDECOMP" -> "ELTAB"*/
/*"IDECOMP" -> "DIFEXT"*/
/*"IDECOMP" -> "PATAB"*/
/*"IDECOMP" -> "FPATMAB"*/
/*"IDECOMP" -> "TYPE"*/
"IDECOMP" -> "DIRPCAT"
/*"IDECOMP" -> "IXAGG"*/
/*"IDECOMP" -> "HOAGG"*/
/*"IDECOMP" -> "AGG"*/
/*"IDECOMP" -> "ELTAGG"*/
/*"IDECOMP" -> "FINITE"*/
/*"IDECOMP" -> "OAMONS"*/
/*"IDECOMP" -> "VSPACE"*/
/*"IDECOMP" -> "ORDFIN"*/
/*"IDECOMP" -> "LSAGG"*/
/*"IDECOMP" -> "STAGG"*/
/*"IDECOMP" -> "URAGG"*/
/*"IDECOMP" -> "RCAGG"*/
/*"IDECOMP" -> "LNAGG"*/
/*"IDECOMP" -> "CLAGG"*/
/*"IDECOMP" -> "FLAGG"*/
/*"IDECOMP" -> "ELAGG"*/
/*"IDECOMP" -> "OM"*/
/*"IDECOMP" -> "INT"*/
/*"IDECOMP" -> "LIST"*/
/*"IDECOMP" -> "ILIST"*/
/*"IDECOMP" -> "NNI"*/
/*"IDECOMP" -> "BOOLEAN"*/
/*"IDECOMP" -> "LSAGG-"*/
/*"IDECOMP" -> "STAGG-"*/
/*"IDECOMP" -> "ELAGG-"*/
/*"IDECOMP" -> "FLAGG-"*/
/*"IDECOMP" -> "URAGG-"*/

"IFF" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IFF"]
"IFF" -> "FAXF"
/*"IFF" -> "XF"*/
/*"IFF" -> "FIELD"*/
/*"IFF" -> "EUCDOM"*/
/*"IFF" -> "PID"*/
/*"IFF" -> "GCDDOM"*/
/*"IFF" -> "INTDOM"*/
/*"IFF" -> "COMRING"*/
/*"IFF" -> "RING"*/
/*"IFF" -> "RNG"*/
/*"IFF" -> "ABELGRP"*/
/*"IFF" -> "CABMON"*/
/*"IFF" -> "ABELMON"*/
/*"IFF" -> "ABELSG"*/
/*"IFF" -> "SETCAT"*/
/*"IFF" -> "BASTYPE"*/
/*"IFF" -> "KOERCE"*/
/*"IFF" -> "SGROUP"*/
/*"IFF" -> "MONOID"*/
/*"IFF" -> "LMODULE"*/
/*"IFF" -> "BMODULE"*/
/*"IFF" -> "RMODULE"*/
/*"IFF" -> "ALGEBRA"*/
/*"IFF" -> "MODULE"*/
/*"IFF" -> "ENTIRER"*/
/*"IFF" -> "UFD"*/
/*"IFF" -> "DIVRING"*/
/*"IFF" -> "RETRACT"*/
/*"IFF" -> "VSPACE"*/
/*"IFF" -> "CHARZ"*/
/*"IFF" -> "FPC"*/
/*"IFF" -> "CHARNZ"*/
/*"IFF" -> "FINITE"*/
/*"IFF" -> "FFIELDC"*/
/*"IFF" -> "STEP"*/
/*"IFF" -> "DIFRING"*/
/*"IFF" -> "KONVERT"*/
/*"IFF" -> "OAMONS"*/
/*"IFF" -> "OCAMON"*/
/*"IFF" -> "OAMON"*/
/*"IFF" -> "OASGP"*/
/*"IFF" -> "ORDSET"*/
/*"IFF" -> "INS"*/
/*"IFF" -> "OINTDOM"*/
/*"IFF" -> "ORDRING"*/
/*"IFF" -> "OAGROUP"*/
/*"IFF" -> "LINEXP"*/
/*"IFF" -> "PATMAB"*/
/*"IFF" -> "CFCAT"*/
/*"IFF" -> "REAL"*/

"IIARRAY2" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IIARRAY2"]
/*"IIARRAY2" -> "ARR2CAT"*/
/*"IIARRAY2" -> "HOAGG"*/
/*"IIARRAY2" -> "AGG"*/
/*"IIARRAY2" -> "TYPE"*/
/*"IIARRAY2" -> "SETCAT"*/
/*"IIARRAY2" -> "BASTYPE"*/
/*"IIARRAY2" -> "KOERCE"*/
/*"IIARRAY2" -> "EVALAB"*/
/*"IIARRAY2" -> "IEVALAB"*/
/*"IIARRAY2" -> "FLAGG"*/
/*"IIARRAY2" -> "LNAGG"*/
/*"IIARRAY2" -> "IXAGG"*/
/*"IIARRAY2" -> "ELTAGG"*/
/*"IIARRAY2" -> "ELTAB"*/
/*"IIARRAY2" -> "CLAGG"*/
/*"IIARRAY2" -> "KONVERT"*/
/*"IIARRAY2" -> "ORDSET"*/
/*"IIARRAY2" -> "INT"*/
/*"IIARRAY2" -> "PRIMARR"*/
/*"IIARRAY2" -> "A1AGG-"*/
/*"IIARRAY2" -> "FLAGG-"*/
/*"IIARRAY2" -> "LNAGG-"*/
/*"IIARRAY2" -> "IXAGG-"*/
/*"IIARRAY2" -> "CLAGG-"*/
/*"IIARRAY2" -> "HOAGG-"*/
/*"IIARRAY2" -> "ORDSET-"*/
/*"IIARRAY2" -> "AGG-"*/
/*"IIARRAY2" -> "NNI"*/
/*"IIARRAY2" -> "INS"*/
/*"IIARRAY2" -> "UFD"*/
/*"IIARRAY2" -> "GCDDOM"*/
/*"IIARRAY2" -> "INTDOM"*/
/*"IIARRAY2" -> "COMRING"*/
/*"IIARRAY2" -> "RING"*/
/*"IIARRAY2" -> "RNG"*/
/*"IIARRAY2" -> "ABELGRP"*/
/*"IIARRAY2" -> "CABMON"*/
/*"IIARRAY2" -> "ABELMON"*/
/*"IIARRAY2" -> "ABELSG"*/
/*"IIARRAY2" -> "SGROUP"*/
/*"IIARRAY2" -> "MONOID"*/
/*"IIARRAY2" -> "LMODULE"*/
/*"IIARRAY2" -> "BMODULE"*/
/*"IIARRAY2" -> "RMODULE"*/
/*"IIARRAY2" -> "ALGEBRA"*/
/*"IIARRAY2" -> "MODULE"*/
/*"IIARRAY2" -> "ENTIRER"*/
/*"IIARRAY2" -> "EUCDOM"*/
/*"IIARRAY2" -> "PID"*/
/*"IIARRAY2" -> "OINTDOM"*/
/*"IIARRAY2" -> "ORDRING"*/
/*"IIARRAY2" -> "OAGROUP"*/
/*"IIARRAY2" -> "OCAMON"*/
/*"IIARRAY2" -> "OAMON"*/
/*"IIARRAY2" -> "OASGP"*/
/*"IIARRAY2" -> "DIFRING"*/
/*"IIARRAY2" -> "RETRACT"*/
/*"IIARRAY2" -> "LINEXP"*/
/*"IIARRAY2" -> "PATMAB"*/
/*"IIARRAY2" -> "CFCAT"*/
/*"IIARRAY2" -> "REAL"*/
/*"IIARRAY2" -> "CHARZ"*/
/*"IIARRAY2" -> "STEP"*/
/*"IIARRAY2" -> "OM"*/
/*"IIARRAY2" -> "A1AGG"*/
"IIARRAY2" -> "STRING"
/*"IIARRAY2" -> "CHAR"*/
/*"IIARRAY2" -> "SINT"*/
/*"IIARRAY2" -> "OUTFORM"*/
/*"IIARRAY2" -> "LIST"*/
/*"IIARRAY2" -> "ISTRING"*/

/* Note that ILIST has a circular self reference */
"ILIST" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ILIST",
          shape=ellipse]
/*"ILIST" -> "LSAGG"*/
/*"ILIST" -> "STAGG"*/
/*"ILIST" -> "URAGG"*/
/*"ILIST" -> "RCAGG"*/
/*"ILIST" -> "HOAGG"*/
/*"ILIST" -> "AGG"*/
/*"ILIST" -> "TYPE"*/
/*"ILIST" -> "SETCAT"*/
/*"ILIST" -> "BASTYPE"*/
/*"ILIST" -> "KOERCE"*/
/*"ILIST" -> "EVALAB"*/
/*"ILIST" -> "IEVALAB"*/
/*"ILIST" -> "LNAGG"*/
/*"ILIST" -> "IXAGG"*/
/*"ILIST" -> "ELTAGG"*/
/*"ILIST" -> "ELTAB"*/
/*"ILIST" -> "CLAGG"*/
/*"ILIST" -> "KONVERT"*/
/*"ILIST" -> "FLAGG"*/
/*"ILIST" -> "ORDSET"*/
/*"ILIST" -> "ELAGG"*/
/*"ILIST" -> "SINT"*/
/*"ILIST" -> "NNI"*/
/*"ILIST" -> "INT"*/
/*"ILIST" -> "BOOLEAN"*/
/*"ILIST" -> "LIST"*/
/*"ILIST" -> "ILIST"*/
/*"ILIST" -> "OM"*/
/*"ILIST" -> "LSAGG-"*/
/*"ILIST" -> "STAGG-"*/
/*"ILIST" -> "ELAGG-"*/
"ILIST" -> "STRING"
/*"ILIST" -> "CHAR"*/
/*"ILIST" -> "OUTFORM"*/
/*"ILIST" -> "PRIMARR"*/
/*"ILIST" -> "A1AGG-"*/
/*"ILIST" -> "ISTRING"*/
/*"ILIST" -> "INS"*/
/*"ILIST" -> "UFD"*/
/*"ILIST" -> "GCDDOM"*/
/*"ILIST" -> "INTDOM"*/
/*"ILIST" -> "COMRING"*/
/*"ILIST" -> "RING"*/
/*"ILIST" -> "RNG"*/
/*"ILIST" -> "ABELGRP"*/
/*"ILIST" -> "CABMON"*/
/*"ILIST" -> "ABELMON"*/
/*"ILIST" -> "ABELSG"*/
/*"ILIST" -> "SGROUP"*/
/*"ILIST" -> "MONOID"*/
/*"ILIST" -> "LMODULE"*/
/*"ILIST" -> "BMODULE"*/
/*"ILIST" -> "RMODULE"*/
/*"ILIST" -> "ALGEBRA"*/
/*"ILIST" -> "MODULE"*/
/*"ILIST" -> "ENTIRER"*/
/*"ILIST" -> "EUCDOM"*/
/*"ILIST" -> "PID"*/
/*"ILIST" -> "OINTDOM"*/
/*"ILIST" -> "ORDRING"*/
/*"ILIST" -> "OAGROUP"*/
/*"ILIST" -> "OCAMON"*/
/*"ILIST" -> "OAMON"*/
/*"ILIST" -> "OASGP"*/
/*"ILIST" -> "DIFRING"*/
/*"ILIST" -> "RETRACT"*/
/*"ILIST" -> "LINEXP"*/
/*"ILIST" -> "PATMAB"*/
/*"ILIST" -> "CFCAT"*/
/*"ILIST" -> "REAL"*/
/*"ILIST" -> "CHARZ"*/
/*"ILIST" -> "STEP"*/

"IMATLIN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IMATLIN"]
/*"IMATLIN" -> "FIELD"*/
/*"IMATLIN" -> "EUCDOM"*/
/*"IMATLIN" -> "PID"*/
/*"IMATLIN" -> "GCDDOM"*/
/*"IMATLIN" -> "INTDOM"*/
/*"IMATLIN" -> "COMRING"*/
/*"IMATLIN" -> "RING"*/
/*"IMATLIN" -> "RNG"*/
/*"IMATLIN" -> "ABELGRP"*/
/*"IMATLIN" -> "CABMON"*/
/*"IMATLIN" -> "ABELMON"*/
/*"IMATLIN" -> "ABELSG"*/
/*"IMATLIN" -> "SETCAT"*/
/*"IMATLIN" -> "BASTYPE"*/
/*"IMATLIN" -> "KOERCE"*/
/*"IMATLIN" -> "SGROUP"*/
/*"IMATLIN" -> "MONOID"*/
/*"IMATLIN" -> "LMODULE"*/
/*"IMATLIN" -> "BMODULE"*/
/*"IMATLIN" -> "RMODULE"*/
/*"IMATLIN" -> "ALGEBRA"*/
/*"IMATLIN" -> "MODULE"*/
/*"IMATLIN" -> "ENTIRER"*/
/*"IMATLIN" -> "UFD"*/
/*"IMATLIN" -> "DIVRING"*/
/*"IMATLIN" -> "FLAGG"*/
/*"IMATLIN" -> "LNAGG"*/
/*"IMATLIN" -> "IXAGG"*/
/*"IMATLIN" -> "HOAGG"*/
/*"IMATLIN" -> "AGG"*/
/*"IMATLIN" -> "TYPE"*/
/*"IMATLIN" -> "EVALAB"*/
/*"IMATLIN" -> "IEVALAB"*/
/*"IMATLIN" -> "ELTAGG"*/
/*"IMATLIN" -> "ELTAB"*/
/*"IMATLIN" -> "CLAGG"*/
/*"IMATLIN" -> "KONVERT"*/
/*"IMATLIN" -> "ORDSET"*/
/*"IMATLIN" -> "MATCAT"*/
/*"IMATLIN" -> "ARR2CAT"*/
/*"IMATLIN" -> "BOOLEAN"*/
/*"IMATLIN" -> "INT"*/
/*"IMATLIN" -> "SINT"*/
/*"IMATLIN" -> "NNI"*/
/*"IMATLIN" -> "LIST"*/
/*"IMATLIN" -> "A1AGG"*/
/*"IMATLIN" -> "PI"*/
/*"IMATLIN" -> "UPOLYC"*/
/*"IMATLIN" -> "POLYCAT"*/
/*"IMATLIN" -> "PDRING"*/
/*"IMATLIN" -> "FAMR"*/
/*"IMATLIN" -> "AMR"*/
/*"IMATLIN" -> "CHARZ"*/
/*"IMATLIN" -> "CHARNZ"*/
/*"IMATLIN" -> "FRETRCT"*/
/*"IMATLIN" -> "RETRACT"*/
/*"IMATLIN" -> "FLINEXP"*/
/*"IMATLIN" -> "LINEXP"*/
/*"IMATLIN" -> "PATMAB"*/
"IMATLIN" -> "PFECAT"
/*"IMATLIN" -> "DIFRING"*/
/*"IMATLIN" -> "DIFEXT"*/
/*"IMATLIN" -> "STEP"*/
/*"IMATLIN" -> "QFCAT"*/
/*"IMATLIN" -> "FEVALAB"*/
/*"IMATLIN" -> "PATAB"*/
/*"IMATLIN" -> "FPATMAB"*/
/*"IMATLIN" -> "OINTDOM"*/
/*"IMATLIN" -> "ORDRING"*/
/*"IMATLIN" -> "OAGROUP"*/
/*"IMATLIN" -> "OCAMON"*/
/*"IMATLIN" -> "OAMON"*/
/*"IMATLIN" -> "OASGP"*/
/*"IMATLIN" -> "REAL"*/
/*"IMATLIN" -> "VECTCAT"*/
/*"IMATLIN" -> "OM"*/

"IMATQF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IMATQF"]
/*"IMATQF" -> "INTDOM"*/
/*"IMATQF" -> "COMRING"*/
/*"IMATQF" -> "RING"*/
/*"IMATQF" -> "RNG"*/
/*"IMATQF" -> "ABELGRP"*/
/*"IMATQF" -> "CABMON"*/
/*"IMATQF" -> "ABELMON"*/
/*"IMATQF" -> "ABELSG"*/
/*"IMATQF" -> "SETCAT"*/
/*"IMATQF" -> "BASTYPE"*/
/*"IMATQF" -> "KOERCE"*/
/*"IMATQF" -> "SGROUP"*/
/*"IMATQF" -> "MONOID"*/
/*"IMATQF" -> "LMODULE"*/
/*"IMATQF" -> "BMODULE"*/
/*"IMATQF" -> "RMODULE"*/
/*"IMATQF" -> "ALGEBRA"*/
/*"IMATQF" -> "MODULE"*/
/*"IMATQF" -> "ENTIRER"*/
/*"IMATQF" -> "FLAGG"*/
/*"IMATQF" -> "LNAGG"*/
/*"IMATQF" -> "IXAGG"*/
/*"IMATQF" -> "HOAGG"*/
/*"IMATQF" -> "AGG"*/
/*"IMATQF" -> "TYPE"*/
/*"IMATQF" -> "EVALAB"*/
/*"IMATQF" -> "IEVALAB"*/
/*"IMATQF" -> "ELTAGG"*/
/*"IMATQF" -> "ELTAB"*/
/*"IMATQF" -> "CLAGG"*/
/*"IMATQF" -> "KONVERT"*/
/*"IMATQF" -> "ORDSET"*/
/*"IMATQF" -> "MATCAT"*/
/*"IMATQF" -> "ARR2CAT"*/
/*"IMATQF" -> "QFCAT"*/
/*"IMATQF" -> "FIELD"*/
/*"IMATQF" -> "EUCDOM"*/
/*"IMATQF" -> "PID"*/
/*"IMATQF" -> "GCDDOM"*/
/*"IMATQF" -> "UFD"*/
/*"IMATQF" -> "DIVRING"*/
/*"IMATQF" -> "RETRACT"*/
/*"IMATQF" -> "FEVALAB"*/
/*"IMATQF" -> "DIFEXT"*/
/*"IMATQF" -> "DIFRING"*/
/*"IMATQF" -> "PDRING"*/
/*"IMATQF" -> "FLINEXP"*/
/*"IMATQF" -> "LINEXP"*/
/*"IMATQF" -> "PATAB"*/
/*"IMATQF" -> "FPATMAB"*/
/*"IMATQF" -> "PATMAB"*/
/*"IMATQF" -> "STEP"*/
/*"IMATQF" -> "OINTDOM"*/
/*"IMATQF" -> "ORDRING"*/
/*"IMATQF" -> "OAGROUP"*/
/*"IMATQF" -> "OCAMON"*/
/*"IMATQF" -> "OAMON"*/
/*"IMATQF" -> "OASGP"*/
/*"IMATQF" -> "REAL"*/
/*"IMATQF" -> "CHARZ"*/
/*"IMATQF" -> "CHARNZ"*/
"IMATQF" -> "PFECAT"

"INMODGCD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INMODGCD"]
/*"INMODGCD" -> "EUCDOM"*/
/*"INMODGCD" -> "PID"*/
/*"INMODGCD" -> "GCDDOM"*/
/*"INMODGCD" -> "INTDOM"*/
/*"INMODGCD" -> "COMRING"*/
/*"INMODGCD" -> "RING"*/
/*"INMODGCD" -> "RNG"*/
/*"INMODGCD" -> "ABELGRP"*/
/*"INMODGCD" -> "CABMON"*/
/*"INMODGCD" -> "ABELMON"*/
/*"INMODGCD" -> "ABELSG"*/
/*"INMODGCD" -> "SETCAT"*/
/*"INMODGCD" -> "BASTYPE"*/
/*"INMODGCD" -> "KOERCE"*/
/*"INMODGCD" -> "SGROUP"*/
/*"INMODGCD" -> "MONOID"*/
/*"INMODGCD" -> "LMODULE"*/
/*"INMODGCD" -> "BMODULE"*/
/*"INMODGCD" -> "RMODULE"*/
/*"INMODGCD" -> "ALGEBRA"*/
/*"INMODGCD" -> "MODULE"*/
/*"INMODGCD" -> "ENTIRER"*/
/*"INMODGCD" -> "UPOLYC"*/
/*"INMODGCD" -> "POLYCAT"*/
/*"INMODGCD" -> "PDRING"*/
/*"INMODGCD" -> "FAMR"*/
/*"INMODGCD" -> "AMR"*/
/*"INMODGCD" -> "CHARZ"*/
/*"INMODGCD" -> "CHARNZ"*/
/*"INMODGCD" -> "FRETRCT"*/
/*"INMODGCD" -> "RETRACT"*/
/*"INMODGCD" -> "EVALAB"*/
/*"INMODGCD" -> "IEVALAB"*/
/*"INMODGCD" -> "FLINEXP"*/
/*"INMODGCD" -> "LINEXP"*/
/*"INMODGCD" -> "ORDSET"*/
/*"INMODGCD" -> "KONVERT"*/
/*"INMODGCD" -> "PATMAB"*/
"INMODGCD" -> "PFECAT"
/*"INMODGCD" -> "UFD"*/
/*"INMODGCD" -> "ELTAB"*/
/*"INMODGCD" -> "DIFRING"*/
/*"INMODGCD" -> "DIFEXT"*/
/*"INMODGCD" -> "STEP"*/
/*"INMODGCD" -> "FIELD"*/
/*"INMODGCD" -> "DIVRING"*/
/*"INMODGCD" -> "INS"*/
/*"INMODGCD" -> "OINTDOM"*/
/*"INMODGCD" -> "ORDRING"*/
/*"INMODGCD" -> "OAGROUP"*/
/*"INMODGCD" -> "OCAMON"*/
/*"INMODGCD" -> "OAMON"*/
/*"INMODGCD" -> "OASGP"*/
/*"INMODGCD" -> "CFCAT"*/
/*"INMODGCD" -> "REAL"*/
/*"INMODGCD" -> "INT"*/
/*"INMODGCD" -> "LIST"*/
/*"INMODGCD" -> "ILIST"*/
/*"INMODGCD" -> "BOOLEAN"*/
/*"INMODGCD" -> "NNI"*/
/*"INMODGCD" -> "LSAGG-"*/
/*"INMODGCD" -> "STAGG-"*/
/*"INMODGCD" -> "ELAGG-"*/
/*"INMODGCD" -> "LSAGG"*/
/*"INMODGCD" -> "STAGG"*/
/*"INMODGCD" -> "URAGG"*/
/*"INMODGCD" -> "RCAGG"*/
/*"INMODGCD" -> "HOAGG"*/
/*"INMODGCD" -> "AGG"*/
/*"INMODGCD" -> "TYPE"*/
/*"INMODGCD" -> "LNAGG"*/
/*"INMODGCD" -> "IXAGG"*/
/*"INMODGCD" -> "ELTAGG"*/
/*"INMODGCD" -> "CLAGG"*/
/*"INMODGCD" -> "FLAGG"*/
/*"INMODGCD" -> "ELAGG"*/
/*"INMODGCD" -> "OM"*/
/*"INMODGCD" -> "OAMONS"*/
/*"INMODGCD" -> "FLAGG-"*/
/*"INMODGCD" -> "PI"*/
/*"INMODGCD" -> "MONOID-"*/
/*"INMODGCD" -> "ABELMON-"*/

"INNMFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INNMFACT"]
/*"INNMFACT" -> "ORDSET"*/
/*"INNMFACT" -> "SETCAT"*/
/*"INNMFACT" -> "BASTYPE"*/
/*"INNMFACT" -> "KOERCE"*/
/*"INNMFACT" -> "OAMONS"*/
/*"INNMFACT" -> "OCAMON"*/
/*"INNMFACT" -> "OAMON"*/
/*"INNMFACT" -> "OASGP"*/
/*"INNMFACT" -> "ABELMON"*/
/*"INNMFACT" -> "ABELSG"*/
/*"INNMFACT" -> "CABMON"*/
/*"INNMFACT" -> "EUCDOM"*/
/*"INNMFACT" -> "PID"*/
/*"INNMFACT" -> "GCDDOM"*/
/*"INNMFACT" -> "INTDOM"*/
/*"INNMFACT" -> "COMRING"*/
/*"INNMFACT" -> "RING"*/
/*"INNMFACT" -> "RNG"*/
/*"INNMFACT" -> "ABELGRP"*/
/*"INNMFACT" -> "SGROUP"*/
/*"INNMFACT" -> "MONOID"*/
/*"INNMFACT" -> "LMODULE"*/
/*"INNMFACT" -> "BMODULE"*/
/*"INNMFACT" -> "RMODULE"*/
/*"INNMFACT" -> "ALGEBRA"*/
/*"INNMFACT" -> "MODULE"*/
/*"INNMFACT" -> "ENTIRER"*/
/*"INNMFACT" -> "CHARZ"*/
/*"INNMFACT" -> "POLYCAT"*/
/*"INNMFACT" -> "PDRING"*/
/*"INNMFACT" -> "FAMR"*/
/*"INNMFACT" -> "AMR"*/
/*"INNMFACT" -> "CHARNZ"*/
/*"INNMFACT" -> "FRETRCT"*/
/*"INNMFACT" -> "RETRACT"*/
/*"INNMFACT" -> "EVALAB"*/
/*"INNMFACT" -> "IEVALAB"*/
/*"INNMFACT" -> "FLINEXP"*/
/*"INNMFACT" -> "LINEXP"*/
/*"INNMFACT" -> "KONVERT"*/
/*"INNMFACT" -> "PATMAB"*/
"INNMFACT" -> "PFECAT"
/*"INNMFACT" -> "UFD"*/
/*"INNMFACT" -> "PI"*/
/*"INNMFACT" -> "NNI"*/
/*"INNMFACT" -> "INT"*/
/*"INNMFACT" -> "MONOID-"*/
/*"INNMFACT" -> "ABELSG-"*/
/*"INNMFACT" -> "SGROUP-"*/
/*"INNMFACT" -> "LIST"*/
/*"INNMFACT" -> "ILIST"*/
/*"INNMFACT" -> "UPOLYC"*/
/*"INNMFACT" -> "ELTAB"*/
/*"INNMFACT" -> "DIFRING"*/
/*"INNMFACT" -> "DIFEXT"*/
/*"INNMFACT" -> "STEP"*/
/*"INNMFACT" -> "FIELD"*/
/*"INNMFACT" -> "DIVRING"*/
/*"INNMFACT" -> "BOOLEAN"*/
/*"INNMFACT" -> "LSAGG-"*/
/*"INNMFACT" -> "STAGG-"*/
/*"INNMFACT" -> "ELAGG-"*/
/*"INNMFACT" -> "FLAGG-"*/
/*"INNMFACT" -> "SINT"*/
/*"INNMFACT" -> "LSAGG"*/
/*"INNMFACT" -> "STAGG"*/
/*"INNMFACT" -> "URAGG"*/
/*"INNMFACT" -> "RCAGG"*/
/*"INNMFACT" -> "HOAGG"*/
/*"INNMFACT" -> "AGG"*/
/*"INNMFACT" -> "TYPE"*/
/*"INNMFACT" -> "LNAGG"*/
/*"INNMFACT" -> "IXAGG"*/
/*"INNMFACT" -> "ELTAGG"*/
/*"INNMFACT" -> "CLAGG"*/
/*"INNMFACT" -> "FLAGG"*/
/*"INNMFACT" -> "ELAGG"*/
/*"INNMFACT" -> "OM"*/
/*"INNMFACT" -> "ABELMON-"*/
/*"INNMFACT" -> "URAGG-"*/
/*"INNMFACT" -> "LNAGG-"*/
/*"INNMFACT" -> "RCAGG-"*/
/*"INNMFACT" -> "IXAGG-"*/

"INPSIGN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INPSIGN"]
/*"INPSIGN" -> "RING"*/
/*"INPSIGN" -> "RNG"*/
/*"INPSIGN" -> "ABELGRP"*/
/*"INPSIGN" -> "CABMON"*/
/*"INPSIGN" -> "ABELMON"*/
/*"INPSIGN" -> "ABELSG"*/
/*"INPSIGN" -> "SETCAT"*/
/*"INPSIGN" -> "BASTYPE"*/
/*"INPSIGN" -> "KOERCE"*/
/*"INPSIGN" -> "SGROUP"*/
/*"INPSIGN" -> "MONOID"*/
/*"INPSIGN" -> "LMODULE"*/
/*"INPSIGN" -> "UPOLYC"*/
/*"INPSIGN" -> "POLYCAT"*/
/*"INPSIGN" -> "PDRING"*/
/*"INPSIGN" -> "FAMR"*/
/*"INPSIGN" -> "AMR"*/
/*"INPSIGN" -> "BMODULE"*/
/*"INPSIGN" -> "RMODULE"*/
/*"INPSIGN" -> "COMRING"*/
/*"INPSIGN" -> "ALGEBRA"*/
/*"INPSIGN" -> "MODULE"*/
/*"INPSIGN" -> "CHARZ"*/
/*"INPSIGN" -> "CHARNZ"*/
/*"INPSIGN" -> "INTDOM"*/
/*"INPSIGN" -> "ENTIRER"*/
/*"INPSIGN" -> "FRETRCT"*/
/*"INPSIGN" -> "RETRACT"*/
/*"INPSIGN" -> "EVALAB"*/
/*"INPSIGN" -> "IEVALAB"*/
/*"INPSIGN" -> "FLINEXP"*/
/*"INPSIGN" -> "LINEXP"*/
/*"INPSIGN" -> "ORDSET"*/
/*"INPSIGN" -> "KONVERT"*/
/*"INPSIGN" -> "PATMAB"*/
/*"INPSIGN" -> "GCDDOM"*/
"INPSIGN" -> "PFECAT"
/*"INPSIGN" -> "UFD"*/
/*"INPSIGN" -> "ELTAB"*/
/*"INPSIGN" -> "DIFRING"*/
/*"INPSIGN" -> "DIFEXT"*/
/*"INPSIGN" -> "STEP"*/
/*"INPSIGN" -> "EUCDOM"*/
/*"INPSIGN" -> "PID"*/
/*"INPSIGN" -> "FIELD"*/
/*"INPSIGN" -> "DIVRING"*/
/*"INPSIGN" -> "INT"*/
/*"INPSIGN" -> "INS-"*/

"INT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=INT",
          shape=ellipse]
/*"INT" -> "INS"*/
/*"INT" -> "UFD"*/
/*"INT" -> "GCDDOM"*/
/*"INT" -> "INTDOM"*/
/*"INT" -> "COMRING"*/
/*"INT" -> "RING"*/
/*"INT" -> "RNG"*/
/*"INT" -> "ABELGRP"*/
/*"INT" -> "CABMON"*/
/*"INT" -> "ABELMON"*/
/*"INT" -> "ABELSG"*/
/*"INT" -> "SETCAT"*/
/*"INT" -> "BASTYPE"*/
/*"INT" -> "KOERCE"*/
/*"INT" -> "SGROUP"*/
/*"INT" -> "MONOID"*/
/*"INT" -> "LMODULE"*/
/*"INT" -> "BMODULE"*/
/*"INT" -> "RMODULE"*/
/*"INT" -> "ALGEBRA"*/
/*"INT" -> "MODULE"*/
/*"INT" -> "ENTIRER"*/
/*"INT" -> "EUCDOM"*/
/*"INT" -> "PID"*/
/*"INT" -> "OINTDOM"*/
/*"INT" -> "ORDRING"*/
/*"INT" -> "OAGROUP"*/
/*"INT" -> "OCAMON"*/
/*"INT" -> "OAMON"*/
/*"INT" -> "OASGP"*/
/*"INT" -> "ORDSET"*/
/*"INT" -> "DIFRING"*/
/*"INT" -> "KONVERT"*/
/*"INT" -> "RETRACT"*/
/*"INT" -> "LINEXP"*/
/*"INT" -> "PATMAB"*/
/*"INT" -> "CFCAT"*/
/*"INT" -> "REAL"*/
/*"INT" -> "CHARZ"*/
/*"INT" -> "STEP"*/
/*"INT" -> "OM"*/
/*"INT" -> "INT"*/
/*"INT" -> "NNI"*/
/*"INT" -> "DFLOAT"*/
"INT" -> "STRING"
/*"INT" -> "CHAR"*/
/*"INT" -> "SINT"*/
/*"INT" -> "OUTFORM"*/
/*"INT" -> "LIST"*/
/*"INT" -> "PRIMARR"*/
/*"INT" -> "A1AGG-"*/
/*"INT" -> "ISTRING"*/
/*"INT" -> "UPOLYC"*/
/*"INT" -> "POLYCAT"*/
/*"INT" -> "PDRING"*/
/*"INT" -> "FAMR"*/
/*"INT" -> "AMR"*/
/*"INT" -> "CHARNZ"*/
/*"INT" -> "FRETRCT"*/
/*"INT" -> "EVALAB"*/
/*"INT" -> "IEVALAB"*/
/*"INT" -> "FLINEXP"*/
"INT" -> "PFECAT"
/*"INT" -> "ELTAB"*/
/*"INT" -> "DIFEXT"*/
/*"INT" -> "FIELD"*/
/*"INT" -> "DIVRING"*/
/*"INT" -> "INS-"*/

"INTHERTR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTHERTR"]
/*"INTHERTR" -> "FIELD"*/
/*"INTHERTR" -> "EUCDOM"*/
/*"INTHERTR" -> "PID"*/
/*"INTHERTR" -> "GCDDOM"*/
/*"INTHERTR" -> "INTDOM"*/
/*"INTHERTR" -> "COMRING"*/
/*"INTHERTR" -> "RING"*/
/*"INTHERTR" -> "RNG"*/
/*"INTHERTR" -> "ABELGRP"*/
/*"INTHERTR" -> "CABMON"*/
/*"INTHERTR" -> "ABELMON"*/
/*"INTHERTR" -> "ABELSG"*/
/*"INTHERTR" -> "SETCAT"*/
/*"INTHERTR" -> "BASTYPE"*/
/*"INTHERTR" -> "KOERCE"*/
/*"INTHERTR" -> "SGROUP"*/
/*"INTHERTR" -> "MONOID"*/
/*"INTHERTR" -> "LMODULE"*/
/*"INTHERTR" -> "BMODULE"*/
/*"INTHERTR" -> "RMODULE"*/
/*"INTHERTR" -> "ALGEBRA"*/
/*"INTHERTR" -> "MODULE"*/
/*"INTHERTR" -> "ENTIRER"*/
/*"INTHERTR" -> "UFD"*/
/*"INTHERTR" -> "DIVRING"*/
/*"INTHERTR" -> "UPOLYC"*/
/*"INTHERTR" -> "POLYCAT"*/
/*"INTHERTR" -> "PDRING"*/
/*"INTHERTR" -> "FAMR"*/
/*"INTHERTR" -> "AMR"*/
/*"INTHERTR" -> "CHARZ"*/
/*"INTHERTR" -> "CHARNZ"*/
/*"INTHERTR" -> "FRETRCT"*/
/*"INTHERTR" -> "RETRACT"*/
/*"INTHERTR" -> "EVALAB"*/
/*"INTHERTR" -> "IEVALAB"*/
/*"INTHERTR" -> "FLINEXP"*/
/*"INTHERTR" -> "LINEXP"*/
/*"INTHERTR" -> "ORDSET"*/
/*"INTHERTR" -> "KONVERT"*/
/*"INTHERTR" -> "PATMAB"*/
"INTHERTR" -> "PFECAT"
/*"INTHERTR" -> "ELTAB"*/
/*"INTHERTR" -> "DIFRING"*/
/*"INTHERTR" -> "DIFEXT"*/
/*"INTHERTR" -> "STEP"*/
/*"INTHERTR" -> "NNI"*/
/*"INTHERTR" -> "INT"*/

"INTRAT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTRAT"]
/*"INTRAT" -> "FIELD"*/
/*"INTRAT" -> "EUCDOM"*/
/*"INTRAT" -> "PID"*/
/*"INTRAT" -> "GCDDOM"*/
/*"INTRAT" -> "INTDOM"*/
/*"INTRAT" -> "COMRING"*/
/*"INTRAT" -> "RING"*/
/*"INTRAT" -> "RNG"*/
/*"INTRAT" -> "ABELGRP"*/
/*"INTRAT" -> "CABMON"*/
/*"INTRAT" -> "ABELMON"*/
/*"INTRAT" -> "ABELSG"*/
/*"INTRAT" -> "SETCAT"*/
/*"INTRAT" -> "BASTYPE"*/
/*"INTRAT" -> "KOERCE"*/
/*"INTRAT" -> "SGROUP"*/
/*"INTRAT" -> "MONOID"*/
/*"INTRAT" -> "LMODULE"*/
/*"INTRAT" -> "BMODULE"*/
/*"INTRAT" -> "RMODULE"*/
/*"INTRAT" -> "ALGEBRA"*/
/*"INTRAT" -> "MODULE"*/
/*"INTRAT" -> "ENTIRER"*/
/*"INTRAT" -> "UFD"*/
/*"INTRAT" -> "DIVRING"*/
/*"INTRAT" -> "CHARZ"*/
/*"INTRAT" -> "RETRACT"*/
/*"INTRAT" -> "UPOLYC"*/
/*"INTRAT" -> "POLYCAT"*/
/*"INTRAT" -> "PDRING"*/
/*"INTRAT" -> "FAMR"*/
/*"INTRAT" -> "AMR"*/
/*"INTRAT" -> "CHARNZ"*/
/*"INTRAT" -> "FRETRCT"*/
/*"INTRAT" -> "EVALAB"*/
/*"INTRAT" -> "IEVALAB"*/
/*"INTRAT" -> "FLINEXP"*/
/*"INTRAT" -> "LINEXP"*/
/*"INTRAT" -> "ORDSET"*/
/*"INTRAT" -> "KONVERT"*/
/*"INTRAT" -> "PATMAB"*/
"INTRAT" -> "PFECAT"
/*"INTRAT" -> "ELTAB"*/
/*"INTRAT" -> "DIFRING"*/
/*"INTRAT" -> "DIFEXT"*/
/*"INTRAT" -> "STEP"*/
/*"INTRAT" -> "QFCAT"*/
/*"INTRAT" -> "FEVALAB"*/
/*"INTRAT" -> "PATAB"*/
/*"INTRAT" -> "FPATMAB"*/
/*"INTRAT" -> "TYPE"*/
/*"INTRAT" -> "OINTDOM"*/
/*"INTRAT" -> "ORDRING"*/
/*"INTRAT" -> "OAGROUP"*/
/*"INTRAT" -> "OCAMON"*/
/*"INTRAT" -> "OAMON"*/
/*"INTRAT" -> "OASGP"*/
/*"INTRAT" -> "REAL"*/

"INTRF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTRF"]
/*"INTRF" -> "INTDOM"*/
/*"INTRF" -> "COMRING"*/
/*"INTRF" -> "RING"*/
/*"INTRF" -> "RNG"*/
/*"INTRF" -> "ABELGRP"*/
/*"INTRF" -> "CABMON"*/
/*"INTRF" -> "ABELMON"*/
/*"INTRF" -> "ABELSG"*/
/*"INTRF" -> "SETCAT"*/
/*"INTRF" -> "BASTYPE"*/
/*"INTRF" -> "KOERCE"*/
/*"INTRF" -> "SGROUP"*/
/*"INTRF" -> "MONOID"*/
/*"INTRF" -> "LMODULE"*/
/*"INTRF" -> "BMODULE"*/
/*"INTRF" -> "RMODULE"*/
/*"INTRF" -> "ALGEBRA"*/
/*"INTRF" -> "MODULE"*/
/*"INTRF" -> "ENTIRER"*/
/*"INTRF" -> "RETRACT"*/
/*"INTRF" -> "CHARZ"*/
/*"INTRF" -> "POLYCAT"*/
/*"INTRF" -> "PDRING"*/
/*"INTRF" -> "FAMR"*/
/*"INTRF" -> "AMR"*/
/*"INTRF" -> "CHARNZ"*/
/*"INTRF" -> "FRETRCT"*/
/*"INTRF" -> "EVALAB"*/
/*"INTRF" -> "IEVALAB"*/
/*"INTRF" -> "FLINEXP"*/
/*"INTRF" -> "LINEXP"*/
/*"INTRF" -> "ORDSET"*/
/*"INTRF" -> "KONVERT"*/
/*"INTRF" -> "PATMAB"*/
/*"INTRF" -> "GCDDOM"*/
"INTRF" -> "PFECAT"
/*"INTRF" -> "UFD"*/
/*"INTRF" -> "QFCAT"*/
/*"INTRF" -> "FIELD"*/
/*"INTRF" -> "EUCDOM"*/
/*"INTRF" -> "PID"*/
/*"INTRF" -> "DIVRING"*/
/*"INTRF" -> "FEVALAB"*/
/*"INTRF" -> "ELTAB"*/
/*"INTRF" -> "DIFEXT"*/
/*"INTRF" -> "DIFRING"*/
/*"INTRF" -> "PATAB"*/
/*"INTRF" -> "FPATMAB"*/
/*"INTRF" -> "TYPE"*/
/*"INTRF" -> "STEP"*/
/*"INTRF" -> "OINTDOM"*/
/*"INTRF" -> "ORDRING"*/
/*"INTRF" -> "OAGROUP"*/
/*"INTRF" -> "OCAMON"*/
/*"INTRF" -> "OAMON"*/
/*"INTRF" -> "OASGP"*/
/*"INTRF" -> "REAL"*/
/*"INTRF" -> "UPOLYC"*/

"INTSLPE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTSLPE"]
/*"INTSLPE" -> "INT"*/
/*"INTSLPE" -> "VECTOR"*/
/*"INTSLPE" -> "IVECTOR"*/
/*"INTSLPE" -> "IARRAY1"*/
/*"INTSLPE" -> "INS"*/
/*"INTSLPE" -> "UFD"*/
/*"INTSLPE" -> "GCDDOM"*/
/*"INTSLPE" -> "INTDOM"*/
/*"INTSLPE" -> "COMRING"*/
/*"INTSLPE" -> "RING"*/
/*"INTSLPE" -> "RNG"*/
/*"INTSLPE" -> "ABELGRP"*/
/*"INTSLPE" -> "CABMON"*/
/*"INTSLPE" -> "ABELMON"*/
/*"INTSLPE" -> "ABELSG"*/
/*"INTSLPE" -> "SETCAT"*/
/*"INTSLPE" -> "BASTYPE"*/
/*"INTSLPE" -> "KOERCE"*/
/*"INTSLPE" -> "SGROUP"*/
/*"INTSLPE" -> "MONOID"*/
/*"INTSLPE" -> "LMODULE"*/
/*"INTSLPE" -> "BMODULE"*/
/*"INTSLPE" -> "RMODULE"*/
/*"INTSLPE" -> "ALGEBRA"*/
/*"INTSLPE" -> "MODULE"*/
/*"INTSLPE" -> "ENTIRER"*/
/*"INTSLPE" -> "EUCDOM"*/
/*"INTSLPE" -> "PID"*/
/*"INTSLPE" -> "OINTDOM"*/
/*"INTSLPE" -> "ORDRING"*/
/*"INTSLPE" -> "OAGROUP"*/
/*"INTSLPE" -> "OCAMON"*/
/*"INTSLPE" -> "OAMON"*/
/*"INTSLPE" -> "OASGP"*/
/*"INTSLPE" -> "ORDSET"*/
/*"INTSLPE" -> "DIFRING"*/
/*"INTSLPE" -> "KONVERT"*/
/*"INTSLPE" -> "RETRACT"*/
/*"INTSLPE" -> "LINEXP"*/
/*"INTSLPE" -> "PATMAB"*/
/*"INTSLPE" -> "CFCAT"*/
/*"INTSLPE" -> "REAL"*/
/*"INTSLPE" -> "CHARZ"*/
/*"INTSLPE" -> "STEP"*/
/*"INTSLPE" -> "UPOLYC"*/
/*"INTSLPE" -> "POLYCAT"*/
/*"INTSLPE" -> "PDRING"*/
/*"INTSLPE" -> "FAMR"*/
/*"INTSLPE" -> "AMR"*/
/*"INTSLPE" -> "CHARNZ"*/
/*"INTSLPE" -> "FRETRCT"*/
/*"INTSLPE" -> "EVALAB"*/
/*"INTSLPE" -> "IEVALAB"*/
/*"INTSLPE" -> "FLINEXP"*/
"INTSLPE" -> "PFECAT"
/*"INTSLPE" -> "ELTAB"*/
/*"INTSLPE" -> "DIFEXT"*/
/*"INTSLPE" -> "FIELD"*/
/*"INTSLPE" -> "DIVRING"*/
/*"INTSLPE" -> "LIST"*/
/*"INTSLPE" -> "ILIST"*/
/*"INTSLPE" -> "NNI"*/

"INTTR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTTR"]
/*"INTTR" -> "FIELD"*/
/*"INTTR" -> "EUCDOM"*/
/*"INTTR" -> "PID"*/
/*"INTTR" -> "GCDDOM"*/
/*"INTTR" -> "INTDOM"*/
/*"INTTR" -> "COMRING"*/
/*"INTTR" -> "RING"*/
/*"INTTR" -> "RNG"*/
/*"INTTR" -> "ABELGRP"*/
/*"INTTR" -> "CABMON"*/
/*"INTTR" -> "ABELMON"*/
/*"INTTR" -> "ABELSG"*/
/*"INTTR" -> "SETCAT"*/
/*"INTTR" -> "BASTYPE"*/
/*"INTTR" -> "KOERCE"*/
/*"INTTR" -> "SGROUP"*/
/*"INTTR" -> "MONOID"*/
/*"INTTR" -> "LMODULE"*/
/*"INTTR" -> "BMODULE"*/
/*"INTTR" -> "RMODULE"*/
/*"INTTR" -> "ALGEBRA"*/
/*"INTTR" -> "MODULE"*/
/*"INTTR" -> "ENTIRER"*/
/*"INTTR" -> "UFD"*/
/*"INTTR" -> "DIVRING"*/
/*"INTTR" -> "UPOLYC"*/
/*"INTTR" -> "POLYCAT"*/
/*"INTTR" -> "PDRING"*/
/*"INTTR" -> "FAMR"*/
/*"INTTR" -> "AMR"*/
/*"INTTR" -> "CHARZ"*/
/*"INTTR" -> "CHARNZ"*/
/*"INTTR" -> "FRETRCT"*/
/*"INTTR" -> "RETRACT"*/
/*"INTTR" -> "EVALAB"*/
/*"INTTR" -> "IEVALAB"*/
/*"INTTR" -> "FLINEXP"*/
/*"INTTR" -> "LINEXP"*/
/*"INTTR" -> "ORDSET"*/
/*"INTTR" -> "KONVERT"*/
/*"INTTR" -> "PATMAB"*/
"INTTR" -> "PFECAT"
/*"INTTR" -> "ELTAB"*/
/*"INTTR" -> "DIFRING"*/
/*"INTTR" -> "DIFEXT"*/
/*"INTTR" -> "STEP"*/
/*"INTTR" -> "QFCAT"*/
/*"INTTR" -> "FEVALAB"*/
/*"INTTR" -> "PATAB"*/
/*"INTTR" -> "FPATMAB"*/
/*"INTTR" -> "TYPE"*/
/*"INTTR" -> "OINTDOM"*/
/*"INTTR" -> "ORDRING"*/
/*"INTTR" -> "OAGROUP"*/
/*"INTTR" -> "OCAMON"*/
/*"INTTR" -> "OAMON"*/
/*"INTTR" -> "OASGP"*/
/*"INTTR" -> "REAL"*/
/*"INTTR" -> "BOOLEAN"*/
/*"INTTR" -> "NNI"*/
/*"INTTR" -> "INT"*/
/*"INTTR" -> "PRIMARR"*/
/*"INTTR" -> "INS"*/
/*"INTTR" -> "CFCAT"*/
/*"INTTR" -> "LIST"*/
/*"INTTR" -> "ILIST"*/
/*"INTTR" -> "PI"*/
/*"INTTR" -> "LSAGG-"*/
/*"INTTR" -> "STAGG-"*/
/*"INTTR" -> "ELAGG-"*/
/*"INTTR" -> "FLAGG-"*/
/*"INTTR" -> "URAGG-"*/
/*"INTTR" -> "LSAGG"*/
/*"INTTR" -> "STAGG"*/
/*"INTTR" -> "URAGG"*/
/*"INTTR" -> "RCAGG"*/
/*"INTTR" -> "HOAGG"*/
/*"INTTR" -> "AGG"*/
/*"INTTR" -> "LNAGG"*/
/*"INTTR" -> "IXAGG"*/
/*"INTTR" -> "ELTAGG"*/
/*"INTTR" -> "CLAGG"*/
/*"INTTR" -> "FLAGG"*/
/*"INTTR" -> "ELAGG"*/
/*"INTTR" -> "OM"*/
/*"INTTR" -> "SINT"*/

"ISUMP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ISUMP"]
/*"ISUMP" -> "OAMONS"*/
/*"ISUMP" -> "OCAMON"*/
/*"ISUMP" -> "OAMON"*/
/*"ISUMP" -> "OASGP"*/
/*"ISUMP" -> "ORDSET"*/
/*"ISUMP" -> "SETCAT"*/
/*"ISUMP" -> "BASTYPE"*/
/*"ISUMP" -> "KOERCE"*/
/*"ISUMP" -> "ABELMON"*/
/*"ISUMP" -> "ABELSG"*/
/*"ISUMP" -> "CABMON"*/
/*"ISUMP" -> "INTDOM"*/
/*"ISUMP" -> "COMRING"*/
/*"ISUMP" -> "RING"*/
/*"ISUMP" -> "RNG"*/
/*"ISUMP" -> "ABELGRP"*/
/*"ISUMP" -> "SGROUP"*/
/*"ISUMP" -> "MONOID"*/
/*"ISUMP" -> "LMODULE"*/
/*"ISUMP" -> "BMODULE"*/
/*"ISUMP" -> "RMODULE"*/
/*"ISUMP" -> "ALGEBRA"*/
/*"ISUMP" -> "MODULE"*/
/*"ISUMP" -> "ENTIRER"*/
/*"ISUMP" -> "POLYCAT"*/
/*"ISUMP" -> "PDRING"*/
/*"ISUMP" -> "FAMR"*/
/*"ISUMP" -> "AMR"*/
/*"ISUMP" -> "CHARZ"*/
/*"ISUMP" -> "CHARNZ"*/
/*"ISUMP" -> "FRETRCT"*/
/*"ISUMP" -> "RETRACT"*/
/*"ISUMP" -> "EVALAB"*/
/*"ISUMP" -> "IEVALAB"*/
/*"ISUMP" -> "FLINEXP"*/
/*"ISUMP" -> "LINEXP"*/
/*"ISUMP" -> "KONVERT"*/
/*"ISUMP" -> "PATMAB"*/
/*"ISUMP" -> "GCDDOM"*/
"ISUMP" -> "PFECAT"
/*"ISUMP" -> "UFD"*/
/*"ISUMP" -> "INS"*/
/*"ISUMP" -> "EUCDOM"*/
/*"ISUMP" -> "PID"*/
/*"ISUMP" -> "OINTDOM"*/
/*"ISUMP" -> "ORDRING"*/
/*"ISUMP" -> "OAGROUP"*/
/*"ISUMP" -> "DIFRING"*/
/*"ISUMP" -> "CFCAT"*/
/*"ISUMP" -> "REAL"*/
/*"ISUMP" -> "STEP"*/
/*"ISUMP" -> "QFCAT"*/
/*"ISUMP" -> "FIELD"*/
/*"ISUMP" -> "DIVRING"*/
/*"ISUMP" -> "FEVALAB"*/
/*"ISUMP" -> "ELTAB"*/
/*"ISUMP" -> "DIFEXT"*/
/*"ISUMP" -> "PATAB"*/
/*"ISUMP" -> "FPATMAB"*/
/*"ISUMP" -> "TYPE"*/
/*"ISUMP" -> "INT"*/
/*"ISUMP" -> "LIST"*/
/*"ISUMP" -> "BOOLEAN"*/
/*"ISUMP" -> "NNI"*/
/*"ISUMP" -> "ILIST"*/
/*"ISUMP" -> "INS-"*/
/*"ISUMP" -> "EUCDOM-"*/
/*"ISUMP" -> "UFD-"*/
/*"ISUMP" -> "GCDDOM-"*/

"LAUPOL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LAUPOL"]
/*"LAUPOL" -> "DIFEXT"*/
/*"LAUPOL" -> "RING"*/
/*"LAUPOL" -> "RNG"*/
/*"LAUPOL" -> "ABELGRP"*/
/*"LAUPOL" -> "CABMON"*/
/*"LAUPOL" -> "ABELMON"*/
/*"LAUPOL" -> "ABELSG"*/
/*"LAUPOL" -> "SETCAT"*/
/*"LAUPOL" -> "BASTYPE"*/
/*"LAUPOL" -> "KOERCE"*/
/*"LAUPOL" -> "SGROUP"*/
/*"LAUPOL" -> "MONOID"*/
/*"LAUPOL" -> "LMODULE"*/
/*"LAUPOL" -> "DIFRING"*/
/*"LAUPOL" -> "PDRING"*/
/*"LAUPOL" -> "INTDOM"*/
/*"LAUPOL" -> "COMRING"*/
/*"LAUPOL" -> "BMODULE"*/
/*"LAUPOL" -> "RMODULE"*/
/*"LAUPOL" -> "ALGEBRA"*/
/*"LAUPOL" -> "MODULE"*/
/*"LAUPOL" -> "ENTIRER"*/
/*"LAUPOL" -> "KONVERT"*/
/*"LAUPOL" -> "FRETRCT"*/
/*"LAUPOL" -> "RETRACT"*/
/*"LAUPOL" -> "CHARZ"*/
/*"LAUPOL" -> "CHARNZ"*/
/*"LAUPOL" -> "EUCDOM"*/
/*"LAUPOL" -> "PID"*/
/*"LAUPOL" -> "GCDDOM"*/
/*"LAUPOL" -> "FIELD"*/
/*"LAUPOL" -> "UFD"*/
/*"LAUPOL" -> "DIVRING"*/
/*"LAUPOL" -> "UPOLYC"*/
/*"LAUPOL" -> "POLYCAT"*/
/*"LAUPOL" -> "FAMR"*/
/*"LAUPOL" -> "AMR"*/
/*"LAUPOL" -> "EVALAB"*/
/*"LAUPOL" -> "IEVALAB"*/
/*"LAUPOL" -> "FLINEXP"*/
/*"LAUPOL" -> "LINEXP"*/
/*"LAUPOL" -> "ORDSET"*/
/*"LAUPOL" -> "PATMAB"*/
"LAUPOL" -> "PFECAT"
/*"LAUPOL" -> "ELTAB"*/
/*"LAUPOL" -> "STEP"*/
/*"LAUPOL" -> "INT"*/
/*"LAUPOL" -> "BOOLEAN"*/
/*"LAUPOL" -> "NNI"*/
/*"LAUPOL" -> "LIST"*/
/*"LAUPOL" -> "ILIST"*/
/*"LAUPOL" -> "LSAGG-"*/
/*"LAUPOL" -> "STAGG-"*/
/*"LAUPOL" -> "ELAGG-"*/
/*"LAUPOL" -> "LSAGG"*/
/*"LAUPOL" -> "STAGG"*/
/*"LAUPOL" -> "URAGG"*/
/*"LAUPOL" -> "RCAGG"*/
/*"LAUPOL" -> "HOAGG"*/
/*"LAUPOL" -> "AGG"*/
/*"LAUPOL" -> "TYPE"*/
/*"LAUPOL" -> "LNAGG"*/
/*"LAUPOL" -> "IXAGG"*/
/*"LAUPOL" -> "ELTAGG"*/
/*"LAUPOL" -> "CLAGG"*/
/*"LAUPOL" -> "FLAGG"*/
/*"LAUPOL" -> "ELAGG"*/
/*"LAUPOL" -> "OM"*/
/*"LAUPOL" -> "INS"*/
/*"LAUPOL" -> "OINTDOM"*/
/*"LAUPOL" -> "ORDRING"*/
/*"LAUPOL" -> "OAGROUP"*/
/*"LAUPOL" -> "OCAMON"*/
/*"LAUPOL" -> "OAMON"*/
/*"LAUPOL" -> "OASGP"*/
/*"LAUPOL" -> "CFCAT"*/
/*"LAUPOL" -> "REAL"*/

"LEADCDET" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LEADCDET"]
/*"LEADCDET" -> "ORDSET"*/
/*"LEADCDET" -> "SETCAT"*/
/*"LEADCDET" -> "BASTYPE"*/
/*"LEADCDET" -> "KOERCE"*/
/*"LEADCDET" -> "OAMONS"*/
/*"LEADCDET" -> "OCAMON"*/
/*"LEADCDET" -> "OAMON"*/
/*"LEADCDET" -> "OASGP"*/
/*"LEADCDET" -> "ABELMON"*/
/*"LEADCDET" -> "ABELSG"*/
/*"LEADCDET" -> "CABMON"*/
/*"LEADCDET" -> "EUCDOM"*/
/*"LEADCDET" -> "PID"*/
/*"LEADCDET" -> "GCDDOM"*/
/*"LEADCDET" -> "INTDOM"*/
/*"LEADCDET" -> "COMRING"*/
/*"LEADCDET" -> "RING"*/
/*"LEADCDET" -> "RNG"*/
/*"LEADCDET" -> "ABELGRP"*/
/*"LEADCDET" -> "SGROUP"*/
/*"LEADCDET" -> "MONOID"*/
/*"LEADCDET" -> "LMODULE"*/
/*"LEADCDET" -> "BMODULE"*/
/*"LEADCDET" -> "RMODULE"*/
/*"LEADCDET" -> "ALGEBRA"*/
/*"LEADCDET" -> "MODULE"*/
/*"LEADCDET" -> "ENTIRER"*/
/*"LEADCDET" -> "POLYCAT"*/
/*"LEADCDET" -> "PDRING"*/
/*"LEADCDET" -> "FAMR"*/
/*"LEADCDET" -> "AMR"*/
/*"LEADCDET" -> "CHARZ"*/
/*"LEADCDET" -> "CHARNZ"*/
/*"LEADCDET" -> "FRETRCT"*/
/*"LEADCDET" -> "RETRACT"*/
/*"LEADCDET" -> "EVALAB"*/
/*"LEADCDET" -> "IEVALAB"*/
/*"LEADCDET" -> "FLINEXP"*/
/*"LEADCDET" -> "LINEXP"*/
/*"LEADCDET" -> "KONVERT"*/
/*"LEADCDET" -> "PATMAB"*/
"LEADCDET" -> "PFECAT"
/*"LEADCDET" -> "UFD"*/
/*"LEADCDET" -> "SINT"*/
/*"LEADCDET" -> "NNI"*/
/*"LEADCDET" -> "INT"*/
/*"LEADCDET" -> "LIST"*/
/*"LEADCDET" -> "ILIST"*/
/*"LEADCDET" -> "LSAGG-"*/
/*"LEADCDET" -> "STAGG-"*/
/*"LEADCDET" -> "BOOLEAN"*/
/*"LEADCDET" -> "LSAGG"*/
/*"LEADCDET" -> "STAGG"*/
/*"LEADCDET" -> "URAGG"*/
/*"LEADCDET" -> "RCAGG"*/
/*"LEADCDET" -> "HOAGG"*/
/*"LEADCDET" -> "AGG"*/
/*"LEADCDET" -> "TYPE"*/
/*"LEADCDET" -> "LNAGG"*/
/*"LEADCDET" -> "IXAGG"*/
/*"LEADCDET" -> "ELTAGG"*/
/*"LEADCDET" -> "ELTAB"*/
/*"LEADCDET" -> "CLAGG"*/
/*"LEADCDET" -> "FLAGG"*/
/*"LEADCDET" -> "ELAGG"*/
/*"LEADCDET" -> "OM"*/
/*"LEADCDET" -> "PI"*/

"LGROBP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LGROBP"]
/*"LGROBP" -> "GCDDOM"*/
/*"LGROBP" -> "INTDOM"*/
/*"LGROBP" -> "COMRING"*/
/*"LGROBP" -> "RING"*/
/*"LGROBP" -> "RNG"*/
/*"LGROBP" -> "ABELGRP"*/
/*"LGROBP" -> "CABMON"*/
/*"LGROBP" -> "ABELMON"*/
/*"LGROBP" -> "ABELSG"*/
/*"LGROBP" -> "SETCAT"*/
/*"LGROBP" -> "BASTYPE"*/
/*"LGROBP" -> "KOERCE"*/
/*"LGROBP" -> "SGROUP"*/
/*"LGROBP" -> "MONOID"*/
/*"LGROBP" -> "LMODULE"*/
/*"LGROBP" -> "BMODULE"*/
/*"LGROBP" -> "RMODULE"*/
/*"LGROBP" -> "ALGEBRA"*/
/*"LGROBP" -> "MODULE"*/
/*"LGROBP" -> "ENTIRER"*/
/*"LGROBP" -> "VECTCAT"*/
/*"LGROBP" -> "A1AGG"*/
/*"LGROBP" -> "FLAGG"*/
/*"LGROBP" -> "LNAGG"*/
/*"LGROBP" -> "IXAGG"*/
/*"LGROBP" -> "HOAGG"*/
/*"LGROBP" -> "AGG"*/
/*"LGROBP" -> "TYPE"*/
/*"LGROBP" -> "EVALAB"*/
/*"LGROBP" -> "IEVALAB"*/
/*"LGROBP" -> "ELTAGG"*/
/*"LGROBP" -> "ELTAB"*/
/*"LGROBP" -> "CLAGG"*/
/*"LGROBP" -> "KONVERT"*/
/*"LGROBP" -> "ORDSET"*/
/*"LGROBP" -> "INT"*/
/*"LGROBP" -> "VECTOR"*/
/*"LGROBP" -> "IVECTOR"*/
/*"LGROBP" -> "IARRAY1"*/
/*"LGROBP" -> "SINT"*/
/*"LGROBP" -> "NNI"*/
/*"LGROBP" -> "LSAGG"*/
/*"LGROBP" -> "STAGG"*/
/*"LGROBP" -> "URAGG"*/
/*"LGROBP" -> "RCAGG"*/
/*"LGROBP" -> "ELAGG"*/
/*"LGROBP" -> "OM"*/
/*"LGROBP" -> "LIST"*/
/*"LGROBP" -> "ILIST"*/
"LGROBP" -> "DIRPCAT"
/*"LGROBP" -> "FRETRCT"*/
/*"LGROBP" -> "RETRACT"*/
/*"LGROBP" -> "DIFEXT"*/
/*"LGROBP" -> "DIFRING"*/
/*"LGROBP" -> "PDRING"*/
/*"LGROBP" -> "FLINEXP"*/
/*"LGROBP" -> "LINEXP"*/
/*"LGROBP" -> "FINITE"*/
/*"LGROBP" -> "ORDRING"*/
/*"LGROBP" -> "OAGROUP"*/
/*"LGROBP" -> "OCAMON"*/
/*"LGROBP" -> "OAMON"*/
/*"LGROBP" -> "OASGP"*/
/*"LGROBP" -> "OAMONS"*/
/*"LGROBP" -> "VSPACE"*/
/*"LGROBP" -> "FIELD"*/
/*"LGROBP" -> "EUCDOM"*/
/*"LGROBP" -> "PID"*/
/*"LGROBP" -> "UFD"*/
/*"LGROBP" -> "DIVRING"*/
/*"LGROBP" -> "ORDFIN"*/
/*"LGROBP" -> "PI"*/
/*"LGROBP" -> "BOOLEAN"*/
/*"LGROBP" -> "VECTCAT-"*/
/*"LGROBP" -> "LSAGG-"*/
/*"LGROBP" -> "STAGG-"*/
/*"LGROBP" -> "POLYCAT"*/
/*"LGROBP" -> "FAMR"*/
/*"LGROBP" -> "AMR"*/
/*"LGROBP" -> "CHARZ"*/
/*"LGROBP" -> "CHARNZ"*/
/*"LGROBP" -> "PATMAB"*/
"LGROBP" -> "PFECAT"
/*"LGROBP" -> "ELAGG-"*/
/*"LGROBP" -> "FLAGG-"*/
/*"LGROBP" -> "URAGG-"*/

"LIMITRF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LIMITRF"]
/*"LIMITRF" -> "GCDDOM"*/
/*"LIMITRF" -> "INTDOM"*/
/*"LIMITRF" -> "COMRING"*/
/*"LIMITRF" -> "RING"*/
/*"LIMITRF" -> "RNG"*/
/*"LIMITRF" -> "ABELGRP"*/
/*"LIMITRF" -> "CABMON"*/
/*"LIMITRF" -> "ABELMON"*/
/*"LIMITRF" -> "ABELSG"*/
/*"LIMITRF" -> "SETCAT"*/
/*"LIMITRF" -> "BASTYPE"*/
/*"LIMITRF" -> "KOERCE"*/
/*"LIMITRF" -> "SGROUP"*/
/*"LIMITRF" -> "MONOID"*/
/*"LIMITRF" -> "LMODULE"*/
/*"LIMITRF" -> "BMODULE"*/
/*"LIMITRF" -> "RMODULE"*/
/*"LIMITRF" -> "ALGEBRA"*/
/*"LIMITRF" -> "MODULE"*/
/*"LIMITRF" -> "ENTIRER"*/
/*"LIMITRF" -> "POLYCAT"*/
/*"LIMITRF" -> "PDRING"*/
/*"LIMITRF" -> "FAMR"*/
/*"LIMITRF" -> "AMR"*/
/*"LIMITRF" -> "CHARZ"*/
/*"LIMITRF" -> "CHARNZ"*/
/*"LIMITRF" -> "FRETRCT"*/
/*"LIMITRF" -> "RETRACT"*/
/*"LIMITRF" -> "EVALAB"*/
/*"LIMITRF" -> "IEVALAB"*/
/*"LIMITRF" -> "FLINEXP"*/
/*"LIMITRF" -> "LINEXP"*/
/*"LIMITRF" -> "ORDSET"*/
/*"LIMITRF" -> "KONVERT"*/
/*"LIMITRF" -> "PATMAB"*/
"LIMITRF" -> "PFECAT"
/*"LIMITRF" -> "UFD"*/
/*"LIMITRF" -> "QFCAT"*/
/*"LIMITRF" -> "FIELD"*/
/*"LIMITRF" -> "EUCDOM"*/
/*"LIMITRF" -> "PID"*/
/*"LIMITRF" -> "DIVRING"*/
/*"LIMITRF" -> "FEVALAB"*/
/*"LIMITRF" -> "ELTAB"*/
/*"LIMITRF" -> "DIFEXT"*/
/*"LIMITRF" -> "DIFRING"*/
/*"LIMITRF" -> "PATAB"*/
/*"LIMITRF" -> "FPATMAB"*/
/*"LIMITRF" -> "TYPE"*/
/*"LIMITRF" -> "STEP"*/
/*"LIMITRF" -> "OINTDOM"*/
/*"LIMITRF" -> "ORDRING"*/
/*"LIMITRF" -> "OAGROUP"*/
/*"LIMITRF" -> "OCAMON"*/
/*"LIMITRF" -> "OAMON"*/
/*"LIMITRF" -> "OASGP"*/
/*"LIMITRF" -> "REAL"*/
/*"LIMITRF" -> "INT"*/
/*"LIMITRF" -> "OM"*/
/*"LIMITRF" -> "UPOLYC"*/
/*"LIMITRF" -> "SINT"*/
/*"LIMITRF" -> "NNI"*/

"LINDEP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LINDEP"]
/*"LINDEP" -> "INTDOM"*/
/*"LINDEP" -> "COMRING"*/
/*"LINDEP" -> "RING"*/
/*"LINDEP" -> "RNG"*/
/*"LINDEP" -> "ABELGRP"*/
/*"LINDEP" -> "CABMON"*/
/*"LINDEP" -> "ABELMON"*/
/*"LINDEP" -> "ABELSG"*/
/*"LINDEP" -> "SETCAT"*/
/*"LINDEP" -> "BASTYPE"*/
/*"LINDEP" -> "KOERCE"*/
/*"LINDEP" -> "SGROUP"*/
/*"LINDEP" -> "MONOID"*/
/*"LINDEP" -> "LMODULE"*/
/*"LINDEP" -> "BMODULE"*/
/*"LINDEP" -> "RMODULE"*/
/*"LINDEP" -> "ALGEBRA"*/
/*"LINDEP" -> "MODULE"*/
/*"LINDEP" -> "ENTIRER"*/
/*"LINDEP" -> "LINEXP"*/
/*"LINDEP" -> "INT"*/
/*"LINDEP" -> "LIST"*/
/*"LINDEP" -> "ILIST"*/
/*"LINDEP" -> "VECTCAT"*/
/*"LINDEP" -> "A1AGG"*/
/*"LINDEP" -> "FLAGG"*/
/*"LINDEP" -> "LNAGG"*/
/*"LINDEP" -> "IXAGG"*/
/*"LINDEP" -> "HOAGG"*/
/*"LINDEP" -> "AGG"*/
/*"LINDEP" -> "TYPE"*/
/*"LINDEP" -> "EVALAB"*/
/*"LINDEP" -> "IEVALAB"*/
/*"LINDEP" -> "ELTAGG"*/
/*"LINDEP" -> "ELTAB"*/
/*"LINDEP" -> "CLAGG"*/
/*"LINDEP" -> "KONVERT"*/
/*"LINDEP" -> "ORDSET"*/
/*"LINDEP" -> "VECTOR"*/
/*"LINDEP" -> "IVECTOR"*/
/*"LINDEP" -> "IARRAY1"*/
/*"LINDEP" -> "VECTCAT-"*/
/*"LINDEP" -> "A1AGG-"*/
/*"LINDEP" -> "NNI"*/
/*"LINDEP" -> "BOOLEAN"*/
/*"LINDEP" -> "INS"*/
/*"LINDEP" -> "UFD"*/
/*"LINDEP" -> "GCDDOM"*/
/*"LINDEP" -> "EUCDOM"*/
/*"LINDEP" -> "PID"*/
/*"LINDEP" -> "OINTDOM"*/
/*"LINDEP" -> "ORDRING"*/
/*"LINDEP" -> "OAGROUP"*/
/*"LINDEP" -> "OCAMON"*/
/*"LINDEP" -> "OAMON"*/
/*"LINDEP" -> "OASGP"*/
/*"LINDEP" -> "DIFRING"*/
/*"LINDEP" -> "RETRACT"*/
/*"LINDEP" -> "PATMAB"*/
/*"LINDEP" -> "CFCAT"*/
/*"LINDEP" -> "REAL"*/
/*"LINDEP" -> "CHARZ"*/
/*"LINDEP" -> "STEP"*/
/*"LINDEP" -> "OM"*/
/*"LINDEP" -> "INS-"*/
/*"LINDEP" -> "FIELD"*/
/*"LINDEP" -> "DIVRING"*/
/*"LINDEP" -> "FLAGG-"*/
/*"LINDEP" -> "LNAGG-"*/
/*"LINDEP" -> "IXAGG-"*/
/*"LINDEP" -> "CLAGG-"*/
/*"LINDEP" -> "HOAGG-"*/
/*"LINDEP" -> "ORDSET-"*/
/*"LINDEP" -> "AGG-"*/
/*"LINDEP" -> "QFCAT"*/
/*"LINDEP" -> "FEVALAB"*/
/*"LINDEP" -> "DIFEXT"*/
/*"LINDEP" -> "PDRING"*/
/*"LINDEP" -> "FLINEXP"*/
/*"LINDEP" -> "PATAB"*/
/*"LINDEP" -> "FPATMAB"*/
/*"LINDEP" -> "CHARNZ"*/
"LINDEP" -> "PFECAT"

"LO" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LO"]
/*"LO" -> "MODULE"*/
/*"LO" -> "BMODULE"*/
/*"LO" -> "LMODULE"*/
/*"LO" -> "ABELGRP"*/
/*"LO" -> "CABMON"*/
/*"LO" -> "ABELMON"*/
/*"LO" -> "ABELSG"*/
/*"LO" -> "SETCAT"*/
/*"LO" -> "BASTYPE"*/
/*"LO" -> "KOERCE"*/
/*"LO" -> "RMODULE"*/
/*"LO" -> "OAGROUP"*/
/*"LO" -> "OCAMON"*/
/*"LO" -> "OAMON"*/
/*"LO" -> "OASGP"*/
/*"LO" -> "ORDSET"*/
/*"LO" -> "COMRING"*/
/*"LO" -> "RING"*/
/*"LO" -> "RNG"*/
/*"LO" -> "SGROUP"*/
/*"LO" -> "MONOID"*/
"LO" -> "STRING"
/*"LO" -> "CHAR"*/
/*"LO" -> "SINT"*/
/*"LO" -> "OUTFORM"*/
/*"LO" -> "LIST"*/
/*"LO" -> "INT"*/
/*"LO" -> "PRIMARR"*/
/*"LO" -> "A1AGG-"*/
/*"LO" -> "ISTRING"*/

"LPEFRAC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LPEFRAC"]
"LPEFRAC" -> "PFECAT"
/*"LPEFRAC" -> "UFD"*/
/*"LPEFRAC" -> "GCDDOM"*/
/*"LPEFRAC" -> "INTDOM"*/
/*"LPEFRAC" -> "COMRING"*/
/*"LPEFRAC" -> "RING"*/
/*"LPEFRAC" -> "RNG"*/
/*"LPEFRAC" -> "ABELGRP"*/
/*"LPEFRAC" -> "CABMON"*/
/*"LPEFRAC" -> "ABELMON"*/
/*"LPEFRAC" -> "ABELSG"*/
/*"LPEFRAC" -> "SETCAT"*/
/*"LPEFRAC" -> "BASTYPE"*/
/*"LPEFRAC" -> "KOERCE"*/
/*"LPEFRAC" -> "SGROUP"*/
/*"LPEFRAC" -> "MONOID"*/
/*"LPEFRAC" -> "LMODULE"*/
/*"LPEFRAC" -> "BMODULE"*/
/*"LPEFRAC" -> "RMODULE"*/
/*"LPEFRAC" -> "ALGEBRA"*/
/*"LPEFRAC" -> "MODULE"*/
/*"LPEFRAC" -> "ENTIRER"*/
/*"LPEFRAC" -> "QFCAT"*/
/*"LPEFRAC" -> "FIELD"*/
/*"LPEFRAC" -> "EUCDOM"*/
/*"LPEFRAC" -> "PID"*/
/*"LPEFRAC" -> "DIVRING"*/
/*"LPEFRAC" -> "RETRACT"*/
/*"LPEFRAC" -> "FEVALAB"*/
/*"LPEFRAC" -> "ELTAB"*/
/*"LPEFRAC" -> "EVALAB"*/
/*"LPEFRAC" -> "IEVALAB"*/
/*"LPEFRAC" -> "DIFEXT"*/
/*"LPEFRAC" -> "DIFRING"*/
/*"LPEFRAC" -> "PDRING"*/
/*"LPEFRAC" -> "FLINEXP"*/
/*"LPEFRAC" -> "LINEXP"*/
/*"LPEFRAC" -> "PATAB"*/
/*"LPEFRAC" -> "KONVERT"*/
/*"LPEFRAC" -> "FPATMAB"*/
/*"LPEFRAC" -> "TYPE"*/
/*"LPEFRAC" -> "PATMAB"*/
/*"LPEFRAC" -> "STEP"*/
/*"LPEFRAC" -> "ORDSET"*/
/*"LPEFRAC" -> "OINTDOM"*/
/*"LPEFRAC" -> "ORDRING"*/
/*"LPEFRAC" -> "OAGROUP"*/
/*"LPEFRAC" -> "OCAMON"*/
/*"LPEFRAC" -> "OAMON"*/
/*"LPEFRAC" -> "OASGP"*/
/*"LPEFRAC" -> "REAL"*/
/*"LPEFRAC" -> "CHARZ"*/
/*"LPEFRAC" -> "CHARNZ"*/

"LSPP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LSPP"]
/*"LSPP" -> "INTDOM"*/
/*"LSPP" -> "COMRING"*/
/*"LSPP" -> "RING"*/
/*"LSPP" -> "RNG"*/
/*"LSPP" -> "ABELGRP"*/
/*"LSPP" -> "CABMON"*/
/*"LSPP" -> "ABELMON"*/
/*"LSPP" -> "ABELSG"*/
/*"LSPP" -> "SETCAT"*/
/*"LSPP" -> "BASTYPE"*/
/*"LSPP" -> "KOERCE"*/
/*"LSPP" -> "SGROUP"*/
/*"LSPP" -> "MONOID"*/
/*"LSPP" -> "LMODULE"*/
/*"LSPP" -> "BMODULE"*/
/*"LSPP" -> "RMODULE"*/
/*"LSPP" -> "ALGEBRA"*/
/*"LSPP" -> "MODULE"*/
/*"LSPP" -> "ENTIRER"*/
/*"LSPP" -> "OAMONS"*/
/*"LSPP" -> "OCAMON"*/
/*"LSPP" -> "OAMON"*/
/*"LSPP" -> "OASGP"*/
/*"LSPP" -> "ORDSET"*/
/*"LSPP" -> "POLYCAT"*/
/*"LSPP" -> "PDRING"*/
/*"LSPP" -> "FAMR"*/
/*"LSPP" -> "AMR"*/
/*"LSPP" -> "CHARZ"*/
/*"LSPP" -> "CHARNZ"*/
/*"LSPP" -> "FRETRCT"*/
/*"LSPP" -> "RETRACT"*/
/*"LSPP" -> "EVALAB"*/
/*"LSPP" -> "IEVALAB"*/
/*"LSPP" -> "FLINEXP"*/
/*"LSPP" -> "LINEXP"*/
/*"LSPP" -> "KONVERT"*/
/*"LSPP" -> "PATMAB"*/
/*"LSPP" -> "GCDDOM"*/
"LSPP" -> "PFECAT"
/*"LSPP" -> "UFD"*/
/*"LSPP" -> "LSAGG"*/
/*"LSPP" -> "STAGG"*/
/*"LSPP" -> "URAGG"*/
/*"LSPP" -> "RCAGG"*/
/*"LSPP" -> "HOAGG"*/
/*"LSPP" -> "AGG"*/
/*"LSPP" -> "TYPE"*/
/*"LSPP" -> "LNAGG"*/
/*"LSPP" -> "IXAGG"*/
/*"LSPP" -> "ELTAGG"*/
/*"LSPP" -> "ELTAB"*/
/*"LSPP" -> "CLAGG"*/
/*"LSPP" -> "FLAGG"*/
/*"LSPP" -> "ELAGG"*/
/*"LSPP" -> "OM"*/
/*"LSPP" -> "INT"*/
/*"LSPP" -> "LIST"*/
/*"LSPP" -> "ILIST"*/
/*"LSPP" -> "VECTOR"*/
/*"LSPP" -> "IVECTOR"*/
/*"LSPP" -> "IARRAY1"*/
/*"LSPP" -> "SINT"*/
/*"LSPP" -> "NNI"*/
/*"LSPP" -> "BOOLEAN"*/
/*"LSPP" -> "VECTCAT"*/
/*"LSPP" -> "A1AGG"*/
/*"LSPP" -> "QFCAT"*/
/*"LSPP" -> "FIELD"*/
/*"LSPP" -> "EUCDOM"*/
/*"LSPP" -> "PID"*/
/*"LSPP" -> "DIVRING"*/
/*"LSPP" -> "FEVALAB"*/
/*"LSPP" -> "DIFEXT"*/
/*"LSPP" -> "DIFRING"*/
/*"LSPP" -> "PATAB"*/
/*"LSPP" -> "FPATMAB"*/
/*"LSPP" -> "STEP"*/
/*"LSPP" -> "OINTDOM"*/
/*"LSPP" -> "ORDRING"*/
/*"LSPP" -> "OAGROUP"*/
/*"LSPP" -> "REAL"*/

"MATLIN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MATLIN"]
/*"MATLIN" -> "COMRING"*/
/*"MATLIN" -> "RING"*/
/*"MATLIN" -> "RNG"*/
/*"MATLIN" -> "ABELGRP"*/
/*"MATLIN" -> "CABMON"*/
/*"MATLIN" -> "ABELMON"*/
/*"MATLIN" -> "ABELSG"*/
/*"MATLIN" -> "SETCAT"*/
/*"MATLIN" -> "BASTYPE"*/
/*"MATLIN" -> "KOERCE"*/
/*"MATLIN" -> "SGROUP"*/
/*"MATLIN" -> "MONOID"*/
/*"MATLIN" -> "LMODULE"*/
/*"MATLIN" -> "BMODULE"*/
/*"MATLIN" -> "RMODULE"*/
/*"MATLIN" -> "FLAGG"*/
/*"MATLIN" -> "LNAGG"*/
/*"MATLIN" -> "IXAGG"*/
/*"MATLIN" -> "HOAGG"*/
/*"MATLIN" -> "AGG"*/
/*"MATLIN" -> "TYPE"*/
/*"MATLIN" -> "EVALAB"*/
/*"MATLIN" -> "IEVALAB"*/
/*"MATLIN" -> "ELTAGG"*/
/*"MATLIN" -> "ELTAB"*/
/*"MATLIN" -> "CLAGG"*/
/*"MATLIN" -> "KONVERT"*/
/*"MATLIN" -> "ORDSET"*/
/*"MATLIN" -> "MATCAT"*/
/*"MATLIN" -> "ARR2CAT"*/
/*"MATLIN" -> "BOOLEAN"*/
/*"MATLIN" -> "INT"*/
/*"MATLIN" -> "PRIMARR"*/
/*"MATLIN" -> "LIST"*/
/*"MATLIN" -> "ILIST"*/
/*"MATLIN" -> "PI"*/
/*"MATLIN" -> "NNI"*/
/*"MATLIN" -> "A1AGG"*/
/*"MATLIN" -> "SINT"*/
/*"MATLIN" -> "INTDOM"*/
/*"MATLIN" -> "ALGEBRA"*/
/*"MATLIN" -> "MODULE"*/
/*"MATLIN" -> "ENTIRER"*/
/*"MATLIN" -> "FIELD"*/
/*"MATLIN" -> "EUCDOM"*/
/*"MATLIN" -> "PID"*/
/*"MATLIN" -> "GCDDOM"*/
/*"MATLIN" -> "UFD"*/
/*"MATLIN" -> "DIVRING"*/
/*"MATLIN" -> "VECTCAT"*/
/*"MATLIN" -> "QFCAT"*/
/*"MATLIN" -> "RETRACT"*/
/*"MATLIN" -> "FEVALAB"*/
/*"MATLIN" -> "DIFEXT"*/
/*"MATLIN" -> "DIFRING"*/
/*"MATLIN" -> "PDRING"*/
/*"MATLIN" -> "FLINEXP"*/
/*"MATLIN" -> "LINEXP"*/
/*"MATLIN" -> "PATAB"*/
/*"MATLIN" -> "FPATMAB"*/
/*"MATLIN" -> "PATMAB"*/
/*"MATLIN" -> "STEP"*/
/*"MATLIN" -> "OINTDOM"*/
/*"MATLIN" -> "ORDRING"*/
/*"MATLIN" -> "OAGROUP"*/
/*"MATLIN" -> "OCAMON"*/
/*"MATLIN" -> "OAMON"*/
/*"MATLIN" -> "OASGP"*/
/*"MATLIN" -> "REAL"*/
/*"MATLIN" -> "CHARZ"*/
/*"MATLIN" -> "CHARNZ"*/
"MATLIN" -> "PFECAT"
/*"MATLIN" -> "INS"*/
/*"MATLIN" -> "CFCAT"*/

"MCDEN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MCDEN"]
/*"MCDEN" -> "INTDOM"*/
/*"MCDEN" -> "COMRING"*/
/*"MCDEN" -> "RING"*/
/*"MCDEN" -> "RNG"*/
/*"MCDEN" -> "ABELGRP"*/
/*"MCDEN" -> "CABMON"*/
/*"MCDEN" -> "ABELMON"*/
/*"MCDEN" -> "ABELSG"*/
/*"MCDEN" -> "SETCAT"*/
/*"MCDEN" -> "BASTYPE"*/
/*"MCDEN" -> "KOERCE"*/
/*"MCDEN" -> "SGROUP"*/
/*"MCDEN" -> "MONOID"*/
/*"MCDEN" -> "LMODULE"*/
/*"MCDEN" -> "BMODULE"*/
/*"MCDEN" -> "RMODULE"*/
/*"MCDEN" -> "ALGEBRA"*/
/*"MCDEN" -> "MODULE"*/
/*"MCDEN" -> "ENTIRER"*/
/*"MCDEN" -> "QFCAT"*/
/*"MCDEN" -> "FIELD"*/
/*"MCDEN" -> "EUCDOM"*/
/*"MCDEN" -> "PID"*/
/*"MCDEN" -> "GCDDOM"*/
/*"MCDEN" -> "UFD"*/
/*"MCDEN" -> "DIVRING"*/
/*"MCDEN" -> "RETRACT"*/
/*"MCDEN" -> "FEVALAB"*/
/*"MCDEN" -> "ELTAB"*/
/*"MCDEN" -> "EVALAB"*/
/*"MCDEN" -> "IEVALAB"*/
/*"MCDEN" -> "DIFEXT"*/
/*"MCDEN" -> "DIFRING"*/
/*"MCDEN" -> "PDRING"*/
/*"MCDEN" -> "FLINEXP"*/
/*"MCDEN" -> "LINEXP"*/
/*"MCDEN" -> "PATAB"*/
/*"MCDEN" -> "KONVERT"*/
/*"MCDEN" -> "FPATMAB"*/
/*"MCDEN" -> "TYPE"*/
/*"MCDEN" -> "PATMAB"*/
/*"MCDEN" -> "STEP"*/
/*"MCDEN" -> "ORDSET"*/
/*"MCDEN" -> "OINTDOM"*/
/*"MCDEN" -> "ORDRING"*/
/*"MCDEN" -> "OAGROUP"*/
/*"MCDEN" -> "OCAMON"*/
/*"MCDEN" -> "OAMON"*/
/*"MCDEN" -> "OASGP"*/
/*"MCDEN" -> "REAL"*/
/*"MCDEN" -> "CHARZ"*/
/*"MCDEN" -> "CHARNZ"*/
"MCDEN" -> "PFECAT"
/*"MCDEN" -> "VECTCAT"*/
/*"MCDEN" -> "A1AGG"*/
/*"MCDEN" -> "FLAGG"*/
/*"MCDEN" -> "LNAGG"*/
/*"MCDEN" -> "IXAGG"*/
/*"MCDEN" -> "HOAGG"*/
/*"MCDEN" -> "AGG"*/
/*"MCDEN" -> "ELTAGG"*/
/*"MCDEN" -> "CLAGG"*/
/*"MCDEN" -> "LSAGG"*/
/*"MCDEN" -> "STAGG"*/
/*"MCDEN" -> "URAGG"*/
/*"MCDEN" -> "RCAGG"*/
/*"MCDEN" -> "ELAGG"*/
/*"MCDEN" -> "OM"*/
/*"MCDEN" -> "INT"*/
/*"MCDEN" -> "LIST"*/
/*"MCDEN" -> "ILIST"*/
/*"MCDEN" -> "LSAGG-"*/

"MDDFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MDDFACT"]
/*"MDDFACT" -> "UPOLYC"*/
/*"MDDFACT" -> "POLYCAT"*/
/*"MDDFACT" -> "PDRING"*/
/*"MDDFACT" -> "RING"*/
/*"MDDFACT" -> "RNG"*/
/*"MDDFACT" -> "ABELGRP"*/
/*"MDDFACT" -> "CABMON"*/
/*"MDDFACT" -> "ABELMON"*/
/*"MDDFACT" -> "ABELSG"*/
/*"MDDFACT" -> "SETCAT"*/
/*"MDDFACT" -> "BASTYPE"*/
/*"MDDFACT" -> "KOERCE"*/
/*"MDDFACT" -> "SGROUP"*/
/*"MDDFACT" -> "MONOID"*/
/*"MDDFACT" -> "LMODULE"*/
/*"MDDFACT" -> "FAMR"*/
/*"MDDFACT" -> "AMR"*/
/*"MDDFACT" -> "BMODULE"*/
/*"MDDFACT" -> "RMODULE"*/
/*"MDDFACT" -> "COMRING"*/
/*"MDDFACT" -> "ALGEBRA"*/
/*"MDDFACT" -> "MODULE"*/
/*"MDDFACT" -> "CHARZ"*/
/*"MDDFACT" -> "CHARNZ"*/
/*"MDDFACT" -> "INTDOM"*/
/*"MDDFACT" -> "ENTIRER"*/
/*"MDDFACT" -> "FRETRCT"*/
/*"MDDFACT" -> "RETRACT"*/
/*"MDDFACT" -> "EVALAB"*/
/*"MDDFACT" -> "IEVALAB"*/
/*"MDDFACT" -> "FLINEXP"*/
/*"MDDFACT" -> "LINEXP"*/
/*"MDDFACT" -> "ORDSET"*/
/*"MDDFACT" -> "KONVERT"*/
/*"MDDFACT" -> "PATMAB"*/
/*"MDDFACT" -> "GCDDOM"*/
"MDDFACT" -> "PFECAT"
/*"MDDFACT" -> "UFD"*/
/*"MDDFACT" -> "ELTAB"*/
/*"MDDFACT" -> "DIFRING"*/
/*"MDDFACT" -> "DIFEXT"*/
/*"MDDFACT" -> "STEP"*/
/*"MDDFACT" -> "EUCDOM"*/
/*"MDDFACT" -> "PID"*/
/*"MDDFACT" -> "FIELD"*/
/*"MDDFACT" -> "DIVRING"*/
/*"MDDFACT" -> "INT"*/
/*"MDDFACT" -> "INS-"*/
/*"MDDFACT" -> "EUCDOM-"*/
/*"MDDFACT" -> "INS"*/
/*"MDDFACT" -> "OINTDOM"*/
/*"MDDFACT" -> "ORDRING"*/
/*"MDDFACT" -> "OAGROUP"*/
/*"MDDFACT" -> "OCAMON"*/
/*"MDDFACT" -> "OAMON"*/
/*"MDDFACT" -> "OASGP"*/
/*"MDDFACT" -> "CFCAT"*/
/*"MDDFACT" -> "REAL"*/
/*"MDDFACT" -> "LIST"*/
/*"MDDFACT" -> "NNI"*/
/*"MDDFACT" -> "SINT"*/
/*"MDDFACT" -> "PI"*/
/*"MDDFACT" -> "ILIST"*/

"MFINFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MFINFACT"]
/*"MFINFACT" -> "ORDSET"*/
/*"MFINFACT" -> "SETCAT"*/
/*"MFINFACT" -> "BASTYPE"*/
/*"MFINFACT" -> "KOERCE"*/
/*"MFINFACT" -> "OAMONS"*/
/*"MFINFACT" -> "OCAMON"*/
/*"MFINFACT" -> "OAMON"*/
/*"MFINFACT" -> "OASGP"*/
/*"MFINFACT" -> "ABELMON"*/
/*"MFINFACT" -> "ABELSG"*/
/*"MFINFACT" -> "CABMON"*/
/*"MFINFACT" -> "FFIELDC"*/
/*"MFINFACT" -> "FPC"*/
/*"MFINFACT" -> "FIELD"*/
/*"MFINFACT" -> "EUCDOM"*/
/*"MFINFACT" -> "PID"*/
/*"MFINFACT" -> "GCDDOM"*/
/*"MFINFACT" -> "INTDOM"*/
/*"MFINFACT" -> "COMRING"*/
/*"MFINFACT" -> "RING"*/
/*"MFINFACT" -> "RNG"*/
/*"MFINFACT" -> "ABELGRP"*/
/*"MFINFACT" -> "SGROUP"*/
/*"MFINFACT" -> "MONOID"*/
/*"MFINFACT" -> "LMODULE"*/
/*"MFINFACT" -> "BMODULE"*/
/*"MFINFACT" -> "RMODULE"*/
/*"MFINFACT" -> "ALGEBRA"*/
/*"MFINFACT" -> "MODULE"*/
/*"MFINFACT" -> "ENTIRER"*/
/*"MFINFACT" -> "UFD"*/
/*"MFINFACT" -> "DIVRING"*/
/*"MFINFACT" -> "CHARNZ"*/
/*"MFINFACT" -> "FINITE"*/
/*"MFINFACT" -> "STEP"*/
/*"MFINFACT" -> "DIFRING"*/
/*"MFINFACT" -> "POLYCAT"*/
/*"MFINFACT" -> "PDRING"*/
/*"MFINFACT" -> "FAMR"*/
/*"MFINFACT" -> "AMR"*/
/*"MFINFACT" -> "CHARZ"*/
/*"MFINFACT" -> "FRETRCT"*/
/*"MFINFACT" -> "RETRACT"*/
/*"MFINFACT" -> "EVALAB"*/
/*"MFINFACT" -> "IEVALAB"*/
/*"MFINFACT" -> "FLINEXP"*/
/*"MFINFACT" -> "LINEXP"*/
/*"MFINFACT" -> "KONVERT"*/
/*"MFINFACT" -> "PATMAB"*/
"MFINFACT" -> "PFECAT"
/*"MFINFACT" -> "UPOLYC"*/
/*"MFINFACT" -> "ELTAB"*/
/*"MFINFACT" -> "DIFEXT"*/
/*"MFINFACT" -> "INT"*/
/*"MFINFACT" -> "LIST"*/
/*"MFINFACT" -> "ILIST"*/
/*"MFINFACT" -> "NNI"*/
/*"MFINFACT" -> "LSAGG-"*/
/*"MFINFACT" -> "STAGG-"*/
/*"MFINFACT" -> "ELAGG-"*/
/*"MFINFACT" -> "FLAGG-"*/
/*"MFINFACT" -> "BOOLEAN"*/
/*"MFINFACT" -> "PI"*/
/*"MFINFACT" -> "LSAGG"*/
/*"MFINFACT" -> "STAGG"*/
/*"MFINFACT" -> "URAGG"*/
/*"MFINFACT" -> "RCAGG"*/
/*"MFINFACT" -> "HOAGG"*/
/*"MFINFACT" -> "AGG"*/
/*"MFINFACT" -> "TYPE"*/
/*"MFINFACT" -> "LNAGG"*/
/*"MFINFACT" -> "IXAGG"*/
/*"MFINFACT" -> "ELTAGG"*/
/*"MFINFACT" -> "CLAGG"*/
/*"MFINFACT" -> "FLAGG"*/
/*"MFINFACT" -> "ELAGG"*/
/*"MFINFACT" -> "OM"*/
/*"MFINFACT" -> "SINT"*/

"MFLOAT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MFLOAT"]
/*"MFLOAT" -> "FPS"*/
/*"MFLOAT" -> "RNS"*/
/*"MFLOAT" -> "FIELD"*/
/*"MFLOAT" -> "EUCDOM"*/
/*"MFLOAT" -> "PID"*/
/*"MFLOAT" -> "GCDDOM"*/
/*"MFLOAT" -> "INTDOM"*/
/*"MFLOAT" -> "COMRING"*/
/*"MFLOAT" -> "RING"*/
/*"MFLOAT" -> "RNG"*/
/*"MFLOAT" -> "ABELGRP"*/
/*"MFLOAT" -> "CABMON"*/
/*"MFLOAT" -> "ABELMON"*/
/*"MFLOAT" -> "ABELSG"*/
/*"MFLOAT" -> "SETCAT"*/
/*"MFLOAT" -> "BASTYPE"*/
/*"MFLOAT" -> "KOERCE"*/
/*"MFLOAT" -> "SGROUP"*/
/*"MFLOAT" -> "MONOID"*/
/*"MFLOAT" -> "LMODULE"*/
/*"MFLOAT" -> "BMODULE"*/
/*"MFLOAT" -> "RMODULE"*/
/*"MFLOAT" -> "ALGEBRA"*/
/*"MFLOAT" -> "MODULE"*/
/*"MFLOAT" -> "ENTIRER"*/
/*"MFLOAT" -> "UFD"*/
/*"MFLOAT" -> "DIVRING"*/
/*"MFLOAT" -> "ORDRING"*/
/*"MFLOAT" -> "OAGROUP"*/
/*"MFLOAT" -> "OCAMON"*/
/*"MFLOAT" -> "OAMON"*/
/*"MFLOAT" -> "OASGP"*/
/*"MFLOAT" -> "ORDSET"*/
/*"MFLOAT" -> "REAL"*/
/*"MFLOAT" -> "KONVERT"*/
/*"MFLOAT" -> "RETRACT"*/
/*"MFLOAT" -> "RADCAT"*/
/*"MFLOAT" -> "PATMAB"*/
/*"MFLOAT" -> "CHARZ"*/
/*"MFLOAT" -> "FMTC"*/
/*"MFLOAT" -> "INS"*/
/*"MFLOAT" -> "OINTDOM"*/
/*"MFLOAT" -> "DIFRING"*/
/*"MFLOAT" -> "LINEXP"*/
/*"MFLOAT" -> "CFCAT"*/
/*"MFLOAT" -> "STEP"*/
/*"MFLOAT" -> "INT"*/
/*"MFLOAT" -> "PI"*/
/*"MFLOAT" -> "NNI"*/
/*"MFLOAT" -> "MONOID-"*/
/*"MFLOAT" -> "ABELSG-"*/
/*"MFLOAT" -> "SGROUP-"*/
/*"MFLOAT" -> "INS-"*/
/*"MFLOAT" -> "OM"*/
/*"MFLOAT" -> "EUCDOM-"*/
/*"MFLOAT" -> "UFD-"*/
/*"MFLOAT" -> "GCDDOM-"*/
/*"MFLOAT" -> "INTDOM-"*/
/*"MFLOAT" -> "ALGEBRA-"*/
/*"MFLOAT" -> "DIFRING-"*/
/*"MFLOAT" -> "ORDRING-"*/
"MFLOAT" -> "STRING"
/*"MFLOAT" -> "CHAR"*/
/*"MFLOAT" -> "SINT"*/
/*"MFLOAT" -> "OUTFORM"*/
/*"MFLOAT" -> "LIST"*/
/*"MFLOAT" -> "PRIMARR"*/
/*"MFLOAT" -> "A1AGG-"*/
/*"MFLOAT" -> "ISTRING"*/
/*"MFLOAT" -> "TRANFUN"*/
/*"MFLOAT" -> "TRIGCAT"*/
/*"MFLOAT" -> "ATRIG"*/
/*"MFLOAT" -> "HYPCAT"*/
/*"MFLOAT" -> "AHYP"*/
/*"MFLOAT" -> "ELEMFUN"*/
/*"MFLOAT" -> "BOOLEAN"*/

"MINT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MINT"]
/*"MINT" -> "FMTC"*/
/*"MINT" -> "INTDOM"*/
/*"MINT" -> "COMRING"*/
/*"MINT" -> "RING"*/
/*"MINT" -> "RNG"*/
/*"MINT" -> "ABELGRP"*/
/*"MINT" -> "CABMON"*/
/*"MINT" -> "ABELMON"*/
/*"MINT" -> "ABELSG"*/
/*"MINT" -> "SETCAT"*/
/*"MINT" -> "BASTYPE"*/
/*"MINT" -> "KOERCE"*/
/*"MINT" -> "SGROUP"*/
/*"MINT" -> "MONOID"*/
/*"MINT" -> "LMODULE"*/
/*"MINT" -> "BMODULE"*/
/*"MINT" -> "RMODULE"*/
/*"MINT" -> "ALGEBRA"*/
/*"MINT" -> "MODULE"*/
/*"MINT" -> "ENTIRER"*/
/*"MINT" -> "ORDSET"*/
/*"MINT" -> "RETRACT"*/
/*"MINT" -> "INS"*/
/*"MINT" -> "UFD"*/
/*"MINT" -> "GCDDOM"*/
/*"MINT" -> "EUCDOM"*/
/*"MINT" -> "PID"*/
/*"MINT" -> "OINTDOM"*/
/*"MINT" -> "ORDRING"*/
/*"MINT" -> "OAGROUP"*/
/*"MINT" -> "OCAMON"*/
/*"MINT" -> "OAMON"*/
/*"MINT" -> "OASGP"*/
/*"MINT" -> "DIFRING"*/
/*"MINT" -> "KONVERT"*/
/*"MINT" -> "LINEXP"*/
/*"MINT" -> "PATMAB"*/
/*"MINT" -> "CFCAT"*/
/*"MINT" -> "REAL"*/
/*"MINT" -> "CHARZ"*/
/*"MINT" -> "STEP"*/
/*"MINT" -> "PI"*/
/*"MINT" -> "NNI"*/
/*"MINT" -> "INT"*/
/*"MINT" -> "MONOID-"*/
/*"MINT" -> "ABELSG-"*/
/*"MINT" -> "SGROUP-"*/
"MINT" -> "STRING"
/*"MINT" -> "CHAR"*/
/*"MINT" -> "SINT"*/
/*"MINT" -> "OUTFORM"*/
/*"MINT" -> "LIST"*/
/*"MINT" -> "PRIMARR"*/
/*"MINT" -> "A1AGG-"*/
/*"MINT" -> "ISTRING"*/

"MLIFT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MLIFT"]
/*"MLIFT" -> "OAMONS"*/
/*"MLIFT" -> "OCAMON"*/
/*"MLIFT" -> "OAMON"*/
/*"MLIFT" -> "OASGP"*/
/*"MLIFT" -> "ORDSET"*/
/*"MLIFT" -> "SETCAT"*/
/*"MLIFT" -> "BASTYPE"*/
/*"MLIFT" -> "KOERCE"*/
/*"MLIFT" -> "ABELMON"*/
/*"MLIFT" -> "ABELSG"*/
/*"MLIFT" -> "CABMON"*/
/*"MLIFT" -> "EUCDOM"*/
/*"MLIFT" -> "PID"*/
/*"MLIFT" -> "GCDDOM"*/
/*"MLIFT" -> "INTDOM"*/
/*"MLIFT" -> "COMRING"*/
/*"MLIFT" -> "RING"*/
/*"MLIFT" -> "RNG"*/
/*"MLIFT" -> "ABELGRP"*/
/*"MLIFT" -> "SGROUP"*/
/*"MLIFT" -> "MONOID"*/
/*"MLIFT" -> "LMODULE"*/
/*"MLIFT" -> "BMODULE"*/
/*"MLIFT" -> "RMODULE"*/
/*"MLIFT" -> "ALGEBRA"*/
/*"MLIFT" -> "MODULE"*/
/*"MLIFT" -> "ENTIRER"*/
/*"MLIFT" -> "POLYCAT"*/
/*"MLIFT" -> "PDRING"*/
/*"MLIFT" -> "FAMR"*/
/*"MLIFT" -> "AMR"*/
/*"MLIFT" -> "CHARZ"*/
/*"MLIFT" -> "CHARNZ"*/
/*"MLIFT" -> "FRETRCT"*/
/*"MLIFT" -> "RETRACT"*/
/*"MLIFT" -> "EVALAB"*/
/*"MLIFT" -> "IEVALAB"*/
/*"MLIFT" -> "FLINEXP"*/
/*"MLIFT" -> "LINEXP"*/
/*"MLIFT" -> "KONVERT"*/
/*"MLIFT" -> "PATMAB"*/
"MLIFT" -> "PFECAT"
/*"MLIFT" -> "UFD"*/
/*"MLIFT" -> "LSAGG"*/
/*"MLIFT" -> "STAGG"*/
/*"MLIFT" -> "URAGG"*/
/*"MLIFT" -> "RCAGG"*/
/*"MLIFT" -> "HOAGG"*/
/*"MLIFT" -> "AGG"*/
/*"MLIFT" -> "TYPE"*/
/*"MLIFT" -> "LNAGG"*/
/*"MLIFT" -> "IXAGG"*/
/*"MLIFT" -> "ELTAGG"*/
/*"MLIFT" -> "ELTAB"*/
/*"MLIFT" -> "CLAGG"*/
/*"MLIFT" -> "FLAGG"*/
/*"MLIFT" -> "ELAGG"*/
/*"MLIFT" -> "OM"*/
/*"MLIFT" -> "INT"*/
/*"MLIFT" -> "LIST"*/
/*"MLIFT" -> "ILIST"*/
/*"MLIFT" -> "NNI"*/
/*"MLIFT" -> "SINT"*/
/*"MLIFT" -> "BOOLEAN"*/
/*"MLIFT" -> "LSAGG-"*/
/*"MLIFT" -> "STAGG-"*/
/*"MLIFT" -> "PI"*/

"MMAP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MMAP"]
/*"MMAP" -> "INTDOM"*/
/*"MMAP" -> "COMRING"*/
/*"MMAP" -> "RING"*/
/*"MMAP" -> "RNG"*/
/*"MMAP" -> "ABELGRP"*/
/*"MMAP" -> "CABMON"*/
/*"MMAP" -> "ABELMON"*/
/*"MMAP" -> "ABELSG"*/
/*"MMAP" -> "SETCAT"*/
/*"MMAP" -> "BASTYPE"*/
/*"MMAP" -> "KOERCE"*/
/*"MMAP" -> "SGROUP"*/
/*"MMAP" -> "MONOID"*/
/*"MMAP" -> "LMODULE"*/
/*"MMAP" -> "BMODULE"*/
/*"MMAP" -> "RMODULE"*/
/*"MMAP" -> "ALGEBRA"*/
/*"MMAP" -> "MODULE"*/
/*"MMAP" -> "ENTIRER"*/
/*"MMAP" -> "UPOLYC"*/
/*"MMAP" -> "POLYCAT"*/
/*"MMAP" -> "PDRING"*/
/*"MMAP" -> "FAMR"*/
/*"MMAP" -> "AMR"*/
/*"MMAP" -> "CHARZ"*/
/*"MMAP" -> "CHARNZ"*/
/*"MMAP" -> "FRETRCT"*/
/*"MMAP" -> "RETRACT"*/
/*"MMAP" -> "EVALAB"*/
/*"MMAP" -> "IEVALAB"*/
/*"MMAP" -> "FLINEXP"*/
/*"MMAP" -> "LINEXP"*/
/*"MMAP" -> "ORDSET"*/
/*"MMAP" -> "KONVERT"*/
/*"MMAP" -> "PATMAB"*/
/*"MMAP" -> "GCDDOM"*/
"MMAP" -> "PFECAT"
/*"MMAP" -> "UFD"*/
/*"MMAP" -> "ELTAB"*/
/*"MMAP" -> "DIFRING"*/
/*"MMAP" -> "DIFEXT"*/
/*"MMAP" -> "STEP"*/
/*"MMAP" -> "EUCDOM"*/
/*"MMAP" -> "PID"*/
/*"MMAP" -> "FIELD"*/
/*"MMAP" -> "DIVRING"*/
/*"MMAP" -> "QFCAT"*/
/*"MMAP" -> "FEVALAB"*/
/*"MMAP" -> "PATAB"*/
/*"MMAP" -> "FPATMAB"*/
/*"MMAP" -> "TYPE"*/
/*"MMAP" -> "OINTDOM"*/
/*"MMAP" -> "ORDRING"*/
/*"MMAP" -> "OAGROUP"*/
/*"MMAP" -> "OCAMON"*/
/*"MMAP" -> "OAMON"*/
/*"MMAP" -> "OASGP"*/
/*"MMAP" -> "REAL"*/

"MODMON" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MODMON"]
/*"MODMON" -> "UPOLYC"*/
/*"MODMON" -> "POLYCAT"*/
/*"MODMON" -> "PDRING"*/
/*"MODMON" -> "RING"*/
/*"MODMON" -> "RNG"*/
/*"MODMON" -> "ABELGRP"*/
/*"MODMON" -> "CABMON"*/
/*"MODMON" -> "ABELMON"*/
/*"MODMON" -> "ABELSG"*/
/*"MODMON" -> "SETCAT"*/
/*"MODMON" -> "BASTYPE"*/
/*"MODMON" -> "KOERCE"*/
/*"MODMON" -> "SGROUP"*/
/*"MODMON" -> "MONOID"*/
/*"MODMON" -> "LMODULE"*/
/*"MODMON" -> "FAMR"*/
/*"MODMON" -> "AMR"*/
/*"MODMON" -> "BMODULE"*/
/*"MODMON" -> "RMODULE"*/
/*"MODMON" -> "COMRING"*/
/*"MODMON" -> "ALGEBRA"*/
/*"MODMON" -> "MODULE"*/
/*"MODMON" -> "CHARZ"*/
/*"MODMON" -> "CHARNZ"*/
/*"MODMON" -> "INTDOM"*/
/*"MODMON" -> "ENTIRER"*/
/*"MODMON" -> "FRETRCT"*/
/*"MODMON" -> "RETRACT"*/
/*"MODMON" -> "EVALAB"*/
/*"MODMON" -> "IEVALAB"*/
/*"MODMON" -> "FLINEXP"*/
/*"MODMON" -> "LINEXP"*/
/*"MODMON" -> "ORDSET"*/
/*"MODMON" -> "KONVERT"*/
/*"MODMON" -> "PATMAB"*/
/*"MODMON" -> "GCDDOM"*/
"MODMON" -> "PFECAT"
/*"MODMON" -> "UFD"*/
/*"MODMON" -> "ELTAB"*/
/*"MODMON" -> "DIFRING"*/
/*"MODMON" -> "DIFEXT"*/
/*"MODMON" -> "STEP"*/
/*"MODMON" -> "EUCDOM"*/
/*"MODMON" -> "PID"*/
/*"MODMON" -> "FIELD"*/
/*"MODMON" -> "DIVRING"*/
/*"MODMON" -> "FINITE"*/
/*"MODMON" -> "NNI"*/
/*"MODMON" -> "INT"*/
/*"MODMON" -> "MONOID-"*/
/*"MODMON" -> "ABELMON-"*/
/*"MODMON" -> "PI"*/
/*"MODMON" -> "FFIELDC"*/
/*"MODMON" -> "FPC"*/
/*"MODMON" -> "PRIMARR"*/
/*"MODMON" -> "A1AGG-"*/
/*"MODMON" -> "FLAGG-"*/
/*"MODMON" -> "LNAGG-"*/
/*"MODMON" -> "IXAGG-"*/
/*"MODMON" -> "CLAGG-"*/
/*"MODMON" -> "HOAGG-"*/
/*"MODMON" -> "ORDSET-"*/
/*"MODMON" -> "AGG-"*/
/*"MODMON" -> "ELTAGG-"*/
/*"MODMON" -> "SETCAT-"*/
/*"MODMON" -> "BASTYPE-"*/
/*"MODMON" -> "BOOLEAN"*/
/*"MODMON" -> "SINT"*/
/*"MODMON" -> "A1AGG"*/
/*"MODMON" -> "FLAGG"*/
/*"MODMON" -> "LNAGG"*/
/*"MODMON" -> "IXAGG"*/
/*"MODMON" -> "HOAGG"*/
/*"MODMON" -> "AGG"*/
/*"MODMON" -> "TYPE"*/
/*"MODMON" -> "ELTAGG"*/
/*"MODMON" -> "CLAGG"*/
/*"MODMON" -> "VECTOR"*/
/*"MODMON" -> "IVECTOR"*/
/*"MODMON" -> "IARRAY1"*/
/*"MODMON" -> "FPS"*/
/*"MODMON" -> "RNS"*/
/*"MODMON" -> "ORDRING"*/
/*"MODMON" -> "OAGROUP"*/
/*"MODMON" -> "OCAMON"*/
/*"MODMON" -> "OAMON"*/
/*"MODMON" -> "OASGP"*/
/*"MODMON" -> "REAL"*/
/*"MODMON" -> "RADCAT"*/
/*"MODMON" -> "INS"*/
/*"MODMON" -> "OINTDOM"*/
/*"MODMON" -> "CFCAT"*/

"MONOTOOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MONOTOOL"]
/*"MONOTOOL" -> "FIELD"*/
/*"MONOTOOL" -> "EUCDOM"*/
/*"MONOTOOL" -> "PID"*/
/*"MONOTOOL" -> "GCDDOM"*/
/*"MONOTOOL" -> "INTDOM"*/
/*"MONOTOOL" -> "COMRING"*/
/*"MONOTOOL" -> "RING"*/
/*"MONOTOOL" -> "RNG"*/
/*"MONOTOOL" -> "ABELGRP"*/
/*"MONOTOOL" -> "CABMON"*/
/*"MONOTOOL" -> "ABELMON"*/
/*"MONOTOOL" -> "ABELSG"*/
/*"MONOTOOL" -> "SETCAT"*/
/*"MONOTOOL" -> "BASTYPE"*/
/*"MONOTOOL" -> "KOERCE"*/
/*"MONOTOOL" -> "SGROUP"*/
/*"MONOTOOL" -> "MONOID"*/
/*"MONOTOOL" -> "LMODULE"*/
/*"MONOTOOL" -> "BMODULE"*/
/*"MONOTOOL" -> "RMODULE"*/
/*"MONOTOOL" -> "ALGEBRA"*/
/*"MONOTOOL" -> "MODULE"*/
/*"MONOTOOL" -> "ENTIRER"*/
/*"MONOTOOL" -> "UFD"*/
/*"MONOTOOL" -> "DIVRING"*/
/*"MONOTOOL" -> "UPOLYC"*/
/*"MONOTOOL" -> "POLYCAT"*/
/*"MONOTOOL" -> "PDRING"*/
/*"MONOTOOL" -> "FAMR"*/
/*"MONOTOOL" -> "AMR"*/
/*"MONOTOOL" -> "CHARZ"*/
/*"MONOTOOL" -> "CHARNZ"*/
/*"MONOTOOL" -> "FRETRCT"*/
/*"MONOTOOL" -> "RETRACT"*/
/*"MONOTOOL" -> "EVALAB"*/
/*"MONOTOOL" -> "IEVALAB"*/
/*"MONOTOOL" -> "FLINEXP"*/
/*"MONOTOOL" -> "LINEXP"*/
/*"MONOTOOL" -> "ORDSET"*/
/*"MONOTOOL" -> "KONVERT"*/
/*"MONOTOOL" -> "PATMAB"*/
"MONOTOOL" -> "PFECAT"
/*"MONOTOOL" -> "ELTAB"*/
/*"MONOTOOL" -> "DIFRING"*/
/*"MONOTOOL" -> "DIFEXT"*/
/*"MONOTOOL" -> "STEP"*/
/*"MONOTOOL" -> "NNI"*/
/*"MONOTOOL" -> "INT"*/

"MPCPF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MPCPF"]
/*"MPCPF" -> "OAMONS"*/
/*"MPCPF" -> "OCAMON"*/
/*"MPCPF" -> "OAMON"*/
/*"MPCPF" -> "OASGP"*/
/*"MPCPF" -> "ORDSET"*/
/*"MPCPF" -> "SETCAT"*/
/*"MPCPF" -> "BASTYPE"*/
/*"MPCPF" -> "KOERCE"*/
/*"MPCPF" -> "ABELMON"*/
/*"MPCPF" -> "ABELSG"*/
/*"MPCPF" -> "CABMON"*/
/*"MPCPF" -> "EUCDOM"*/
/*"MPCPF" -> "PID"*/
/*"MPCPF" -> "GCDDOM"*/
/*"MPCPF" -> "INTDOM"*/
/*"MPCPF" -> "COMRING"*/
/*"MPCPF" -> "RING"*/
/*"MPCPF" -> "RNG"*/
/*"MPCPF" -> "ABELGRP"*/
/*"MPCPF" -> "SGROUP"*/
/*"MPCPF" -> "MONOID"*/
/*"MPCPF" -> "LMODULE"*/
/*"MPCPF" -> "BMODULE"*/
/*"MPCPF" -> "RMODULE"*/
/*"MPCPF" -> "ALGEBRA"*/
/*"MPCPF" -> "MODULE"*/
/*"MPCPF" -> "ENTIRER"*/
/*"MPCPF" -> "POLYCAT"*/
/*"MPCPF" -> "PDRING"*/
/*"MPCPF" -> "FAMR"*/
/*"MPCPF" -> "AMR"*/
/*"MPCPF" -> "CHARZ"*/
/*"MPCPF" -> "CHARNZ"*/
/*"MPCPF" -> "FRETRCT"*/
/*"MPCPF" -> "RETRACT"*/
/*"MPCPF" -> "EVALAB"*/
/*"MPCPF" -> "IEVALAB"*/
/*"MPCPF" -> "FLINEXP"*/
/*"MPCPF" -> "LINEXP"*/
/*"MPCPF" -> "KONVERT"*/
/*"MPCPF" -> "PATMAB"*/
"MPCPF" -> "PFECAT"
/*"MPCPF" -> "UFD"*/
/*"MPCPF" -> "INT"*/
/*"MPCPF" -> "OM"*/

"MPC2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MPC2"]
/*"MPC2" -> "ORDSET"*/
/*"MPC2" -> "SETCAT"*/
/*"MPC2" -> "BASTYPE"*/
/*"MPC2" -> "KOERCE"*/
/*"MPC2" -> "OAMONS"*/
/*"MPC2" -> "OCAMON"*/
/*"MPC2" -> "OAMON"*/
/*"MPC2" -> "OASGP"*/
/*"MPC2" -> "ABELMON"*/
/*"MPC2" -> "ABELSG"*/
/*"MPC2" -> "CABMON"*/
/*"MPC2" -> "RING"*/
/*"MPC2" -> "RNG"*/
/*"MPC2" -> "ABELGRP"*/
/*"MPC2" -> "SGROUP"*/
/*"MPC2" -> "MONOID"*/
/*"MPC2" -> "LMODULE"*/
/*"MPC2" -> "POLYCAT"*/
/*"MPC2" -> "PDRING"*/
/*"MPC2" -> "FAMR"*/
/*"MPC2" -> "AMR"*/
/*"MPC2" -> "BMODULE"*/
/*"MPC2" -> "RMODULE"*/
/*"MPC2" -> "COMRING"*/
/*"MPC2" -> "ALGEBRA"*/
/*"MPC2" -> "MODULE"*/
/*"MPC2" -> "CHARZ"*/
/*"MPC2" -> "CHARNZ"*/
/*"MPC2" -> "INTDOM"*/
/*"MPC2" -> "ENTIRER"*/
/*"MPC2" -> "FRETRCT"*/
/*"MPC2" -> "RETRACT"*/
/*"MPC2" -> "EVALAB"*/
/*"MPC2" -> "IEVALAB"*/
/*"MPC2" -> "FLINEXP"*/
/*"MPC2" -> "LINEXP"*/
/*"MPC2" -> "KONVERT"*/
/*"MPC2" -> "PATMAB"*/
/*"MPC2" -> "GCDDOM"*/
"MPC2" -> "PFECAT"
/*"MPC2" -> "UFD"*/
/*"MPC2" -> "NNI"*/
/*"MPC2" -> "INT"*/

"MPC3" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MPC3"]
/*"MPC3" -> "ORDSET"*/
/*"MPC3" -> "SETCAT"*/
/*"MPC3" -> "BASTYPE"*/
/*"MPC3" -> "KOERCE"*/
/*"MPC3" -> "OAMONS"*/
/*"MPC3" -> "OCAMON"*/
/*"MPC3" -> "OAMON"*/
/*"MPC3" -> "OASGP"*/
/*"MPC3" -> "ABELMON"*/
/*"MPC3" -> "ABELSG"*/
/*"MPC3" -> "CABMON"*/
/*"MPC3" -> "RING"*/
/*"MPC3" -> "RNG"*/
/*"MPC3" -> "ABELGRP"*/
/*"MPC3" -> "SGROUP"*/
/*"MPC3" -> "MONOID"*/
/*"MPC3" -> "LMODULE"*/
/*"MPC3" -> "POLYCAT"*/
/*"MPC3" -> "PDRING"*/
/*"MPC3" -> "FAMR"*/
/*"MPC3" -> "AMR"*/
/*"MPC3" -> "BMODULE"*/
/*"MPC3" -> "RMODULE"*/
/*"MPC3" -> "COMRING"*/
/*"MPC3" -> "ALGEBRA"*/
/*"MPC3" -> "MODULE"*/
/*"MPC3" -> "CHARZ"*/
/*"MPC3" -> "CHARNZ"*/
/*"MPC3" -> "INTDOM"*/
/*"MPC3" -> "ENTIRER"*/
/*"MPC3" -> "FRETRCT"*/
/*"MPC3" -> "RETRACT"*/
/*"MPC3" -> "EVALAB"*/
/*"MPC3" -> "IEVALAB"*/
/*"MPC3" -> "FLINEXP"*/
/*"MPC3" -> "LINEXP"*/
/*"MPC3" -> "KONVERT"*/
/*"MPC3" -> "PATMAB"*/
/*"MPC3" -> "GCDDOM"*/
"MPC3" -> "PFECAT"
/*"MPC3" -> "UFD"*/
/*"MPC3" -> "BOOLEAN"*/

"MPOLY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MPOLY"]
/*"MPOLY" -> "ORDFIN"*/
/*"MPOLY" -> "ORDSET"*/
/*"MPOLY" -> "SETCAT"*/
/*"MPOLY" -> "BASTYPE"*/
/*"MPOLY" -> "KOERCE"*/
/*"MPOLY" -> "FINITE"*/
/*"MPOLY" -> "POLYCAT"*/
/*"MPOLY" -> "PDRING"*/
/*"MPOLY" -> "RING"*/
/*"MPOLY" -> "RNG"*/
/*"MPOLY" -> "ABELGRP"*/
/*"MPOLY" -> "CABMON"*/
/*"MPOLY" -> "ABELMON"*/
/*"MPOLY" -> "ABELSG"*/
/*"MPOLY" -> "SGROUP"*/
/*"MPOLY" -> "MONOID"*/
/*"MPOLY" -> "LMODULE"*/
/*"MPOLY" -> "FAMR"*/
/*"MPOLY" -> "AMR"*/
/*"MPOLY" -> "BMODULE"*/
/*"MPOLY" -> "RMODULE"*/
/*"MPOLY" -> "COMRING"*/
/*"MPOLY" -> "ALGEBRA"*/
/*"MPOLY" -> "MODULE"*/
/*"MPOLY" -> "CHARZ"*/
/*"MPOLY" -> "CHARNZ"*/
/*"MPOLY" -> "INTDOM"*/
/*"MPOLY" -> "ENTIRER"*/
/*"MPOLY" -> "FRETRCT"*/
/*"MPOLY" -> "RETRACT"*/
/*"MPOLY" -> "EVALAB"*/
/*"MPOLY" -> "IEVALAB"*/
/*"MPOLY" -> "FLINEXP"*/
/*"MPOLY" -> "LINEXP"*/
/*"MPOLY" -> "KONVERT"*/
/*"MPOLY" -> "PATMAB"*/
/*"MPOLY" -> "GCDDOM"*/
"MPOLY" -> "PFECAT"
/*"MPOLY" -> "UFD"*/
/*"MPOLY" -> "FPS"*/
/*"MPOLY" -> "RNS"*/
/*"MPOLY" -> "FIELD"*/
/*"MPOLY" -> "EUCDOM"*/
/*"MPOLY" -> "PID"*/
/*"MPOLY" -> "DIVRING"*/
/*"MPOLY" -> "ORDRING"*/
/*"MPOLY" -> "OAGROUP"*/
/*"MPOLY" -> "OCAMON"*/
/*"MPOLY" -> "OAMON"*/
/*"MPOLY" -> "OASGP"*/
/*"MPOLY" -> "REAL"*/
/*"MPOLY" -> "RADCAT"*/
/*"MPOLY" -> "INS"*/
/*"MPOLY" -> "OINTDOM"*/
/*"MPOLY" -> "DIFRING"*/
/*"MPOLY" -> "CFCAT"*/
/*"MPOLY" -> "STEP"*/
/*"MPOLY" -> "UPOLYC"*/
/*"MPOLY" -> "ELTAB"*/
/*"MPOLY" -> "DIFEXT"*/

"MPRFF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MPRFF"]
/*"MPRFF" -> "OAMONS"*/
/*"MPRFF" -> "OCAMON"*/
/*"MPRFF" -> "OAMON"*/
/*"MPRFF" -> "OASGP"*/
/*"MPRFF" -> "ORDSET"*/
/*"MPRFF" -> "SETCAT"*/
/*"MPRFF" -> "BASTYPE"*/
/*"MPRFF" -> "KOERCE"*/
/*"MPRFF" -> "ABELMON"*/
/*"MPRFF" -> "ABELSG"*/
/*"MPRFF" -> "CABMON"*/
/*"MPRFF" -> "INTDOM"*/
/*"MPRFF" -> "COMRING"*/
/*"MPRFF" -> "RING"*/
/*"MPRFF" -> "RNG"*/
/*"MPRFF" -> "ABELGRP"*/
/*"MPRFF" -> "SGROUP"*/
/*"MPRFF" -> "MONOID"*/
/*"MPRFF" -> "LMODULE"*/
/*"MPRFF" -> "BMODULE"*/
/*"MPRFF" -> "RMODULE"*/
/*"MPRFF" -> "ALGEBRA"*/
/*"MPRFF" -> "MODULE"*/
/*"MPRFF" -> "ENTIRER"*/
/*"MPRFF" -> "POLYCAT"*/
/*"MPRFF" -> "PDRING"*/
/*"MPRFF" -> "FAMR"*/
/*"MPRFF" -> "AMR"*/
/*"MPRFF" -> "CHARZ"*/
/*"MPRFF" -> "CHARNZ"*/
/*"MPRFF" -> "FRETRCT"*/
/*"MPRFF" -> "RETRACT"*/
/*"MPRFF" -> "EVALAB"*/
/*"MPRFF" -> "IEVALAB"*/
/*"MPRFF" -> "FLINEXP"*/
/*"MPRFF" -> "LINEXP"*/
/*"MPRFF" -> "KONVERT"*/
/*"MPRFF" -> "PATMAB"*/
/*"MPRFF" -> "GCDDOM"*/
"MPRFF" -> "PFECAT"
/*"MPRFF" -> "UFD"*/
/*"MPRFF" -> "INS"*/
/*"MPRFF" -> "EUCDOM"*/
/*"MPRFF" -> "PID"*/
/*"MPRFF" -> "OINTDOM"*/
/*"MPRFF" -> "ORDRING"*/
/*"MPRFF" -> "OAGROUP"*/
/*"MPRFF" -> "DIFRING"*/
/*"MPRFF" -> "CFCAT"*/
/*"MPRFF" -> "REAL"*/
/*"MPRFF" -> "STEP"*/
/*"MPRFF" -> "QFCAT"*/
/*"MPRFF" -> "FIELD"*/
/*"MPRFF" -> "DIVRING"*/
/*"MPRFF" -> "FEVALAB"*/
/*"MPRFF" -> "ELTAB"*/
/*"MPRFF" -> "DIFEXT"*/
/*"MPRFF" -> "PATAB"*/
/*"MPRFF" -> "FPATMAB"*/
/*"MPRFF" -> "TYPE"*/
/*"MPRFF" -> "FFIELDC"*/
/*"MPRFF" -> "FPC"*/
/*"MPRFF" -> "FINITE"*/
/*"MPRFF" -> "BOOLEAN"*/
/*"MPRFF" -> "NNI"*/
/*"MPRFF" -> "INT"*/

"MRATFAC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MRATFAC"]
/*"MRATFAC" -> "OAMONS"*/
/*"MRATFAC" -> "OCAMON"*/
/*"MRATFAC" -> "OAMON"*/
/*"MRATFAC" -> "OASGP"*/
/*"MRATFAC" -> "ORDSET"*/
/*"MRATFAC" -> "SETCAT"*/
/*"MRATFAC" -> "BASTYPE"*/
/*"MRATFAC" -> "KOERCE"*/
/*"MRATFAC" -> "ABELMON"*/
/*"MRATFAC" -> "ABELSG"*/
/*"MRATFAC" -> "CABMON"*/
/*"MRATFAC" -> "EUCDOM"*/
/*"MRATFAC" -> "PID"*/
/*"MRATFAC" -> "GCDDOM"*/
/*"MRATFAC" -> "INTDOM"*/
/*"MRATFAC" -> "COMRING"*/
/*"MRATFAC" -> "RING"*/
/*"MRATFAC" -> "RNG"*/
/*"MRATFAC" -> "ABELGRP"*/
/*"MRATFAC" -> "SGROUP"*/
/*"MRATFAC" -> "MONOID"*/
/*"MRATFAC" -> "LMODULE"*/
/*"MRATFAC" -> "BMODULE"*/
/*"MRATFAC" -> "RMODULE"*/
/*"MRATFAC" -> "ALGEBRA"*/
/*"MRATFAC" -> "MODULE"*/
/*"MRATFAC" -> "ENTIRER"*/
/*"MRATFAC" -> "CHARZ"*/
/*"MRATFAC" -> "POLYCAT"*/
/*"MRATFAC" -> "PDRING"*/
/*"MRATFAC" -> "FAMR"*/
/*"MRATFAC" -> "AMR"*/
/*"MRATFAC" -> "CHARNZ"*/
/*"MRATFAC" -> "FRETRCT"*/
/*"MRATFAC" -> "RETRACT"*/
/*"MRATFAC" -> "EVALAB"*/
/*"MRATFAC" -> "IEVALAB"*/
/*"MRATFAC" -> "FLINEXP"*/
/*"MRATFAC" -> "LINEXP"*/
/*"MRATFAC" -> "KONVERT"*/
/*"MRATFAC" -> "PATMAB"*/
"MRATFAC" -> "PFECAT"
/*"MRATFAC" -> "UFD"*/
/*"MRATFAC" -> "QFCAT"*/
/*"MRATFAC" -> "FIELD"*/
/*"MRATFAC" -> "DIVRING"*/
/*"MRATFAC" -> "FEVALAB"*/
/*"MRATFAC" -> "ELTAB"*/
/*"MRATFAC" -> "DIFEXT"*/
/*"MRATFAC" -> "DIFRING"*/
/*"MRATFAC" -> "PATAB"*/
/*"MRATFAC" -> "FPATMAB"*/
/*"MRATFAC" -> "TYPE"*/
/*"MRATFAC" -> "STEP"*/
/*"MRATFAC" -> "OINTDOM"*/
/*"MRATFAC" -> "ORDRING"*/
/*"MRATFAC" -> "OAGROUP"*/
/*"MRATFAC" -> "REAL"*/
/*"MRATFAC" -> "PI"*/
/*"MRATFAC" -> "NNI"*/
/*"MRATFAC" -> "INT"*/
/*"MRATFAC" -> "INS"*/
/*"MRATFAC" -> "CFCAT"*/

"MULTSQFR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MULTSQFR"]
/*"MULTSQFR" -> "OAMONS"*/
/*"MULTSQFR" -> "OCAMON"*/
/*"MULTSQFR" -> "OAMON"*/
/*"MULTSQFR" -> "OASGP"*/
/*"MULTSQFR" -> "ORDSET"*/
/*"MULTSQFR" -> "SETCAT"*/
/*"MULTSQFR" -> "BASTYPE"*/
/*"MULTSQFR" -> "KOERCE"*/
/*"MULTSQFR" -> "ABELMON"*/
/*"MULTSQFR" -> "ABELSG"*/
/*"MULTSQFR" -> "CABMON"*/
/*"MULTSQFR" -> "EUCDOM"*/
/*"MULTSQFR" -> "PID"*/
/*"MULTSQFR" -> "GCDDOM"*/
/*"MULTSQFR" -> "INTDOM"*/
/*"MULTSQFR" -> "COMRING"*/
/*"MULTSQFR" -> "RING"*/
/*"MULTSQFR" -> "RNG"*/
/*"MULTSQFR" -> "ABELGRP"*/
/*"MULTSQFR" -> "SGROUP"*/
/*"MULTSQFR" -> "MONOID"*/
/*"MULTSQFR" -> "LMODULE"*/
/*"MULTSQFR" -> "BMODULE"*/
/*"MULTSQFR" -> "RMODULE"*/
/*"MULTSQFR" -> "ALGEBRA"*/
/*"MULTSQFR" -> "MODULE"*/
/*"MULTSQFR" -> "ENTIRER"*/
/*"MULTSQFR" -> "POLYCAT"*/
/*"MULTSQFR" -> "PDRING"*/
/*"MULTSQFR" -> "FAMR"*/
/*"MULTSQFR" -> "AMR"*/
/*"MULTSQFR" -> "CHARZ"*/
/*"MULTSQFR" -> "CHARNZ"*/
/*"MULTSQFR" -> "FRETRCT"*/
/*"MULTSQFR" -> "RETRACT"*/
/*"MULTSQFR" -> "EVALAB"*/
/*"MULTSQFR" -> "IEVALAB"*/
/*"MULTSQFR" -> "FLINEXP"*/
/*"MULTSQFR" -> "LINEXP"*/
/*"MULTSQFR" -> "KONVERT"*/
/*"MULTSQFR" -> "PATMAB"*/
"MULTSQFR" -> "PFECAT"
/*"MULTSQFR" -> "UFD"*/
/*"MULTSQFR" -> "PI"*/
/*"MULTSQFR" -> "NNI"*/
/*"MULTSQFR" -> "INT"*/
/*"MULTSQFR" -> "MONOID-"*/
/*"MULTSQFR" -> "ABELSG-"*/
/*"MULTSQFR" -> "SGROUP-"*/
/*"MULTSQFR" -> "BOOLEAN"*/
/*"MULTSQFR" -> "LIST"*/
/*"MULTSQFR" -> "ILIST"*/
/*"MULTSQFR" -> "LSAGG-"*/
/*"MULTSQFR" -> "STAGG-"*/
/*"MULTSQFR" -> "ELAGG-"*/
/*"MULTSQFR" -> "FLAGG-"*/
/*"MULTSQFR" -> "UPOLYC"*/
/*"MULTSQFR" -> "ELTAB"*/
/*"MULTSQFR" -> "DIFRING"*/
/*"MULTSQFR" -> "DIFEXT"*/
/*"MULTSQFR" -> "STEP"*/
/*"MULTSQFR" -> "FIELD"*/
/*"MULTSQFR" -> "DIVRING"*/
/*"MULTSQFR" -> "SINT"*/
/*"MULTSQFR" -> "LSAGG"*/
/*"MULTSQFR" -> "STAGG"*/
/*"MULTSQFR" -> "URAGG"*/
/*"MULTSQFR" -> "RCAGG"*/
/*"MULTSQFR" -> "HOAGG"*/
/*"MULTSQFR" -> "AGG"*/
/*"MULTSQFR" -> "TYPE"*/
/*"MULTSQFR" -> "LNAGG"*/
/*"MULTSQFR" -> "IXAGG"*/
/*"MULTSQFR" -> "ELTAGG"*/
/*"MULTSQFR" -> "CLAGG"*/
/*"MULTSQFR" -> "FLAGG"*/
/*"MULTSQFR" -> "ELAGG"*/
/*"MULTSQFR" -> "OM"*/
/*"MULTSQFR" -> "INS-"*/
/*"MULTSQFR" -> "EUCDOM-"*/
/*"MULTSQFR" -> "UFD-"*/
/*"MULTSQFR" -> "GCDDOM-"*/
/*"MULTSQFR" -> "INTDOM-"*/
/*"MULTSQFR" -> "ALGEBRA-"*/
/*"MULTSQFR" -> "DIFRING-"*/
/*"MULTSQFR" -> "ORDRING-"*/
/*"MULTSQFR" -> "MODULE-"*/
/*"MULTSQFR" -> "RING-"*/
/*"MULTSQFR" -> "ABELGRP-"*/
/*"MULTSQFR" -> "ABELMON-"*/

"NORMRETR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NORMRETR"]
/*"NORMRETR" -> "FFIELDC"*/
/*"NORMRETR" -> "FPC"*/
/*"NORMRETR" -> "FIELD"*/
/*"NORMRETR" -> "EUCDOM"*/
/*"NORMRETR" -> "PID"*/
/*"NORMRETR" -> "GCDDOM"*/
/*"NORMRETR" -> "INTDOM"*/
/*"NORMRETR" -> "COMRING"*/
/*"NORMRETR" -> "RING"*/
/*"NORMRETR" -> "RNG"*/
/*"NORMRETR" -> "ABELGRP"*/
/*"NORMRETR" -> "CABMON"*/
/*"NORMRETR" -> "ABELMON"*/
/*"NORMRETR" -> "ABELSG"*/
/*"NORMRETR" -> "SETCAT"*/
/*"NORMRETR" -> "BASTYPE"*/
/*"NORMRETR" -> "KOERCE"*/
/*"NORMRETR" -> "SGROUP"*/
/*"NORMRETR" -> "MONOID"*/
/*"NORMRETR" -> "LMODULE"*/
/*"NORMRETR" -> "BMODULE"*/
/*"NORMRETR" -> "RMODULE"*/
/*"NORMRETR" -> "ALGEBRA"*/
/*"NORMRETR" -> "MODULE"*/
/*"NORMRETR" -> "ENTIRER"*/
/*"NORMRETR" -> "UFD"*/
/*"NORMRETR" -> "DIVRING"*/
/*"NORMRETR" -> "CHARNZ"*/
/*"NORMRETR" -> "FINITE"*/
/*"NORMRETR" -> "STEP"*/
/*"NORMRETR" -> "DIFRING"*/
"NORMRETR" -> "FAXF"
/*"NORMRETR" -> "XF"*/
/*"NORMRETR" -> "RETRACT"*/
/*"NORMRETR" -> "VSPACE"*/
/*"NORMRETR" -> "CHARZ"*/
/*"NORMRETR" -> "UPOLYC"*/
/*"NORMRETR" -> "POLYCAT"*/
/*"NORMRETR" -> "PDRING"*/
/*"NORMRETR" -> "FAMR"*/
/*"NORMRETR" -> "AMR"*/
/*"NORMRETR" -> "FRETRCT"*/
/*"NORMRETR" -> "EVALAB"*/
/*"NORMRETR" -> "IEVALAB"*/
/*"NORMRETR" -> "FLINEXP"*/
/*"NORMRETR" -> "LINEXP"*/
/*"NORMRETR" -> "ORDSET"*/
/*"NORMRETR" -> "KONVERT"*/
/*"NORMRETR" -> "PATMAB"*/
"NORMRETR" -> "PFECAT"
/*"NORMRETR" -> "ELTAB"*/
/*"NORMRETR" -> "DIFEXT"*/
/*"NORMRETR" -> "SINT"*/
/*"NORMRETR" -> "PI"*/
/*"NORMRETR" -> "NNI"*/
/*"NORMRETR" -> "INT"*/
/*"NORMRETR" -> "LSAGG"*/
/*"NORMRETR" -> "STAGG"*/
/*"NORMRETR" -> "URAGG"*/
/*"NORMRETR" -> "RCAGG"*/
/*"NORMRETR" -> "HOAGG"*/
/*"NORMRETR" -> "AGG"*/
/*"NORMRETR" -> "TYPE"*/
/*"NORMRETR" -> "LNAGG"*/
/*"NORMRETR" -> "IXAGG"*/
/*"NORMRETR" -> "ELTAGG"*/
/*"NORMRETR" -> "CLAGG"*/
/*"NORMRETR" -> "FLAGG"*/
/*"NORMRETR" -> "ELAGG"*/
/*"NORMRETR" -> "OM"*/
/*"NORMRETR" -> "LIST"*/
/*"NORMRETR" -> "ILIST"*/
/*"NORMRETR" -> "BOOLEAN"*/

"NPCOEF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NPCOEF"]
/*"NPCOEF" -> "UPOLYC"*/
/*"NPCOEF" -> "POLYCAT"*/
/*"NPCOEF" -> "PDRING"*/
/*"NPCOEF" -> "RING"*/
/*"NPCOEF" -> "RNG"*/
/*"NPCOEF" -> "ABELGRP"*/
/*"NPCOEF" -> "CABMON"*/
/*"NPCOEF" -> "ABELMON"*/
/*"NPCOEF" -> "ABELSG"*/
/*"NPCOEF" -> "SETCAT"*/
/*"NPCOEF" -> "BASTYPE"*/
/*"NPCOEF" -> "KOERCE"*/
/*"NPCOEF" -> "SGROUP"*/
/*"NPCOEF" -> "MONOID"*/
/*"NPCOEF" -> "LMODULE"*/
/*"NPCOEF" -> "FAMR"*/
/*"NPCOEF" -> "AMR"*/
/*"NPCOEF" -> "BMODULE"*/
/*"NPCOEF" -> "RMODULE"*/
/*"NPCOEF" -> "COMRING"*/
/*"NPCOEF" -> "ALGEBRA"*/
/*"NPCOEF" -> "MODULE"*/
/*"NPCOEF" -> "CHARZ"*/
/*"NPCOEF" -> "CHARNZ"*/
/*"NPCOEF" -> "INTDOM"*/
/*"NPCOEF" -> "ENTIRER"*/
/*"NPCOEF" -> "FRETRCT"*/
/*"NPCOEF" -> "RETRACT"*/
/*"NPCOEF" -> "EVALAB"*/
/*"NPCOEF" -> "IEVALAB"*/
/*"NPCOEF" -> "FLINEXP"*/
/*"NPCOEF" -> "LINEXP"*/
/*"NPCOEF" -> "ORDSET"*/
/*"NPCOEF" -> "KONVERT"*/
/*"NPCOEF" -> "PATMAB"*/
/*"NPCOEF" -> "GCDDOM"*/
"NPCOEF" -> "PFECAT"
/*"NPCOEF" -> "UFD"*/
/*"NPCOEF" -> "ELTAB"*/
/*"NPCOEF" -> "DIFRING"*/
/*"NPCOEF" -> "DIFEXT"*/
/*"NPCOEF" -> "STEP"*/
/*"NPCOEF" -> "EUCDOM"*/
/*"NPCOEF" -> "PID"*/
/*"NPCOEF" -> "FIELD"*/
/*"NPCOEF" -> "DIVRING"*/
/*"NPCOEF" -> "OAMONS"*/
/*"NPCOEF" -> "OCAMON"*/
/*"NPCOEF" -> "OAMON"*/
/*"NPCOEF" -> "OASGP"*/
/*"NPCOEF" -> "INT"*/
/*"NPCOEF" -> "LIST"*/
/*"NPCOEF" -> "ILIST"*/
/*"NPCOEF" -> "SINT"*/
/*"NPCOEF" -> "NNI"*/
/*"NPCOEF" -> "VECTOR"*/
/*"NPCOEF" -> "LSAGG"*/
/*"NPCOEF" -> "STAGG"*/
/*"NPCOEF" -> "URAGG"*/
/*"NPCOEF" -> "RCAGG"*/
/*"NPCOEF" -> "HOAGG"*/
/*"NPCOEF" -> "AGG"*/
/*"NPCOEF" -> "TYPE"*/
/*"NPCOEF" -> "LNAGG"*/
/*"NPCOEF" -> "IXAGG"*/
/*"NPCOEF" -> "ELTAGG"*/
/*"NPCOEF" -> "CLAGG"*/
/*"NPCOEF" -> "FLAGG"*/
/*"NPCOEF" -> "ELAGG"*/
/*"NPCOEF" -> "OM"*/
/*"NPCOEF" -> "BOOLEAN"*/
/*"NPCOEF" -> "LSAGG-"*/
/*"NPCOEF" -> "STAGG-"*/
/*"NPCOEF" -> "ELAGG-"*/
/*"NPCOEF" -> "FLAGG-"*/
/*"NPCOEF" -> "PI"*/
/*"NPCOEF" -> "IVECTOR"*/
/*"NPCOEF" -> "IARRAY1"*/
/*"NPCOEF" -> "VECTCAT"*/
/*"NPCOEF" -> "A1AGG"*/

"NSUP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=NSUP"]
/*"NSUP" -> "UPOLYC"*/
/*"NSUP" -> "POLYCAT"*/
/*"NSUP" -> "PDRING"*/
/*"NSUP" -> "RING"*/
/*"NSUP" -> "RNG"*/
/*"NSUP" -> "ABELGRP"*/
/*"NSUP" -> "CABMON"*/
/*"NSUP" -> "ABELMON"*/
/*"NSUP" -> "ABELSG"*/
/*"NSUP" -> "SETCAT"*/
/*"NSUP" -> "BASTYPE"*/
/*"NSUP" -> "KOERCE"*/
/*"NSUP" -> "SGROUP"*/
/*"NSUP" -> "MONOID"*/
/*"NSUP" -> "LMODULE"*/
/*"NSUP" -> "FAMR"*/
/*"NSUP" -> "AMR"*/
/*"NSUP" -> "BMODULE"*/
/*"NSUP" -> "RMODULE"*/
/*"NSUP" -> "COMRING"*/
/*"NSUP" -> "ALGEBRA"*/
/*"NSUP" -> "MODULE"*/
/*"NSUP" -> "CHARZ"*/
/*"NSUP" -> "CHARNZ"*/
/*"NSUP" -> "INTDOM"*/
/*"NSUP" -> "ENTIRER"*/
/*"NSUP" -> "FRETRCT"*/
/*"NSUP" -> "RETRACT"*/
/*"NSUP" -> "EVALAB"*/
/*"NSUP" -> "IEVALAB"*/
/*"NSUP" -> "FLINEXP"*/
/*"NSUP" -> "LINEXP"*/
/*"NSUP" -> "ORDSET"*/
/*"NSUP" -> "KONVERT"*/
/*"NSUP" -> "PATMAB"*/
/*"NSUP" -> "GCDDOM"*/
"NSUP" -> "PFECAT"
/*"NSUP" -> "UFD"*/
/*"NSUP" -> "ELTAB"*/
/*"NSUP" -> "DIFRING"*/
/*"NSUP" -> "DIFEXT"*/
/*"NSUP" -> "STEP"*/
/*"NSUP" -> "EUCDOM"*/
/*"NSUP" -> "PID"*/
/*"NSUP" -> "FIELD"*/
/*"NSUP" -> "DIVRING"*/
/*"NSUP" -> "INT"*/
/*"NSUP" -> "LIST"*/
/*"NSUP" -> "ILIST"*/
/*"NSUP" -> "NNI"*/
/*"NSUP" -> "FPS"*/
/*"NSUP" -> "RNS"*/
/*"NSUP" -> "ORDRING"*/
/*"NSUP" -> "OAGROUP"*/
/*"NSUP" -> "OCAMON"*/
/*"NSUP" -> "OAMON"*/
/*"NSUP" -> "OASGP"*/
/*"NSUP" -> "REAL"*/
/*"NSUP" -> "RADCAT"*/
/*"NSUP" -> "INS"*/
/*"NSUP" -> "OINTDOM"*/
/*"NSUP" -> "CFCAT"*/

"NTPOLFN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NTPOLFN"]
/*"NTPOLFN" -> "COMRING"*/
/*"NTPOLFN" -> "RING"*/
/*"NTPOLFN" -> "RNG"*/
/*"NTPOLFN" -> "ABELGRP"*/
/*"NTPOLFN" -> "CABMON"*/
/*"NTPOLFN" -> "ABELMON"*/
/*"NTPOLFN" -> "ABELSG"*/
/*"NTPOLFN" -> "SETCAT"*/
/*"NTPOLFN" -> "BASTYPE"*/
/*"NTPOLFN" -> "KOERCE"*/
/*"NTPOLFN" -> "SGROUP"*/
/*"NTPOLFN" -> "MONOID"*/
/*"NTPOLFN" -> "LMODULE"*/
/*"NTPOLFN" -> "BMODULE"*/
/*"NTPOLFN" -> "RMODULE"*/
/*"NTPOLFN" -> "INS"*/
/*"NTPOLFN" -> "UFD"*/
/*"NTPOLFN" -> "GCDDOM"*/
/*"NTPOLFN" -> "INTDOM"*/
/*"NTPOLFN" -> "ALGEBRA"*/
/*"NTPOLFN" -> "MODULE"*/
/*"NTPOLFN" -> "ENTIRER"*/
/*"NTPOLFN" -> "EUCDOM"*/
/*"NTPOLFN" -> "PID"*/
/*"NTPOLFN" -> "OINTDOM"*/
/*"NTPOLFN" -> "ORDRING"*/
/*"NTPOLFN" -> "OAGROUP"*/
/*"NTPOLFN" -> "OCAMON"*/
/*"NTPOLFN" -> "OAMON"*/
/*"NTPOLFN" -> "OASGP"*/
/*"NTPOLFN" -> "ORDSET"*/
/*"NTPOLFN" -> "DIFRING"*/
/*"NTPOLFN" -> "KONVERT"*/
/*"NTPOLFN" -> "RETRACT"*/
/*"NTPOLFN" -> "LINEXP"*/
/*"NTPOLFN" -> "PATMAB"*/
/*"NTPOLFN" -> "CFCAT"*/
/*"NTPOLFN" -> "REAL"*/
/*"NTPOLFN" -> "CHARZ"*/
/*"NTPOLFN" -> "STEP"*/
/*"NTPOLFN" -> "NNI"*/
/*"NTPOLFN" -> "INT"*/
/*"NTPOLFN" -> "BOOLEAN"*/
/*"NTPOLFN" -> "QFCAT"*/
/*"NTPOLFN" -> "FIELD"*/
/*"NTPOLFN" -> "DIVRING"*/
/*"NTPOLFN" -> "FEVALAB"*/
/*"NTPOLFN" -> "ELTAB"*/
/*"NTPOLFN" -> "EVALAB"*/
/*"NTPOLFN" -> "IEVALAB"*/
/*"NTPOLFN" -> "DIFEXT"*/
/*"NTPOLFN" -> "PDRING"*/
/*"NTPOLFN" -> "FLINEXP"*/
/*"NTPOLFN" -> "PATAB"*/
/*"NTPOLFN" -> "FPATMAB"*/
/*"NTPOLFN" -> "TYPE"*/
/*"NTPOLFN" -> "CHARNZ"*/
"NTPOLFN" -> "PFECAT"

"ODP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ODP"]
"ODP" -> "DIRPCAT"
/*"ODP" -> "IXAGG"*/
/*"ODP" -> "HOAGG"*/
/*"ODP" -> "AGG"*/
/*"ODP" -> "TYPE"*/
/*"ODP" -> "SETCAT"*/
/*"ODP" -> "BASTYPE"*/
/*"ODP" -> "KOERCE"*/
/*"ODP" -> "EVALAB"*/
/*"ODP" -> "IEVALAB"*/
/*"ODP" -> "ELTAGG"*/
/*"ODP" -> "ELTAB"*/
/*"ODP" -> "FRETRCT"*/
/*"ODP" -> "RETRACT"*/
/*"ODP" -> "BMODULE"*/
/*"ODP" -> "LMODULE"*/
/*"ODP" -> "ABELGRP"*/
/*"ODP" -> "CABMON"*/
/*"ODP" -> "ABELMON"*/
/*"ODP" -> "ABELSG"*/
/*"ODP" -> "RMODULE"*/
/*"ODP" -> "DIFEXT"*/
/*"ODP" -> "RING"*/
/*"ODP" -> "RNG"*/
/*"ODP" -> "SGROUP"*/
/*"ODP" -> "MONOID"*/
/*"ODP" -> "DIFRING"*/
/*"ODP" -> "PDRING"*/
/*"ODP" -> "FLINEXP"*/
/*"ODP" -> "LINEXP"*/
/*"ODP" -> "FINITE"*/
/*"ODP" -> "ALGEBRA"*/
/*"ODP" -> "MODULE"*/
/*"ODP" -> "COMRING"*/
/*"ODP" -> "ORDRING"*/
/*"ODP" -> "OAGROUP"*/
/*"ODP" -> "OCAMON"*/
/*"ODP" -> "OAMON"*/
/*"ODP" -> "OASGP"*/
/*"ODP" -> "ORDSET"*/
/*"ODP" -> "OAMONS"*/
/*"ODP" -> "VSPACE"*/
/*"ODP" -> "FIELD"*/
/*"ODP" -> "EUCDOM"*/
/*"ODP" -> "PID"*/
/*"ODP" -> "GCDDOM"*/
/*"ODP" -> "INTDOM"*/
/*"ODP" -> "ENTIRER"*/
/*"ODP" -> "UFD"*/
/*"ODP" -> "DIVRING"*/
/*"ODP" -> "INS"*/
/*"ODP" -> "OINTDOM"*/
/*"ODP" -> "KONVERT"*/
/*"ODP" -> "PATMAB"*/
/*"ODP" -> "CFCAT"*/
/*"ODP" -> "REAL"*/
/*"ODP" -> "CHARZ"*/
/*"ODP" -> "STEP"*/
/*"ODP" -> "OM"*/

"ODEPRIM" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODEPRIM"]
/*"ODEPRIM" -> "FIELD"*/
/*"ODEPRIM" -> "EUCDOM"*/
/*"ODEPRIM" -> "PID"*/
/*"ODEPRIM" -> "GCDDOM"*/
/*"ODEPRIM" -> "INTDOM"*/
/*"ODEPRIM" -> "COMRING"*/
/*"ODEPRIM" -> "RING"*/
/*"ODEPRIM" -> "RNG"*/
/*"ODEPRIM" -> "ABELGRP"*/
/*"ODEPRIM" -> "CABMON"*/
/*"ODEPRIM" -> "ABELMON"*/
/*"ODEPRIM" -> "ABELSG"*/
/*"ODEPRIM" -> "SETCAT"*/
/*"ODEPRIM" -> "BASTYPE"*/
/*"ODEPRIM" -> "KOERCE"*/
/*"ODEPRIM" -> "SGROUP"*/
/*"ODEPRIM" -> "MONOID"*/
/*"ODEPRIM" -> "LMODULE"*/
/*"ODEPRIM" -> "BMODULE"*/
/*"ODEPRIM" -> "RMODULE"*/
/*"ODEPRIM" -> "ALGEBRA"*/
/*"ODEPRIM" -> "MODULE"*/
/*"ODEPRIM" -> "ENTIRER"*/
/*"ODEPRIM" -> "UFD"*/
/*"ODEPRIM" -> "DIVRING"*/
/*"ODEPRIM" -> "CHARZ"*/
/*"ODEPRIM" -> "RETRACT"*/
/*"ODEPRIM" -> "UPOLYC"*/
/*"ODEPRIM" -> "POLYCAT"*/
/*"ODEPRIM" -> "PDRING"*/
/*"ODEPRIM" -> "FAMR"*/
/*"ODEPRIM" -> "AMR"*/
/*"ODEPRIM" -> "CHARNZ"*/
/*"ODEPRIM" -> "FRETRCT"*/
/*"ODEPRIM" -> "EVALAB"*/
/*"ODEPRIM" -> "IEVALAB"*/
/*"ODEPRIM" -> "FLINEXP"*/
/*"ODEPRIM" -> "LINEXP"*/
/*"ODEPRIM" -> "ORDSET"*/
/*"ODEPRIM" -> "KONVERT"*/
/*"ODEPRIM" -> "PATMAB"*/
"ODEPRIM" -> "PFECAT"
/*"ODEPRIM" -> "ELTAB"*/
/*"ODEPRIM" -> "DIFRING"*/
/*"ODEPRIM" -> "DIFEXT"*/
/*"ODEPRIM" -> "STEP"*/
/*"ODEPRIM" -> "LODOCAT"*/
/*"ODEPRIM" -> "OREPCAT"*/
/*"ODEPRIM" -> "NNI"*/
/*"ODEPRIM" -> "INT"*/
/*"ODEPRIM" -> "LSAGG"*/
/*"ODEPRIM" -> "STAGG"*/
/*"ODEPRIM" -> "URAGG"*/
/*"ODEPRIM" -> "RCAGG"*/
/*"ODEPRIM" -> "HOAGG"*/
/*"ODEPRIM" -> "AGG"*/
/*"ODEPRIM" -> "TYPE"*/
/*"ODEPRIM" -> "LNAGG"*/
/*"ODEPRIM" -> "IXAGG"*/
/*"ODEPRIM" -> "ELTAGG"*/
/*"ODEPRIM" -> "CLAGG"*/
/*"ODEPRIM" -> "FLAGG"*/
/*"ODEPRIM" -> "ELAGG"*/
/*"ODEPRIM" -> "BOOLEAN"*/
/*"ODEPRIM" -> "LIST"*/
/*"ODEPRIM" -> "ILIST"*/
/*"ODEPRIM" -> "SINT"*/
/*"ODEPRIM" -> "PI"*/

"ODEPRRIC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODEPRRIC"]
/*"ODEPRRIC" -> "FIELD"*/
/*"ODEPRRIC" -> "EUCDOM"*/
/*"ODEPRRIC" -> "PID"*/
/*"ODEPRRIC" -> "GCDDOM"*/
/*"ODEPRRIC" -> "INTDOM"*/
/*"ODEPRRIC" -> "COMRING"*/
/*"ODEPRRIC" -> "RING"*/
/*"ODEPRRIC" -> "RNG"*/
/*"ODEPRRIC" -> "ABELGRP"*/
/*"ODEPRRIC" -> "CABMON"*/
/*"ODEPRRIC" -> "ABELMON"*/
/*"ODEPRRIC" -> "ABELSG"*/
/*"ODEPRRIC" -> "SETCAT"*/
/*"ODEPRRIC" -> "BASTYPE"*/
/*"ODEPRRIC" -> "KOERCE"*/
/*"ODEPRRIC" -> "SGROUP"*/
/*"ODEPRRIC" -> "MONOID"*/
/*"ODEPRRIC" -> "LMODULE"*/
/*"ODEPRRIC" -> "BMODULE"*/
/*"ODEPRRIC" -> "RMODULE"*/
/*"ODEPRRIC" -> "ALGEBRA"*/
/*"ODEPRRIC" -> "MODULE"*/
/*"ODEPRRIC" -> "ENTIRER"*/
/*"ODEPRRIC" -> "UFD"*/
/*"ODEPRRIC" -> "DIVRING"*/
/*"ODEPRRIC" -> "CHARZ"*/
/*"ODEPRRIC" -> "RETRACT"*/
/*"ODEPRRIC" -> "UPOLYC"*/
/*"ODEPRRIC" -> "POLYCAT"*/
/*"ODEPRRIC" -> "PDRING"*/
/*"ODEPRRIC" -> "FAMR"*/
/*"ODEPRRIC" -> "AMR"*/
/*"ODEPRRIC" -> "CHARNZ"*/
/*"ODEPRRIC" -> "FRETRCT"*/
/*"ODEPRRIC" -> "EVALAB"*/
/*"ODEPRRIC" -> "IEVALAB"*/
/*"ODEPRRIC" -> "FLINEXP"*/
/*"ODEPRRIC" -> "LINEXP"*/
/*"ODEPRRIC" -> "ORDSET"*/
/*"ODEPRRIC" -> "KONVERT"*/
/*"ODEPRRIC" -> "PATMAB"*/
"ODEPRRIC" -> "PFECAT"
/*"ODEPRRIC" -> "ELTAB"*/
/*"ODEPRRIC" -> "DIFRING"*/
/*"ODEPRRIC" -> "DIFEXT"*/
/*"ODEPRRIC" -> "STEP"*/
/*"ODEPRRIC" -> "LODOCAT"*/
/*"ODEPRRIC" -> "OREPCAT"*/
/*"ODEPRRIC" -> "SINT"*/
/*"ODEPRRIC" -> "INT"*/
/*"ODEPRRIC" -> "NNI"*/
/*"ODEPRRIC" -> "LIST"*/
/*"ODEPRRIC" -> "ILIST"*/
/*"ODEPRRIC" -> "LSAGG-"*/
/*"ODEPRRIC" -> "STAGG-"*/
/*"ODEPRRIC" -> "INS"*/
/*"ODEPRRIC" -> "OINTDOM"*/
/*"ODEPRRIC" -> "ORDRING"*/
/*"ODEPRRIC" -> "OAGROUP"*/
/*"ODEPRRIC" -> "OCAMON"*/
/*"ODEPRRIC" -> "OAMON"*/
/*"ODEPRRIC" -> "OASGP"*/
/*"ODEPRRIC" -> "CFCAT"*/
/*"ODEPRRIC" -> "REAL"*/
/*"ODEPRRIC" -> "OM"*/
/*"ODEPRRIC" -> "BOOLEAN"*/
/*"ODEPRRIC" -> "PI"*/
/*"ODEPRRIC" -> "LSAGG"*/
/*"ODEPRRIC" -> "STAGG"*/
/*"ODEPRRIC" -> "URAGG"*/
/*"ODEPRRIC" -> "RCAGG"*/
/*"ODEPRRIC" -> "HOAGG"*/
/*"ODEPRRIC" -> "AGG"*/
/*"ODEPRRIC" -> "TYPE"*/
/*"ODEPRRIC" -> "LNAGG"*/
/*"ODEPRRIC" -> "IXAGG"*/
/*"ODEPRRIC" -> "ELTAGG"*/
/*"ODEPRRIC" -> "CLAGG"*/
/*"ODEPRRIC" -> "FLAGG"*/
/*"ODEPRRIC" -> "ELAGG"*/
/*"ODEPRRIC" -> "OAMONS"*/
/*"ODEPRRIC" -> "INS-"*/
/*"ODEPRRIC" -> "EUCDOM-"*/
/*"ODEPRRIC" -> "UFD-"*/
/*"ODEPRRIC" -> "GCDDOM-"*/
/*"ODEPRRIC" -> "INTDOM-"*/
/*"ODEPRRIC" -> "ALGEBRA-"*/
/*"ODEPRRIC" -> "DIFRING-"*/
/*"ODEPRRIC" -> "ORDRING-"*/
/*"ODEPRRIC" -> "MODULE-"*/
/*"ODEPRRIC" -> "RING-"*/
/*"ODEPRRIC" -> "ABELGRP-"*/

"OMPKG" [color="#FF4488",href="bookvol10.4.pdf#nameddest=OMPKG"]
"OMPKG" -> "STRING"
/*"OMPKG" -> "CHAR"*/
/*"OMPKG" -> "SINT"*/
/*"OMPKG" -> "OUTFORM"*/
/*"OMPKG" -> "LIST"*/
/*"OMPKG" -> "INT"*/
/*"OMPKG" -> "PRIMARR"*/
/*"OMPKG" -> "A1AGG-"*/
/*"OMPKG" -> "ISTRING"*/
/*"OMPKG" -> "BOOLEAN"*/

"OMSERVER" [color="#FF4488",href="bookvol10.4.pdf#nameddest=OMSERVER"]
/*"OMSERVER" -> "BOOLEAN"*/
/*"OMSERVER" -> "INT"*/
/*"OMSERVER" -> "DFLOAT"*/
"OMSERVER" -> "STRING"
/*"OMSERVER" -> "CHAR"*/
/*"OMSERVER" -> "SINT"*/
/*"OMSERVER" -> "OUTFORM"*/
/*"OMSERVER" -> "LIST"*/
/*"OMSERVER" -> "PRIMARR"*/
/*"OMSERVER" -> "A1AGG-"*/

"PADEPAC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PADEPAC"]
/*"PADEPAC" -> "FIELD"*/
/*"PADEPAC" -> "EUCDOM"*/
/*"PADEPAC" -> "PID"*/
/*"PADEPAC" -> "GCDDOM"*/
/*"PADEPAC" -> "INTDOM"*/
/*"PADEPAC" -> "COMRING"*/
/*"PADEPAC" -> "RING"*/
/*"PADEPAC" -> "RNG"*/
/*"PADEPAC" -> "ABELGRP"*/
/*"PADEPAC" -> "CABMON"*/
/*"PADEPAC" -> "ABELMON"*/
/*"PADEPAC" -> "ABELSG"*/
/*"PADEPAC" -> "SETCAT"*/
/*"PADEPAC" -> "BASTYPE"*/
/*"PADEPAC" -> "KOERCE"*/
/*"PADEPAC" -> "SGROUP"*/
/*"PADEPAC" -> "MONOID"*/
/*"PADEPAC" -> "LMODULE"*/
/*"PADEPAC" -> "BMODULE"*/
/*"PADEPAC" -> "RMODULE"*/
/*"PADEPAC" -> "ALGEBRA"*/
/*"PADEPAC" -> "MODULE"*/
/*"PADEPAC" -> "ENTIRER"*/
/*"PADEPAC" -> "UFD"*/
/*"PADEPAC" -> "DIVRING"*/
/*"PADEPAC" -> "NNI"*/
/*"PADEPAC" -> "INT"*/
/*"PADEPAC" -> "UPOLYC"*/
/*"PADEPAC" -> "POLYCAT"*/
/*"PADEPAC" -> "PDRING"*/
/*"PADEPAC" -> "FAMR"*/
/*"PADEPAC" -> "AMR"*/
/*"PADEPAC" -> "CHARZ"*/
/*"PADEPAC" -> "CHARNZ"*/
/*"PADEPAC" -> "FRETRCT"*/
/*"PADEPAC" -> "RETRACT"*/
/*"PADEPAC" -> "EVALAB"*/
/*"PADEPAC" -> "IEVALAB"*/
/*"PADEPAC" -> "FLINEXP"*/
/*"PADEPAC" -> "LINEXP"*/
/*"PADEPAC" -> "ORDSET"*/
/*"PADEPAC" -> "KONVERT"*/
/*"PADEPAC" -> "PATMAB"*/
"PADEPAC" -> "PFECAT"
/*"PADEPAC" -> "ELTAB"*/
/*"PADEPAC" -> "DIFRING"*/
/*"PADEPAC" -> "DIFEXT"*/
/*"PADEPAC" -> "STEP"*/

"PADICRAT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PADICRAT"]
/*"PADICRAT" -> "QFCAT"*/
/*"PADICRAT" -> "FIELD"*/
/*"PADICRAT" -> "EUCDOM"*/
/*"PADICRAT" -> "PID"*/
/*"PADICRAT" -> "GCDDOM"*/
/*"PADICRAT" -> "INTDOM"*/
/*"PADICRAT" -> "COMRING"*/
/*"PADICRAT" -> "RING"*/
/*"PADICRAT" -> "RNG"*/
/*"PADICRAT" -> "ABELGRP"*/
/*"PADICRAT" -> "CABMON"*/
/*"PADICRAT" -> "ABELMON"*/
/*"PADICRAT" -> "ABELSG"*/
/*"PADICRAT" -> "SETCAT"*/
/*"PADICRAT" -> "BASTYPE"*/
/*"PADICRAT" -> "KOERCE"*/
/*"PADICRAT" -> "SGROUP"*/
/*"PADICRAT" -> "MONOID"*/
/*"PADICRAT" -> "LMODULE"*/
/*"PADICRAT" -> "BMODULE"*/
/*"PADICRAT" -> "RMODULE"*/
/*"PADICRAT" -> "ALGEBRA"*/
/*"PADICRAT" -> "MODULE"*/
/*"PADICRAT" -> "ENTIRER"*/
/*"PADICRAT" -> "UFD"*/
/*"PADICRAT" -> "DIVRING"*/
/*"PADICRAT" -> "RETRACT"*/
/*"PADICRAT" -> "FEVALAB"*/
/*"PADICRAT" -> "ELTAB"*/
/*"PADICRAT" -> "EVALAB"*/
/*"PADICRAT" -> "IEVALAB"*/
/*"PADICRAT" -> "DIFEXT"*/
/*"PADICRAT" -> "DIFRING"*/
/*"PADICRAT" -> "PDRING"*/
/*"PADICRAT" -> "FLINEXP"*/
/*"PADICRAT" -> "LINEXP"*/
/*"PADICRAT" -> "PATAB"*/
/*"PADICRAT" -> "KONVERT"*/
/*"PADICRAT" -> "FPATMAB"*/
/*"PADICRAT" -> "TYPE"*/
/*"PADICRAT" -> "PATMAB"*/
/*"PADICRAT" -> "STEP"*/
/*"PADICRAT" -> "ORDSET"*/
/*"PADICRAT" -> "OINTDOM"*/
/*"PADICRAT" -> "ORDRING"*/
/*"PADICRAT" -> "OAGROUP"*/
/*"PADICRAT" -> "OCAMON"*/
/*"PADICRAT" -> "OAMON"*/
/*"PADICRAT" -> "OASGP"*/
/*"PADICRAT" -> "REAL"*/
/*"PADICRAT" -> "CHARZ"*/
/*"PADICRAT" -> "CHARNZ"*/
"PADICRAT" -> "PFECAT"
/*"PADICRAT" -> "PADICCT"*/
/*"PADICRAT" -> "FPS"*/
/*"PADICRAT" -> "RNS"*/
/*"PADICRAT" -> "RADCAT"*/
/*"PADICRAT" -> "INS"*/
/*"PADICRAT" -> "CFCAT"*/
/*"PADICRAT" -> "UPOLYC"*/
/*"PADICRAT" -> "POLYCAT"*/
/*"PADICRAT" -> "FAMR"*/
/*"PADICRAT" -> "AMR"*/
/*"PADICRAT" -> "FRETRCT"*/

"PADICRC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PADICRC"]
/*"PADICRC" -> "QFCAT"*/
/*"PADICRC" -> "FIELD"*/
/*"PADICRC" -> "EUCDOM"*/
/*"PADICRC" -> "PID"*/
/*"PADICRC" -> "GCDDOM"*/
/*"PADICRC" -> "INTDOM"*/
/*"PADICRC" -> "COMRING"*/
/*"PADICRC" -> "RING"*/
/*"PADICRC" -> "RNG"*/
/*"PADICRC" -> "ABELGRP"*/
/*"PADICRC" -> "CABMON"*/
/*"PADICRC" -> "ABELMON"*/
/*"PADICRC" -> "ABELSG"*/
/*"PADICRC" -> "SETCAT"*/
/*"PADICRC" -> "BASTYPE"*/
/*"PADICRC" -> "KOERCE"*/
/*"PADICRC" -> "SGROUP"*/
/*"PADICRC" -> "MONOID"*/
/*"PADICRC" -> "LMODULE"*/
/*"PADICRC" -> "BMODULE"*/
/*"PADICRC" -> "RMODULE"*/
/*"PADICRC" -> "ALGEBRA"*/
/*"PADICRC" -> "MODULE"*/
/*"PADICRC" -> "ENTIRER"*/
/*"PADICRC" -> "UFD"*/
/*"PADICRC" -> "DIVRING"*/
/*"PADICRC" -> "RETRACT"*/
/*"PADICRC" -> "FEVALAB"*/
/*"PADICRC" -> "ELTAB"*/
/*"PADICRC" -> "EVALAB"*/
/*"PADICRC" -> "IEVALAB"*/
/*"PADICRC" -> "DIFEXT"*/
/*"PADICRC" -> "DIFRING"*/
/*"PADICRC" -> "PDRING"*/
/*"PADICRC" -> "FLINEXP"*/
/*"PADICRC" -> "LINEXP"*/
/*"PADICRC" -> "PATAB"*/
/*"PADICRC" -> "KONVERT"*/
/*"PADICRC" -> "FPATMAB"*/
/*"PADICRC" -> "TYPE"*/
/*"PADICRC" -> "PATMAB"*/
/*"PADICRC" -> "STEP"*/
/*"PADICRC" -> "ORDSET"*/
/*"PADICRC" -> "OINTDOM"*/
/*"PADICRC" -> "ORDRING"*/
/*"PADICRC" -> "OAGROUP"*/
/*"PADICRC" -> "OCAMON"*/
/*"PADICRC" -> "OAMON"*/
/*"PADICRC" -> "OASGP"*/
/*"PADICRC" -> "REAL"*/
/*"PADICRC" -> "CHARZ"*/
/*"PADICRC" -> "CHARNZ"*/
"PADICRC" -> "PFECAT"
/*"PADICRC" -> "PADICCT"*/
/*"PADICRC" -> "INT"*/
/*"PADICRC" -> "INS"*/
/*"PADICRC" -> "CFCAT"*/
/*"PADICRC" -> "BOOLEAN"*/
/*"PADICRC" -> "INS-"*/
/*"PADICRC" -> "LIST"*/
/*"PADICRC" -> "ILIST"*/
/*"PADICRC" -> "SINT"*/
/*"PADICRC" -> "NNI"*/
/*"PADICRC" -> "LSAGG"*/
/*"PADICRC" -> "STAGG"*/
/*"PADICRC" -> "URAGG"*/
/*"PADICRC" -> "RCAGG"*/
/*"PADICRC" -> "HOAGG"*/
/*"PADICRC" -> "AGG"*/
/*"PADICRC" -> "LNAGG"*/
/*"PADICRC" -> "IXAGG"*/
/*"PADICRC" -> "ELTAGG"*/
/*"PADICRC" -> "CLAGG"*/
/*"PADICRC" -> "FLAGG"*/
/*"PADICRC" -> "ELAGG"*/
/*"PADICRC" -> "OM"*/
/*"PADICRC" -> "LSAGG-"*/
/*"PADICRC" -> "FPS"*/
/*"PADICRC" -> "RNS"*/
/*"PADICRC" -> "RADCAT"*/
/*"PADICRC" -> "UPOLYC"*/
/*"PADICRC" -> "POLYCAT"*/
/*"PADICRC" -> "FAMR"*/
/*"PADICRC" -> "AMR"*/
/*"PADICRC" -> "FRETRCT"*/

"PCOMP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PCOMP"]
/*"PCOMP" -> "UPOLYC"*/
/*"PCOMP" -> "POLYCAT"*/
/*"PCOMP" -> "PDRING"*/
/*"PCOMP" -> "RING"*/
/*"PCOMP" -> "RNG"*/
/*"PCOMP" -> "ABELGRP"*/
/*"PCOMP" -> "CABMON"*/
/*"PCOMP" -> "ABELMON"*/
/*"PCOMP" -> "ABELSG"*/
/*"PCOMP" -> "SETCAT"*/
/*"PCOMP" -> "BASTYPE"*/
/*"PCOMP" -> "KOERCE"*/
/*"PCOMP" -> "SGROUP"*/
/*"PCOMP" -> "MONOID"*/
/*"PCOMP" -> "LMODULE"*/
/*"PCOMP" -> "FAMR"*/
/*"PCOMP" -> "AMR"*/
/*"PCOMP" -> "BMODULE"*/
/*"PCOMP" -> "RMODULE"*/
/*"PCOMP" -> "COMRING"*/
/*"PCOMP" -> "ALGEBRA"*/
/*"PCOMP" -> "MODULE"*/
/*"PCOMP" -> "CHARZ"*/
/*"PCOMP" -> "CHARNZ"*/
/*"PCOMP" -> "INTDOM"*/
/*"PCOMP" -> "ENTIRER"*/
/*"PCOMP" -> "FRETRCT"*/
/*"PCOMP" -> "RETRACT"*/
/*"PCOMP" -> "EVALAB"*/
/*"PCOMP" -> "IEVALAB"*/
/*"PCOMP" -> "FLINEXP"*/
/*"PCOMP" -> "LINEXP"*/
/*"PCOMP" -> "ORDSET"*/
/*"PCOMP" -> "KONVERT"*/
/*"PCOMP" -> "PATMAB"*/
/*"PCOMP" -> "GCDDOM"*/
"PCOMP" -> "PFECAT"
/*"PCOMP" -> "UFD"*/
/*"PCOMP" -> "ELTAB"*/
/*"PCOMP" -> "DIFRING"*/
/*"PCOMP" -> "DIFEXT"*/
/*"PCOMP" -> "STEP"*/
/*"PCOMP" -> "EUCDOM"*/
/*"PCOMP" -> "PID"*/
/*"PCOMP" -> "FIELD"*/
/*"PCOMP" -> "DIVRING"*/
/*"PCOMP" -> "BOOLEAN"*/

"PDECOMP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PDECOMP"]
/*"PDECOMP" -> "UPOLYC"*/
/*"PDECOMP" -> "POLYCAT"*/
/*"PDECOMP" -> "PDRING"*/
/*"PDECOMP" -> "RING"*/
/*"PDECOMP" -> "RNG"*/
/*"PDECOMP" -> "ABELGRP"*/
/*"PDECOMP" -> "CABMON"*/
/*"PDECOMP" -> "ABELMON"*/
/*"PDECOMP" -> "ABELSG"*/
/*"PDECOMP" -> "SETCAT"*/
/*"PDECOMP" -> "BASTYPE"*/
/*"PDECOMP" -> "KOERCE"*/
/*"PDECOMP" -> "SGROUP"*/
/*"PDECOMP" -> "MONOID"*/
/*"PDECOMP" -> "LMODULE"*/
/*"PDECOMP" -> "FAMR"*/
/*"PDECOMP" -> "AMR"*/
/*"PDECOMP" -> "BMODULE"*/
/*"PDECOMP" -> "RMODULE"*/
/*"PDECOMP" -> "COMRING"*/
/*"PDECOMP" -> "ALGEBRA"*/
/*"PDECOMP" -> "MODULE"*/
/*"PDECOMP" -> "CHARZ"*/
/*"PDECOMP" -> "CHARNZ"*/
/*"PDECOMP" -> "INTDOM"*/
/*"PDECOMP" -> "ENTIRER"*/
/*"PDECOMP" -> "FRETRCT"*/
/*"PDECOMP" -> "RETRACT"*/
/*"PDECOMP" -> "EVALAB"*/
/*"PDECOMP" -> "IEVALAB"*/
/*"PDECOMP" -> "FLINEXP"*/
/*"PDECOMP" -> "LINEXP"*/
/*"PDECOMP" -> "ORDSET"*/
/*"PDECOMP" -> "KONVERT"*/
/*"PDECOMP" -> "PATMAB"*/
/*"PDECOMP" -> "GCDDOM"*/
"PDECOMP" -> "PFECAT"
/*"PDECOMP" -> "UFD"*/
/*"PDECOMP" -> "ELTAB"*/
/*"PDECOMP" -> "DIFRING"*/
/*"PDECOMP" -> "DIFEXT"*/
/*"PDECOMP" -> "STEP"*/
/*"PDECOMP" -> "EUCDOM"*/
/*"PDECOMP" -> "PID"*/
/*"PDECOMP" -> "FIELD"*/
/*"PDECOMP" -> "DIVRING"*/
/*"PDECOMP" -> "SINT"*/
/*"PDECOMP" -> "NNI"*/
/*"PDECOMP" -> "INT"*/
/*"PDECOMP" -> "BOOLEAN"*/
/*"PDECOMP" -> "LIST"*/

"PF" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PF"]
/*"PF" -> "FFIELDC"*/
/*"PF" -> "FPC"*/
/*"PF" -> "FIELD"*/
/*"PF" -> "EUCDOM"*/
/*"PF" -> "PID"*/
/*"PF" -> "GCDDOM"*/
/*"PF" -> "INTDOM"*/
/*"PF" -> "COMRING"*/
/*"PF" -> "RING"*/
/*"PF" -> "RNG"*/
/*"PF" -> "ABELGRP"*/
/*"PF" -> "CABMON"*/
/*"PF" -> "ABELMON"*/
/*"PF" -> "ABELSG"*/
/*"PF" -> "SETCAT"*/
/*"PF" -> "BASTYPE"*/
/*"PF" -> "KOERCE"*/
/*"PF" -> "SGROUP"*/
/*"PF" -> "MONOID"*/
/*"PF" -> "LMODULE"*/
/*"PF" -> "BMODULE"*/
/*"PF" -> "RMODULE"*/
/*"PF" -> "ALGEBRA"*/
/*"PF" -> "MODULE"*/
/*"PF" -> "ENTIRER"*/
/*"PF" -> "UFD"*/
/*"PF" -> "DIVRING"*/
/*"PF" -> "CHARNZ"*/
/*"PF" -> "FINITE"*/
/*"PF" -> "STEP"*/
/*"PF" -> "DIFRING"*/
"PF" -> "FAXF"
/*"PF" -> "XF"*/
/*"PF" -> "RETRACT"*/
/*"PF" -> "VSPACE"*/
/*"PF" -> "CHARZ"*/
/*"PF" -> "KONVERT"*/
/*"PF" -> "OAMONS"*/
/*"PF" -> "OCAMON"*/
/*"PF" -> "OAMON"*/
/*"PF" -> "OASGP"*/
/*"PF" -> "ORDSET"*/
/*"PF" -> "INS"*/
/*"PF" -> "OINTDOM"*/
/*"PF" -> "ORDRING"*/
/*"PF" -> "OAGROUP"*/
/*"PF" -> "LINEXP"*/
/*"PF" -> "PATMAB"*/
/*"PF" -> "CFCAT"*/
/*"PF" -> "REAL"*/

"PFBR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PFBR"]
"PFBR" -> "PFECAT"
/*"PFBR" -> "UFD"*/
/*"PFBR" -> "GCDDOM"*/
/*"PFBR" -> "INTDOM"*/
/*"PFBR" -> "COMRING"*/
/*"PFBR" -> "RING"*/
/*"PFBR" -> "RNG"*/
/*"PFBR" -> "ABELGRP"*/
/*"PFBR" -> "CABMON"*/
/*"PFBR" -> "ABELMON"*/
/*"PFBR" -> "ABELSG"*/
/*"PFBR" -> "SETCAT"*/
/*"PFBR" -> "BASTYPE"*/
/*"PFBR" -> "KOERCE"*/
/*"PFBR" -> "SGROUP"*/
/*"PFBR" -> "MONOID"*/
/*"PFBR" -> "LMODULE"*/
/*"PFBR" -> "BMODULE"*/
/*"PFBR" -> "RMODULE"*/
/*"PFBR" -> "ALGEBRA"*/
/*"PFBR" -> "MODULE"*/
/*"PFBR" -> "ENTIRER"*/
/*"PFBR" -> "OAMONS"*/
/*"PFBR" -> "OCAMON"*/
/*"PFBR" -> "OAMON"*/
/*"PFBR" -> "OASGP"*/
/*"PFBR" -> "ORDSET"*/
/*"PFBR" -> "POLYCAT"*/
/*"PFBR" -> "PDRING"*/
/*"PFBR" -> "FAMR"*/
/*"PFBR" -> "AMR"*/
/*"PFBR" -> "CHARZ"*/
/*"PFBR" -> "CHARNZ"*/
/*"PFBR" -> "FRETRCT"*/
/*"PFBR" -> "RETRACT"*/
/*"PFBR" -> "EVALAB"*/
/*"PFBR" -> "IEVALAB"*/
/*"PFBR" -> "FLINEXP"*/
/*"PFBR" -> "LINEXP"*/
/*"PFBR" -> "KONVERT"*/
/*"PFBR" -> "PATMAB"*/
/*"PFBR" -> "INT"*/
/*"PFBR" -> "PI"*/
/*"PFBR" -> "NNI"*/
/*"PFBR" -> "LIST"*/
/*"PFBR" -> "ILIST"*/
/*"PFBR" -> "BOOLEAN"*/
/*"PFBR" -> "LSAGG"*/
/*"PFBR" -> "STAGG"*/
/*"PFBR" -> "URAGG"*/
/*"PFBR" -> "RCAGG"*/
/*"PFBR" -> "HOAGG"*/
/*"PFBR" -> "AGG"*/
/*"PFBR" -> "TYPE"*/
/*"PFBR" -> "LNAGG"*/
/*"PFBR" -> "IXAGG"*/
/*"PFBR" -> "ELTAGG"*/
/*"PFBR" -> "ELTAB"*/
/*"PFBR" -> "CLAGG"*/
/*"PFBR" -> "FLAGG"*/
/*"PFBR" -> "ELAGG"*/
/*"PFBR" -> "OM"*/
/*"PFBR" -> "UPOLYC"*/
/*"PFBR" -> "DIFRING"*/
/*"PFBR" -> "DIFEXT"*/
/*"PFBR" -> "STEP"*/
/*"PFBR" -> "EUCDOM"*/
/*"PFBR" -> "PID"*/
/*"PFBR" -> "FIELD"*/
/*"PFBR" -> "DIVRING"*/
/*"PFBR" -> "LSAGG-"*/
/*"PFBR" -> "STAGG-"*/
/*"PFBR" -> "ELAGG-"*/
/*"PFBR" -> "FFIELDC"*/
/*"PFBR" -> "FPC"*/
/*"PFBR" -> "FINITE"*/

"PFBRU" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PFBRU"]
"PFBRU" -> "PFECAT"
/*"PFBRU" -> "UFD"*/
/*"PFBRU" -> "GCDDOM"*/
/*"PFBRU" -> "INTDOM"*/
/*"PFBRU" -> "COMRING"*/
/*"PFBRU" -> "RING"*/
/*"PFBRU" -> "RNG"*/
/*"PFBRU" -> "ABELGRP"*/
/*"PFBRU" -> "CABMON"*/
/*"PFBRU" -> "ABELMON"*/
/*"PFBRU" -> "ABELSG"*/
/*"PFBRU" -> "SETCAT"*/
/*"PFBRU" -> "BASTYPE"*/
/*"PFBRU" -> "KOERCE"*/
/*"PFBRU" -> "SGROUP"*/
/*"PFBRU" -> "MONOID"*/
/*"PFBRU" -> "LMODULE"*/
/*"PFBRU" -> "BMODULE"*/
/*"PFBRU" -> "RMODULE"*/
/*"PFBRU" -> "ALGEBRA"*/
/*"PFBRU" -> "MODULE"*/
/*"PFBRU" -> "ENTIRER"*/
/*"PFBRU" -> "UPOLYC"*/
/*"PFBRU" -> "POLYCAT"*/
/*"PFBRU" -> "PDRING"*/
/*"PFBRU" -> "FAMR"*/
/*"PFBRU" -> "AMR"*/
/*"PFBRU" -> "CHARZ"*/
/*"PFBRU" -> "CHARNZ"*/
/*"PFBRU" -> "FRETRCT"*/
/*"PFBRU" -> "RETRACT"*/
/*"PFBRU" -> "EVALAB"*/
/*"PFBRU" -> "IEVALAB"*/
/*"PFBRU" -> "FLINEXP"*/
/*"PFBRU" -> "LINEXP"*/
/*"PFBRU" -> "ORDSET"*/
/*"PFBRU" -> "KONVERT"*/
/*"PFBRU" -> "PATMAB"*/
/*"PFBRU" -> "ELTAB"*/
/*"PFBRU" -> "DIFRING"*/
/*"PFBRU" -> "DIFEXT"*/
/*"PFBRU" -> "STEP"*/
/*"PFBRU" -> "EUCDOM"*/
/*"PFBRU" -> "PID"*/
/*"PFBRU" -> "FIELD"*/
/*"PFBRU" -> "DIVRING"*/
/*"PFBRU" -> "NNI"*/
/*"PFBRU" -> "INT"*/
/*"PFBRU" -> "SINT"*/
/*"PFBRU" -> "PI"*/
/*"PFBRU" -> "LIST"*/
/*"PFBRU" -> "ILIST"*/
/*"PFBRU" -> "BOOLEAN"*/
/*"PFBRU" -> "LSAGG"*/
/*"PFBRU" -> "STAGG"*/
/*"PFBRU" -> "URAGG"*/
/*"PFBRU" -> "RCAGG"*/
/*"PFBRU" -> "HOAGG"*/
/*"PFBRU" -> "AGG"*/
/*"PFBRU" -> "TYPE"*/
/*"PFBRU" -> "LNAGG"*/
/*"PFBRU" -> "IXAGG"*/
/*"PFBRU" -> "ELTAGG"*/
/*"PFBRU" -> "CLAGG"*/
/*"PFBRU" -> "FLAGG"*/
/*"PFBRU" -> "ELAGG"*/
/*"PFBRU" -> "OM"*/
/*"PFBRU" -> "LSAGG-"*/
/*"PFBRU" -> "STAGG-"*/
/*"PFBRU" -> "ELAGG-"*/

"PFOTOOLS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PFOTOOLS"]
/*"PFOTOOLS" -> "UPOLYC"*/
/*"PFOTOOLS" -> "POLYCAT"*/
/*"PFOTOOLS" -> "PDRING"*/
/*"PFOTOOLS" -> "RING"*/
/*"PFOTOOLS" -> "RNG"*/
/*"PFOTOOLS" -> "ABELGRP"*/
/*"PFOTOOLS" -> "CABMON"*/
/*"PFOTOOLS" -> "ABELMON"*/
/*"PFOTOOLS" -> "ABELSG"*/
/*"PFOTOOLS" -> "SETCAT"*/
/*"PFOTOOLS" -> "BASTYPE"*/
/*"PFOTOOLS" -> "KOERCE"*/
/*"PFOTOOLS" -> "SGROUP"*/
/*"PFOTOOLS" -> "MONOID"*/
/*"PFOTOOLS" -> "LMODULE"*/
/*"PFOTOOLS" -> "FAMR"*/
/*"PFOTOOLS" -> "AMR"*/
/*"PFOTOOLS" -> "BMODULE"*/
/*"PFOTOOLS" -> "RMODULE"*/
/*"PFOTOOLS" -> "COMRING"*/
/*"PFOTOOLS" -> "ALGEBRA"*/
/*"PFOTOOLS" -> "MODULE"*/
/*"PFOTOOLS" -> "CHARZ"*/
/*"PFOTOOLS" -> "CHARNZ"*/
/*"PFOTOOLS" -> "INTDOM"*/
/*"PFOTOOLS" -> "ENTIRER"*/
/*"PFOTOOLS" -> "FRETRCT"*/
/*"PFOTOOLS" -> "RETRACT"*/
/*"PFOTOOLS" -> "EVALAB"*/
/*"PFOTOOLS" -> "IEVALAB"*/
/*"PFOTOOLS" -> "FLINEXP"*/
/*"PFOTOOLS" -> "LINEXP"*/
/*"PFOTOOLS" -> "ORDSET"*/
/*"PFOTOOLS" -> "KONVERT"*/
/*"PFOTOOLS" -> "PATMAB"*/
/*"PFOTOOLS" -> "GCDDOM"*/
"PFOTOOLS" -> "PFECAT"
/*"PFOTOOLS" -> "UFD"*/
/*"PFOTOOLS" -> "ELTAB"*/
/*"PFOTOOLS" -> "DIFRING"*/
/*"PFOTOOLS" -> "DIFEXT"*/
/*"PFOTOOLS" -> "STEP"*/
/*"PFOTOOLS" -> "EUCDOM"*/
/*"PFOTOOLS" -> "PID"*/
/*"PFOTOOLS" -> "FIELD"*/
/*"PFOTOOLS" -> "DIVRING"*/
/*"PFOTOOLS" -> "INT"*/
/*"PFOTOOLS" -> "INS-"*/
/*"PFOTOOLS" -> "EUCDOM-"*/
/*"PFOTOOLS" -> "UFD-"*/
/*"PFOTOOLS" -> "GCDDOM-"*/
/*"PFOTOOLS" -> "INS"*/
/*"PFOTOOLS" -> "OINTDOM"*/
/*"PFOTOOLS" -> "ORDRING"*/
/*"PFOTOOLS" -> "OAGROUP"*/
/*"PFOTOOLS" -> "OCAMON"*/
/*"PFOTOOLS" -> "OAMON"*/
/*"PFOTOOLS" -> "OASGP"*/
/*"PFOTOOLS" -> "CFCAT"*/
/*"PFOTOOLS" -> "REAL"*/
/*"PFOTOOLS" -> "QFCAT"*/
/*"PFOTOOLS" -> "FEVALAB"*/
/*"PFOTOOLS" -> "PATAB"*/
/*"PFOTOOLS" -> "FPATMAB"*/
/*"PFOTOOLS" -> "TYPE"*/
/*"PFOTOOLS" -> "OM"*/

"PFRPAC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PFRPAC"]
/*"PFRPAC" -> "EUCDOM"*/
/*"PFRPAC" -> "PID"*/
/*"PFRPAC" -> "GCDDOM"*/
/*"PFRPAC" -> "INTDOM"*/
/*"PFRPAC" -> "COMRING"*/
/*"PFRPAC" -> "RING"*/
/*"PFRPAC" -> "RNG"*/
/*"PFRPAC" -> "ABELGRP"*/
/*"PFRPAC" -> "CABMON"*/
/*"PFRPAC" -> "ABELMON"*/
/*"PFRPAC" -> "ABELSG"*/
/*"PFRPAC" -> "SETCAT"*/
/*"PFRPAC" -> "BASTYPE"*/
/*"PFRPAC" -> "KOERCE"*/
/*"PFRPAC" -> "SGROUP"*/
/*"PFRPAC" -> "MONOID"*/
/*"PFRPAC" -> "LMODULE"*/
/*"PFRPAC" -> "BMODULE"*/
/*"PFRPAC" -> "RMODULE"*/
/*"PFRPAC" -> "ALGEBRA"*/
/*"PFRPAC" -> "MODULE"*/
/*"PFRPAC" -> "ENTIRER"*/
/*"PFRPAC" -> "CHARZ"*/
/*"PFRPAC" -> "POLYCAT"*/
/*"PFRPAC" -> "PDRING"*/
/*"PFRPAC" -> "FAMR"*/
/*"PFRPAC" -> "AMR"*/
/*"PFRPAC" -> "CHARNZ"*/
/*"PFRPAC" -> "FRETRCT"*/
/*"PFRPAC" -> "RETRACT"*/
/*"PFRPAC" -> "EVALAB"*/
/*"PFRPAC" -> "IEVALAB"*/
/*"PFRPAC" -> "FLINEXP"*/
/*"PFRPAC" -> "LINEXP"*/
/*"PFRPAC" -> "ORDSET"*/
/*"PFRPAC" -> "KONVERT"*/
/*"PFRPAC" -> "PATMAB"*/
"PFRPAC" -> "PFECAT"
/*"PFRPAC" -> "UFD"*/
/*"PFRPAC" -> "QFCAT"*/
/*"PFRPAC" -> "FIELD"*/
/*"PFRPAC" -> "DIVRING"*/
/*"PFRPAC" -> "FEVALAB"*/
/*"PFRPAC" -> "ELTAB"*/
/*"PFRPAC" -> "DIFEXT"*/
/*"PFRPAC" -> "DIFRING"*/
/*"PFRPAC" -> "PATAB"*/
/*"PFRPAC" -> "FPATMAB"*/
/*"PFRPAC" -> "TYPE"*/
/*"PFRPAC" -> "STEP"*/
/*"PFRPAC" -> "OINTDOM"*/
/*"PFRPAC" -> "ORDRING"*/
/*"PFRPAC" -> "OAGROUP"*/
/*"PFRPAC" -> "OCAMON"*/
/*"PFRPAC" -> "OAMON"*/
/*"PFRPAC" -> "OASGP"*/
/*"PFRPAC" -> "REAL"*/
/*"PFRPAC" -> "UPOLYC"*/

"PGCD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PGCD"]
/*"PGCD" -> "OAMONS"*/
/*"PGCD" -> "OCAMON"*/
/*"PGCD" -> "OAMON"*/
/*"PGCD" -> "OASGP"*/
/*"PGCD" -> "ORDSET"*/
/*"PGCD" -> "SETCAT"*/
/*"PGCD" -> "BASTYPE"*/
/*"PGCD" -> "KOERCE"*/
/*"PGCD" -> "ABELMON"*/
/*"PGCD" -> "ABELSG"*/
/*"PGCD" -> "CABMON"*/
/*"PGCD" -> "EUCDOM"*/
/*"PGCD" -> "PID"*/
/*"PGCD" -> "GCDDOM"*/
/*"PGCD" -> "INTDOM"*/
/*"PGCD" -> "COMRING"*/
/*"PGCD" -> "RING"*/
/*"PGCD" -> "RNG"*/
/*"PGCD" -> "ABELGRP"*/
/*"PGCD" -> "SGROUP"*/
/*"PGCD" -> "MONOID"*/
/*"PGCD" -> "LMODULE"*/
/*"PGCD" -> "BMODULE"*/
/*"PGCD" -> "RMODULE"*/
/*"PGCD" -> "ALGEBRA"*/
/*"PGCD" -> "MODULE"*/
/*"PGCD" -> "ENTIRER"*/
/*"PGCD" -> "POLYCAT"*/
/*"PGCD" -> "PDRING"*/
/*"PGCD" -> "FAMR"*/
/*"PGCD" -> "AMR"*/
/*"PGCD" -> "CHARZ"*/
/*"PGCD" -> "CHARNZ"*/
/*"PGCD" -> "FRETRCT"*/
/*"PGCD" -> "RETRACT"*/
/*"PGCD" -> "EVALAB"*/
/*"PGCD" -> "IEVALAB"*/
/*"PGCD" -> "FLINEXP"*/
/*"PGCD" -> "LINEXP"*/
/*"PGCD" -> "KONVERT"*/
/*"PGCD" -> "PATMAB"*/
"PGCD" -> "PFECAT"
/*"PGCD" -> "UFD"*/
/*"PGCD" -> "PI"*/
/*"PGCD" -> "NNI"*/
/*"PGCD" -> "INT"*/
/*"PGCD" -> "MONOID-"*/
/*"PGCD" -> "ABELSG-"*/
/*"PGCD" -> "SGROUP-"*/
/*"PGCD" -> "BOOLEAN"*/
/*"PGCD" -> "LSAGG"*/
/*"PGCD" -> "STAGG"*/
/*"PGCD" -> "URAGG"*/
/*"PGCD" -> "RCAGG"*/
/*"PGCD" -> "HOAGG"*/
/*"PGCD" -> "AGG"*/
/*"PGCD" -> "TYPE"*/
/*"PGCD" -> "LNAGG"*/
/*"PGCD" -> "IXAGG"*/
/*"PGCD" -> "ELTAGG"*/
/*"PGCD" -> "ELTAB"*/
/*"PGCD" -> "CLAGG"*/
/*"PGCD" -> "FLAGG"*/
/*"PGCD" -> "ELAGG"*/
/*"PGCD" -> "OM"*/
/*"PGCD" -> "LIST"*/
/*"PGCD" -> "ILIST"*/
/*"PGCD" -> "INS-"*/
/*"PGCD" -> "EUCDOM-"*/
/*"PGCD" -> "UFD-"*/
/*"PGCD" -> "GCDDOM-"*/
/*"PGCD" -> "INTDOM-"*/
/*"PGCD" -> "ALGEBRA-"*/
/*"PGCD" -> "DIFRING-"*/
/*"PGCD" -> "ORDRING-"*/
/*"PGCD" -> "MODULE-"*/
/*"PGCD" -> "RING-"*/
/*"PGCD" -> "ABELGRP-"*/
/*"PGCD" -> "ABELMON-"*/
/*"PGCD" -> "SINT"*/
/*"PGCD" -> "LSAGG-"*/
/*"PGCD" -> "STAGG-"*/
/*"PGCD" -> "ELAGG-"*/
/*"PGCD" -> "FLAGG-"*/
/*"PGCD" -> "UPOLYC"*/
/*"PGCD" -> "DIFRING"*/
/*"PGCD" -> "DIFEXT"*/
/*"PGCD" -> "STEP"*/
/*"PGCD" -> "FIELD"*/
/*"PGCD" -> "DIVRING"*/

"PINTERPA" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PINTERPA"]
/*"PINTERPA" -> "FIELD"*/
/*"PINTERPA" -> "EUCDOM"*/
/*"PINTERPA" -> "PID"*/
/*"PINTERPA" -> "GCDDOM"*/
/*"PINTERPA" -> "INTDOM"*/
/*"PINTERPA" -> "COMRING"*/
/*"PINTERPA" -> "RING"*/
/*"PINTERPA" -> "RNG"*/
/*"PINTERPA" -> "ABELGRP"*/
/*"PINTERPA" -> "CABMON"*/
/*"PINTERPA" -> "ABELMON"*/
/*"PINTERPA" -> "ABELSG"*/
/*"PINTERPA" -> "SETCAT"*/
/*"PINTERPA" -> "BASTYPE"*/
/*"PINTERPA" -> "KOERCE"*/
/*"PINTERPA" -> "SGROUP"*/
/*"PINTERPA" -> "MONOID"*/
/*"PINTERPA" -> "LMODULE"*/
/*"PINTERPA" -> "BMODULE"*/
/*"PINTERPA" -> "RMODULE"*/
/*"PINTERPA" -> "ALGEBRA"*/
/*"PINTERPA" -> "MODULE"*/
/*"PINTERPA" -> "ENTIRER"*/
/*"PINTERPA" -> "UFD"*/
/*"PINTERPA" -> "DIVRING"*/
/*"PINTERPA" -> "UPOLYC"*/
/*"PINTERPA" -> "POLYCAT"*/
/*"PINTERPA" -> "PDRING"*/
/*"PINTERPA" -> "FAMR"*/
/*"PINTERPA" -> "AMR"*/
/*"PINTERPA" -> "CHARZ"*/
/*"PINTERPA" -> "CHARNZ"*/
/*"PINTERPA" -> "FRETRCT"*/
/*"PINTERPA" -> "RETRACT"*/
/*"PINTERPA" -> "EVALAB"*/
/*"PINTERPA" -> "IEVALAB"*/
/*"PINTERPA" -> "FLINEXP"*/
/*"PINTERPA" -> "LINEXP"*/
/*"PINTERPA" -> "ORDSET"*/
/*"PINTERPA" -> "KONVERT"*/
/*"PINTERPA" -> "PATMAB"*/
"PINTERPA" -> "PFECAT"
/*"PINTERPA" -> "ELTAB"*/
/*"PINTERPA" -> "DIFRING"*/
/*"PINTERPA" -> "DIFEXT"*/
/*"PINTERPA" -> "STEP"*/
/*"PINTERPA" -> "LSAGG"*/
/*"PINTERPA" -> "STAGG"*/
/*"PINTERPA" -> "URAGG"*/
/*"PINTERPA" -> "RCAGG"*/
/*"PINTERPA" -> "HOAGG"*/
/*"PINTERPA" -> "AGG"*/
/*"PINTERPA" -> "TYPE"*/
/*"PINTERPA" -> "LNAGG"*/
/*"PINTERPA" -> "IXAGG"*/
/*"PINTERPA" -> "ELTAGG"*/
/*"PINTERPA" -> "CLAGG"*/
/*"PINTERPA" -> "FLAGG"*/
/*"PINTERPA" -> "ELAGG"*/
/*"PINTERPA" -> "OM"*/
/*"PINTERPA" -> "INT"*/
/*"PINTERPA" -> "LIST"*/
/*"PINTERPA" -> "ILIST"*/
/*"PINTERPA" -> "NNI"*/
/*"PINTERPA" -> "SINT"*/
/*"PINTERPA" -> "BOOLEAN"*/

"PLEQN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PLEQN"]
/*"PLEQN" -> "EUCDOM"*/
/*"PLEQN" -> "PID"*/
/*"PLEQN" -> "GCDDOM"*/
/*"PLEQN" -> "INTDOM"*/
/*"PLEQN" -> "COMRING"*/
/*"PLEQN" -> "RING"*/
/*"PLEQN" -> "RNG"*/
/*"PLEQN" -> "ABELGRP"*/
/*"PLEQN" -> "CABMON"*/
/*"PLEQN" -> "ABELMON"*/
/*"PLEQN" -> "ABELSG"*/
/*"PLEQN" -> "SETCAT"*/
/*"PLEQN" -> "BASTYPE"*/
/*"PLEQN" -> "KOERCE"*/
/*"PLEQN" -> "SGROUP"*/
/*"PLEQN" -> "MONOID"*/
/*"PLEQN" -> "LMODULE"*/
/*"PLEQN" -> "BMODULE"*/
/*"PLEQN" -> "RMODULE"*/
/*"PLEQN" -> "ALGEBRA"*/
/*"PLEQN" -> "MODULE"*/
/*"PLEQN" -> "ENTIRER"*/
/*"PLEQN" -> "CHARZ"*/
/*"PLEQN" -> "ORDSET"*/
/*"PLEQN" -> "KONVERT"*/
/*"PLEQN" -> "OAMONS"*/
/*"PLEQN" -> "OCAMON"*/
/*"PLEQN" -> "OAMON"*/
/*"PLEQN" -> "OASGP"*/
/*"PLEQN" -> "POLYCAT"*/
/*"PLEQN" -> "PDRING"*/
/*"PLEQN" -> "FAMR"*/
/*"PLEQN" -> "AMR"*/
/*"PLEQN" -> "CHARNZ"*/
/*"PLEQN" -> "FRETRCT"*/
/*"PLEQN" -> "RETRACT"*/
/*"PLEQN" -> "EVALAB"*/
/*"PLEQN" -> "IEVALAB"*/
/*"PLEQN" -> "FLINEXP"*/
/*"PLEQN" -> "LINEXP"*/
/*"PLEQN" -> "PATMAB"*/
"PLEQN" -> "PFECAT"
/*"PLEQN" -> "UFD"*/
/*"PLEQN" -> "BOOLEAN"*/
/*"PLEQN" -> "QFCAT"*/
/*"PLEQN" -> "FIELD"*/
/*"PLEQN" -> "DIVRING"*/
/*"PLEQN" -> "FEVALAB"*/
/*"PLEQN" -> "ELTAB"*/
/*"PLEQN" -> "DIFEXT"*/
/*"PLEQN" -> "DIFRING"*/
/*"PLEQN" -> "PATAB"*/
/*"PLEQN" -> "FPATMAB"*/
/*"PLEQN" -> "TYPE"*/
/*"PLEQN" -> "STEP"*/
/*"PLEQN" -> "OINTDOM"*/
/*"PLEQN" -> "ORDRING"*/
/*"PLEQN" -> "OAGROUP"*/
/*"PLEQN" -> "REAL"*/
/*"PLEQN" -> "NNI"*/
/*"PLEQN" -> "INT"*/
/*"PLEQN" -> "INS"*/
/*"PLEQN" -> "CFCAT"*/
/*"PLEQN" -> "OM"*/
/*"PLEQN" -> "LIST"*/
/*"PLEQN" -> "VECTOR"*/
/*"PLEQN" -> "IVECTOR"*/
/*"PLEQN" -> "IARRAY1"*/
/*"PLEQN" -> "VECTCAT"*/
/*"PLEQN" -> "A1AGG"*/
/*"PLEQN" -> "FLAGG"*/
/*"PLEQN" -> "LNAGG"*/
/*"PLEQN" -> "IXAGG"*/
/*"PLEQN" -> "HOAGG"*/
/*"PLEQN" -> "AGG"*/
/*"PLEQN" -> "ELTAGG"*/
/*"PLEQN" -> "CLAGG"*/
/*"PLEQN" -> "SINT"*/
/*"PLEQN" -> "ILIST"*/
/*"PLEQN" -> "LSAGG-"*/
/*"PLEQN" -> "STAGG-"*/
/*"PLEQN" -> "LSAGG"*/
/*"PLEQN" -> "STAGG"*/
/*"PLEQN" -> "URAGG"*/
/*"PLEQN" -> "RCAGG"*/
/*"PLEQN" -> "ELAGG"*/
/*"PLEQN" -> "ELAGG-"*/
/*"PLEQN" -> "FLAGG-"*/
/*"PLEQN" -> "URAGG-"*/
/*"PLEQN" -> "LNAGG-"*/
/*"PLEQN" -> "RCAGG-"*/
/*"PLEQN" -> "IXAGG-"*/
/*"PLEQN" -> "PI"*/

"PMPLCAT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMPLCAT"]
/*"PMPLCAT" -> "SETCAT"*/
/*"PMPLCAT" -> "BASTYPE"*/
/*"PMPLCAT" -> "KOERCE"*/
/*"PMPLCAT" -> "OAMONS"*/
/*"PMPLCAT" -> "OCAMON"*/
/*"PMPLCAT" -> "OAMON"*/
/*"PMPLCAT" -> "OASGP"*/
/*"PMPLCAT" -> "ORDSET"*/
/*"PMPLCAT" -> "ABELMON"*/
/*"PMPLCAT" -> "ABELSG"*/
/*"PMPLCAT" -> "CABMON"*/
/*"PMPLCAT" -> "RING"*/
/*"PMPLCAT" -> "RNG"*/
/*"PMPLCAT" -> "ABELGRP"*/
/*"PMPLCAT" -> "SGROUP"*/
/*"PMPLCAT" -> "MONOID"*/
/*"PMPLCAT" -> "LMODULE"*/
/*"PMPLCAT" -> "PATMAB"*/
/*"PMPLCAT" -> "POLYCAT"*/
/*"PMPLCAT" -> "PDRING"*/
/*"PMPLCAT" -> "FAMR"*/
/*"PMPLCAT" -> "AMR"*/
/*"PMPLCAT" -> "BMODULE"*/
/*"PMPLCAT" -> "RMODULE"*/
/*"PMPLCAT" -> "COMRING"*/
/*"PMPLCAT" -> "ALGEBRA"*/
/*"PMPLCAT" -> "MODULE"*/
/*"PMPLCAT" -> "CHARZ"*/
/*"PMPLCAT" -> "CHARNZ"*/
/*"PMPLCAT" -> "INTDOM"*/
/*"PMPLCAT" -> "ENTIRER"*/
/*"PMPLCAT" -> "FRETRCT"*/
/*"PMPLCAT" -> "RETRACT"*/
/*"PMPLCAT" -> "EVALAB"*/
/*"PMPLCAT" -> "IEVALAB"*/
/*"PMPLCAT" -> "FLINEXP"*/
/*"PMPLCAT" -> "LINEXP"*/
/*"PMPLCAT" -> "KONVERT"*/
/*"PMPLCAT" -> "GCDDOM"*/
"PMPLCAT" -> "PFECAT"
/*"PMPLCAT" -> "UFD"*/
/*"PMPLCAT" -> "INT"*/
/*"PMPLCAT" -> "LIST"*/
/*"PMPLCAT" -> "ILIST"*/
/*"PMPLCAT" -> "LSAGG-"*/
/*"PMPLCAT" -> "STAGG-"*/
/*"PMPLCAT" -> "ELAGG-"*/
/*"PMPLCAT" -> "FLAGG-"*/
/*"PMPLCAT" -> "URAGG-"*/

"PMQFCAT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMQFCAT"]
/*"PMQFCAT" -> "SETCAT"*/
/*"PMQFCAT" -> "BASTYPE"*/
/*"PMQFCAT" -> "KOERCE"*/
/*"PMQFCAT" -> "INTDOM"*/
/*"PMQFCAT" -> "COMRING"*/
/*"PMQFCAT" -> "RING"*/
/*"PMQFCAT" -> "RNG"*/
/*"PMQFCAT" -> "ABELGRP"*/
/*"PMQFCAT" -> "CABMON"*/
/*"PMQFCAT" -> "ABELMON"*/
/*"PMQFCAT" -> "ABELSG"*/
/*"PMQFCAT" -> "SGROUP"*/
/*"PMQFCAT" -> "MONOID"*/
/*"PMQFCAT" -> "LMODULE"*/
/*"PMQFCAT" -> "BMODULE"*/
/*"PMQFCAT" -> "RMODULE"*/
/*"PMQFCAT" -> "ALGEBRA"*/
/*"PMQFCAT" -> "MODULE"*/
/*"PMQFCAT" -> "ENTIRER"*/
/*"PMQFCAT" -> "PATMAB"*/
/*"PMQFCAT" -> "KONVERT"*/
/*"PMQFCAT" -> "QFCAT"*/
/*"PMQFCAT" -> "FIELD"*/
/*"PMQFCAT" -> "EUCDOM"*/
/*"PMQFCAT" -> "PID"*/
/*"PMQFCAT" -> "GCDDOM"*/
/*"PMQFCAT" -> "UFD"*/
/*"PMQFCAT" -> "DIVRING"*/
/*"PMQFCAT" -> "RETRACT"*/
/*"PMQFCAT" -> "FEVALAB"*/
/*"PMQFCAT" -> "ELTAB"*/
/*"PMQFCAT" -> "EVALAB"*/
/*"PMQFCAT" -> "IEVALAB"*/
/*"PMQFCAT" -> "DIFEXT"*/
/*"PMQFCAT" -> "DIFRING"*/
/*"PMQFCAT" -> "PDRING"*/
/*"PMQFCAT" -> "FLINEXP"*/
/*"PMQFCAT" -> "LINEXP"*/
/*"PMQFCAT" -> "PATAB"*/
/*"PMQFCAT" -> "FPATMAB"*/
/*"PMQFCAT" -> "TYPE"*/
/*"PMQFCAT" -> "STEP"*/
/*"PMQFCAT" -> "ORDSET"*/
/*"PMQFCAT" -> "OINTDOM"*/
/*"PMQFCAT" -> "ORDRING"*/
/*"PMQFCAT" -> "OAGROUP"*/
/*"PMQFCAT" -> "OCAMON"*/
/*"PMQFCAT" -> "OAMON"*/
/*"PMQFCAT" -> "OASGP"*/
/*"PMQFCAT" -> "REAL"*/
/*"PMQFCAT" -> "CHARZ"*/
/*"PMQFCAT" -> "CHARNZ"*/
"PMQFCAT" -> "PFECAT"

"PNTHEORY" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PNTHEORY"]
/*"PNTHEORY" -> "INS"*/
/*"PNTHEORY" -> "UFD"*/
/*"PNTHEORY" -> "GCDDOM"*/
/*"PNTHEORY" -> "INTDOM"*/
/*"PNTHEORY" -> "COMRING"*/
/*"PNTHEORY" -> "RING"*/
/*"PNTHEORY" -> "RNG"*/
/*"PNTHEORY" -> "ABELGRP"*/
/*"PNTHEORY" -> "CABMON"*/
/*"PNTHEORY" -> "ABELMON"*/
/*"PNTHEORY" -> "ABELSG"*/
/*"PNTHEORY" -> "SETCAT"*/
/*"PNTHEORY" -> "BASTYPE"*/
/*"PNTHEORY" -> "KOERCE"*/
/*"PNTHEORY" -> "SGROUP"*/
/*"PNTHEORY" -> "MONOID"*/
/*"PNTHEORY" -> "LMODULE"*/
/*"PNTHEORY" -> "BMODULE"*/
/*"PNTHEORY" -> "RMODULE"*/
/*"PNTHEORY" -> "ALGEBRA"*/
/*"PNTHEORY" -> "MODULE"*/
/*"PNTHEORY" -> "ENTIRER"*/
/*"PNTHEORY" -> "EUCDOM"*/
/*"PNTHEORY" -> "PID"*/
/*"PNTHEORY" -> "OINTDOM"*/
/*"PNTHEORY" -> "ORDRING"*/
/*"PNTHEORY" -> "OAGROUP"*/
/*"PNTHEORY" -> "OCAMON"*/
/*"PNTHEORY" -> "OAMON"*/
/*"PNTHEORY" -> "OASGP"*/
/*"PNTHEORY" -> "ORDSET"*/
/*"PNTHEORY" -> "DIFRING"*/
/*"PNTHEORY" -> "KONVERT"*/
/*"PNTHEORY" -> "RETRACT"*/
/*"PNTHEORY" -> "LINEXP"*/
/*"PNTHEORY" -> "PATMAB"*/
/*"PNTHEORY" -> "CFCAT"*/
/*"PNTHEORY" -> "REAL"*/
/*"PNTHEORY" -> "CHARZ"*/
/*"PNTHEORY" -> "STEP"*/
/*"PNTHEORY" -> "INT"*/
/*"PNTHEORY" -> "NNI"*/
/*"PNTHEORY" -> "QFCAT"*/
/*"PNTHEORY" -> "FIELD"*/
/*"PNTHEORY" -> "DIVRING"*/
/*"PNTHEORY" -> "FEVALAB"*/
/*"PNTHEORY" -> "ELTAB"*/
/*"PNTHEORY" -> "EVALAB"*/
/*"PNTHEORY" -> "IEVALAB"*/
/*"PNTHEORY" -> "DIFEXT"*/
/*"PNTHEORY" -> "PDRING"*/
/*"PNTHEORY" -> "FLINEXP"*/
/*"PNTHEORY" -> "PATAB"*/
/*"PNTHEORY" -> "FPATMAB"*/
/*"PNTHEORY" -> "TYPE"*/
/*"PNTHEORY" -> "CHARNZ"*/
"PNTHEORY" -> "PFECAT"
/*"PNTHEORY" -> "BOOLEAN"*/
/*"PNTHEORY" -> "OM"*/
/*"PNTHEORY" -> "PI"*/
/*"PNTHEORY" -> "SINT"*/
/*"PNTHEORY" -> "INS-"*/
/*"PNTHEORY" -> "EUCDOM-"*/
/*"PNTHEORY" -> "UFD-"*/
/*"PNTHEORY" -> "GCDDOM-"*/
/*"PNTHEORY" -> "INTDOM-"*/
/*"PNTHEORY" -> "ALGEBRA-"*/
/*"PNTHEORY" -> "DIFRING-"*/
/*"PNTHEORY" -> "ORDRING-"*/
/*"PNTHEORY" -> "MODULE-"*/
/*"PNTHEORY" -> "RING-"*/
/*"PNTHEORY" -> "ABELGRP-"*/
/*"PNTHEORY" -> "ABELMON-"*/
/*"PNTHEORY" -> "MONOID-"*/
/*"PNTHEORY" -> "ORDSET-"*/
/*"PNTHEORY" -> "ABELSG-"*/
/*"PNTHEORY" -> "SGROUP-"*/

"POLTOPOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=POLTOPOL"]
/*"POLTOPOL" -> "RING"*/
/*"POLTOPOL" -> "RNG"*/
/*"POLTOPOL" -> "ABELGRP"*/
/*"POLTOPOL" -> "CABMON"*/
/*"POLTOPOL" -> "ABELMON"*/
/*"POLTOPOL" -> "ABELSG"*/
/*"POLTOPOL" -> "SETCAT"*/
/*"POLTOPOL" -> "BASTYPE"*/
/*"POLTOPOL" -> "KOERCE"*/
/*"POLTOPOL" -> "SGROUP"*/
/*"POLTOPOL" -> "MONOID"*/
/*"POLTOPOL" -> "LMODULE"*/
/*"POLTOPOL" -> "ORDFIN"*/
/*"POLTOPOL" -> "ORDSET"*/
/*"POLTOPOL" -> "FINITE"*/
/*"POLTOPOL" -> "LSAGG"*/
/*"POLTOPOL" -> "STAGG"*/
/*"POLTOPOL" -> "URAGG"*/
/*"POLTOPOL" -> "RCAGG"*/
/*"POLTOPOL" -> "HOAGG"*/
/*"POLTOPOL" -> "AGG"*/
/*"POLTOPOL" -> "TYPE"*/
/*"POLTOPOL" -> "EVALAB"*/
/*"POLTOPOL" -> "IEVALAB"*/
/*"POLTOPOL" -> "LNAGG"*/
/*"POLTOPOL" -> "IXAGG"*/
/*"POLTOPOL" -> "ELTAGG"*/
/*"POLTOPOL" -> "ELTAB"*/
/*"POLTOPOL" -> "CLAGG"*/
/*"POLTOPOL" -> "KONVERT"*/
/*"POLTOPOL" -> "FLAGG"*/
/*"POLTOPOL" -> "ELAGG"*/
/*"POLTOPOL" -> "OM"*/
/*"POLTOPOL" -> "INT"*/
/*"POLTOPOL" -> "LIST"*/
/*"POLTOPOL" -> "ILIST"*/
"POLTOPOL" -> "DIRPCAT"
/*"POLTOPOL" -> "FRETRCT"*/
/*"POLTOPOL" -> "RETRACT"*/
/*"POLTOPOL" -> "BMODULE"*/
/*"POLTOPOL" -> "RMODULE"*/
/*"POLTOPOL" -> "DIFEXT"*/
/*"POLTOPOL" -> "DIFRING"*/
/*"POLTOPOL" -> "PDRING"*/
/*"POLTOPOL" -> "FLINEXP"*/
/*"POLTOPOL" -> "LINEXP"*/
/*"POLTOPOL" -> "ALGEBRA"*/
/*"POLTOPOL" -> "MODULE"*/
/*"POLTOPOL" -> "COMRING"*/
/*"POLTOPOL" -> "ORDRING"*/
/*"POLTOPOL" -> "OAGROUP"*/
/*"POLTOPOL" -> "OCAMON"*/
/*"POLTOPOL" -> "OAMON"*/
/*"POLTOPOL" -> "OASGP"*/
/*"POLTOPOL" -> "OAMONS"*/
/*"POLTOPOL" -> "VSPACE"*/
/*"POLTOPOL" -> "FIELD"*/
/*"POLTOPOL" -> "EUCDOM"*/
/*"POLTOPOL" -> "PID"*/
/*"POLTOPOL" -> "GCDDOM"*/
/*"POLTOPOL" -> "INTDOM"*/
/*"POLTOPOL" -> "ENTIRER"*/
/*"POLTOPOL" -> "UFD"*/
/*"POLTOPOL" -> "DIVRING"*/

"POLUTIL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=POLUTIL"]
/*"POLUTIL" -> "FIELD"*/
/*"POLUTIL" -> "EUCDOM"*/
/*"POLUTIL" -> "PID"*/
/*"POLUTIL" -> "GCDDOM"*/
/*"POLUTIL" -> "INTDOM"*/
/*"POLUTIL" -> "COMRING"*/
/*"POLUTIL" -> "RING"*/
/*"POLUTIL" -> "RNG"*/
/*"POLUTIL" -> "ABELGRP"*/
/*"POLUTIL" -> "CABMON"*/
/*"POLUTIL" -> "ABELMON"*/
/*"POLUTIL" -> "ABELSG"*/
/*"POLUTIL" -> "SETCAT"*/
/*"POLUTIL" -> "BASTYPE"*/
/*"POLUTIL" -> "KOERCE"*/
/*"POLUTIL" -> "SGROUP"*/
/*"POLUTIL" -> "MONOID"*/
/*"POLUTIL" -> "LMODULE"*/
/*"POLUTIL" -> "BMODULE"*/
/*"POLUTIL" -> "RMODULE"*/
/*"POLUTIL" -> "ALGEBRA"*/
/*"POLUTIL" -> "MODULE"*/
/*"POLUTIL" -> "ENTIRER"*/
/*"POLUTIL" -> "UFD"*/
/*"POLUTIL" -> "DIVRING"*/
/*"POLUTIL" -> "UPOLYC"*/
/*"POLUTIL" -> "POLYCAT"*/
/*"POLUTIL" -> "PDRING"*/
/*"POLUTIL" -> "FAMR"*/
/*"POLUTIL" -> "AMR"*/
/*"POLUTIL" -> "CHARZ"*/
/*"POLUTIL" -> "CHARNZ"*/
/*"POLUTIL" -> "FRETRCT"*/
/*"POLUTIL" -> "RETRACT"*/
/*"POLUTIL" -> "EVALAB"*/
/*"POLUTIL" -> "IEVALAB"*/
/*"POLUTIL" -> "FLINEXP"*/
/*"POLUTIL" -> "LINEXP"*/
/*"POLUTIL" -> "ORDSET"*/
/*"POLUTIL" -> "KONVERT"*/
/*"POLUTIL" -> "PATMAB"*/
"POLUTIL" -> "PFECAT"
/*"POLUTIL" -> "ELTAB"*/
/*"POLUTIL" -> "DIFRING"*/
/*"POLUTIL" -> "DIFEXT"*/
/*"POLUTIL" -> "STEP"*/
/*"POLUTIL" -> "BOOLEAN"*/
/*"POLUTIL" -> "INT"*/
/*"POLUTIL" -> "LIST"*/
/*"POLUTIL" -> "NNI"*/
/*"POLUTIL" -> "LSAGG"*/
/*"POLUTIL" -> "STAGG"*/
/*"POLUTIL" -> "URAGG"*/
/*"POLUTIL" -> "RCAGG"*/
/*"POLUTIL" -> "HOAGG"*/
/*"POLUTIL" -> "AGG"*/
/*"POLUTIL" -> "TYPE"*/
/*"POLUTIL" -> "LNAGG"*/
/*"POLUTIL" -> "IXAGG"*/
/*"POLUTIL" -> "ELTAGG"*/
/*"POLUTIL" -> "CLAGG"*/
/*"POLUTIL" -> "FLAGG"*/
/*"POLUTIL" -> "ELAGG"*/
/*"POLUTIL" -> "OM"*/
/*"POLUTIL" -> "ILIST"*/
/*"POLUTIL" -> "ORDRING"*/
/*"POLUTIL" -> "OAGROUP"*/
/*"POLUTIL" -> "OCAMON"*/
/*"POLUTIL" -> "OAMON"*/
/*"POLUTIL" -> "OASGP"*/
/*"POLUTIL" -> "LSAGG-"*/
/*"POLUTIL" -> "STAGG-"*/

"POLYCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=POLYCAT",
          shape=ellipse]
/*"POLYCAT" -> "ORDSET"*/
/*"POLYCAT" -> "SETCAT"*/
/*"POLYCAT" -> "BASTYPE"*/
/*"POLYCAT" -> "KOERCE"*/
/*"POLYCAT" -> "OAMONS"*/
/*"POLYCAT" -> "OCAMON"*/
/*"POLYCAT" -> "OAMON"*/
/*"POLYCAT" -> "OASGP"*/
/*"POLYCAT" -> "ABELMON"*/
/*"POLYCAT" -> "ABELSG"*/
/*"POLYCAT" -> "CABMON"*/
/*"POLYCAT" -> "POLYCAT"*/
/*"POLYCAT" -> "PDRING"*/
/*"POLYCAT" -> "RING"*/
/*"POLYCAT" -> "RNG"*/
/*"POLYCAT" -> "ABELGRP"*/
/*"POLYCAT" -> "SGROUP"*/
/*"POLYCAT" -> "MONOID"*/
/*"POLYCAT" -> "LMODULE"*/
/*"POLYCAT" -> "FAMR"*/
/*"POLYCAT" -> "AMR"*/
/*"POLYCAT" -> "BMODULE"*/
/*"POLYCAT" -> "RMODULE"*/
/*"POLYCAT" -> "COMRING"*/
/*"POLYCAT" -> "ALGEBRA"*/
/*"POLYCAT" -> "MODULE"*/
/*"POLYCAT" -> "CHARZ"*/
/*"POLYCAT" -> "CHARNZ"*/
/*"POLYCAT" -> "INTDOM"*/
/*"POLYCAT" -> "ENTIRER"*/
/*"POLYCAT" -> "FRETRCT"*/
/*"POLYCAT" -> "RETRACT"*/
/*"POLYCAT" -> "EVALAB"*/
/*"POLYCAT" -> "IEVALAB"*/
/*"POLYCAT" -> "FLINEXP"*/
/*"POLYCAT" -> "LINEXP"*/
/*"POLYCAT" -> "KONVERT"*/
/*"POLYCAT" -> "PATMAB"*/
/*"POLYCAT" -> "GCDDOM"*/
"POLYCAT" -> "PFECAT"
/*"POLYCAT" -> "UFD"*/
/*"POLYCAT" -> "INT"*/
/*"POLYCAT" -> "LIST"*/
/*"POLYCAT" -> "ILIST"*/
/*"POLYCAT" -> "BOOLEAN"*/
/*"POLYCAT" -> "NNI"*/
/*"POLYCAT" -> "LSAGG"*/
/*"POLYCAT" -> "STAGG"*/
/*"POLYCAT" -> "URAGG"*/
/*"POLYCAT" -> "RCAGG"*/
/*"POLYCAT" -> "HOAGG"*/
/*"POLYCAT" -> "AGG"*/
/*"POLYCAT" -> "TYPE"*/
/*"POLYCAT" -> "LNAGG"*/
/*"POLYCAT" -> "IXAGG"*/
/*"POLYCAT" -> "ELTAGG"*/
/*"POLYCAT" -> "ELTAB"*/
/*"POLYCAT" -> "CLAGG"*/
/*"POLYCAT" -> "FLAGG"*/
/*"POLYCAT" -> "ELAGG"*/
/*"POLYCAT" -> "OM"*/
/*"POLYCAT" -> "LSAGG-"*/
/*"POLYCAT" -> "STAGG-"*/
/*"POLYCAT" -> "VECTOR"*/
/*"POLYCAT" -> "IVECTOR"*/
/*"POLYCAT" -> "IARRAY1"*/
/*"POLYCAT" -> "INS"*/
/*"POLYCAT" -> "EUCDOM"*/
/*"POLYCAT" -> "PID"*/
/*"POLYCAT" -> "OINTDOM"*/
/*"POLYCAT" -> "ORDRING"*/
/*"POLYCAT" -> "OAGROUP"*/
/*"POLYCAT" -> "DIFRING"*/
/*"POLYCAT" -> "CFCAT"*/
/*"POLYCAT" -> "REAL"*/
/*"POLYCAT" -> "STEP"*/
/*"POLYCAT" -> "VECTCAT"*/
/*"POLYCAT" -> "A1AGG"*/
/*"POLYCAT" -> "VECTCAT-"*/
/*"POLYCAT" -> "A1AGG-"*/
/*"POLYCAT" -> "FLAGG-"*/
/*"POLYCAT" -> "LNAGG-"*/
/*"POLYCAT" -> "IXAGG-"*/
/*"POLYCAT" -> "UPOLYC"*/
/*"POLYCAT" -> "DIFEXT"*/
/*"POLYCAT" -> "FIELD"*/
/*"POLYCAT" -> "DIVRING"*/
/*"POLYCAT" -> "FPS"*/
/*"POLYCAT" -> "RNS"*/
/*"POLYCAT" -> "RADCAT"*/
/*"POLYCAT" -> "SEXCAT"*/

"POLYCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=POLYCAT",
          shape=ellipse]
/*"POLYCAT-" -> "ORDSET"*/
/*"POLYCAT-" -> "SETCAT"*/
/*"POLYCAT-" -> "BASTYPE"*/
/*"POLYCAT-" -> "KOERCE"*/
/*"POLYCAT-" -> "OAMONS"*/
/*"POLYCAT-" -> "OCAMON"*/
/*"POLYCAT-" -> "OAMON"*/
/*"POLYCAT-" -> "OASGP"*/
/*"POLYCAT-" -> "ABELMON"*/
/*"POLYCAT-" -> "ABELSG"*/
/*"POLYCAT-" -> "CABMON"*/
/*"POLYCAT-" -> "POLYCAT"*/
/*"POLYCAT-" -> "PDRING"*/
/*"POLYCAT-" -> "RING"*/
/*"POLYCAT-" -> "RNG"*/
/*"POLYCAT-" -> "ABELGRP"*/
/*"POLYCAT-" -> "SGROUP"*/
/*"POLYCAT-" -> "MONOID"*/
/*"POLYCAT-" -> "LMODULE"*/
/*"POLYCAT-" -> "FAMR"*/
/*"POLYCAT-" -> "AMR"*/
/*"POLYCAT-" -> "BMODULE"*/
/*"POLYCAT-" -> "RMODULE"*/
/*"POLYCAT-" -> "COMRING"*/
/*"POLYCAT-" -> "ALGEBRA"*/
/*"POLYCAT-" -> "MODULE"*/
/*"POLYCAT-" -> "CHARZ"*/
/*"POLYCAT-" -> "CHARNZ"*/
/*"POLYCAT-" -> "INTDOM"*/
/*"POLYCAT-" -> "ENTIRER"*/
/*"POLYCAT-" -> "FRETRCT"*/
/*"POLYCAT-" -> "RETRACT"*/
/*"POLYCAT-" -> "EVALAB"*/
/*"POLYCAT-" -> "IEVALAB"*/
/*"POLYCAT-" -> "FLINEXP"*/
/*"POLYCAT-" -> "LINEXP"*/
/*"POLYCAT-" -> "KONVERT"*/
/*"POLYCAT-" -> "PATMAB"*/
/*"POLYCAT-" -> "GCDDOM"*/
"POLYCAT-" -> "PFECAT"
/*"POLYCAT-" -> "UFD"*/
/*"POLYCAT-" -> "INT"*/
/*"POLYCAT-" -> "LIST"*/
/*"POLYCAT-" -> "ILIST"*/
/*"POLYCAT-" -> "BOOLEAN"*/
/*"POLYCAT-" -> "NNI"*/
/*"POLYCAT-" -> "LSAGG"*/
/*"POLYCAT-" -> "STAGG"*/
/*"POLYCAT-" -> "URAGG"*/
/*"POLYCAT-" -> "RCAGG"*/
/*"POLYCAT-" -> "HOAGG"*/
/*"POLYCAT-" -> "AGG"*/
/*"POLYCAT-" -> "TYPE"*/
/*"POLYCAT-" -> "LNAGG"*/
/*"POLYCAT-" -> "IXAGG"*/
/*"POLYCAT-" -> "ELTAGG"*/
/*"POLYCAT-" -> "ELTAB"*/
/*"POLYCAT-" -> "CLAGG"*/
/*"POLYCAT-" -> "FLAGG"*/
/*"POLYCAT-" -> "ELAGG"*/
/*"POLYCAT-" -> "OM"*/
/*"POLYCAT-" -> "LSAGG-"*/
/*"POLYCAT-" -> "STAGG-"*/
/*"POLYCAT-" -> "VECTOR"*/
/*"POLYCAT-" -> "IVECTOR"*/
/*"POLYCAT-" -> "IARRAY1"*/
/*"POLYCAT-" -> "INS"*/
/*"POLYCAT-" -> "EUCDOM"*/
/*"POLYCAT-" -> "PID"*/
/*"POLYCAT-" -> "OINTDOM"*/
/*"POLYCAT-" -> "ORDRING"*/
/*"POLYCAT-" -> "OAGROUP"*/
/*"POLYCAT-" -> "DIFRING"*/
/*"POLYCAT-" -> "CFCAT"*/
/*"POLYCAT-" -> "REAL"*/
/*"POLYCAT-" -> "STEP"*/
/*"POLYCAT-" -> "VECTCAT"*/
/*"POLYCAT-" -> "A1AGG"*/
/*"POLYCAT-" -> "VECTCAT-"*/
/*"POLYCAT-" -> "A1AGG-"*/
/*"POLYCAT-" -> "FLAGG-"*/
/*"POLYCAT-" -> "LNAGG-"*/
/*"POLYCAT-" -> "IXAGG-"*/
/*"POLYCAT-" -> "UPOLYC"*/
/*"POLYCAT-" -> "DIFEXT"*/
/*"POLYCAT-" -> "FIELD"*/
/*"POLYCAT-" -> "DIVRING"*/
/*"POLYCAT-" -> "FPS"*/
/*"POLYCAT-" -> "RNS"*/
/*"POLYCAT-" -> "RADCAT"*/
/*"POLYCAT-" -> "SEXCAT"*/

/* Note that this depends on POLYCAT in this layer but POLYCAT is */
/* part of the layer0 clique and thus guaranteed to be compiled. */
"POLYCATQ" [color="#FF4488",href="bookvol10.4.pdf#nameddest=POLYCATQ"]
/*"POLYCATQ" -> "OAMONS"*/
/*"POLYCATQ" -> "OCAMON"*/
/*"POLYCATQ" -> "OAMON"*/
/*"POLYCATQ" -> "OASGP"*/
/*"POLYCATQ" -> "ORDSET"*/
/*"POLYCATQ" -> "SETCAT"*/
/*"POLYCATQ" -> "BASTYPE"*/
/*"POLYCATQ" -> "KOERCE"*/
/*"POLYCATQ" -> "ABELMON"*/
/*"POLYCATQ" -> "ABELSG"*/
/*"POLYCATQ" -> "CABMON"*/
/*"POLYCATQ" -> "RING"*/
/*"POLYCATQ" -> "RNG"*/
/*"POLYCATQ" -> "ABELGRP"*/
/*"POLYCATQ" -> "SGROUP"*/
/*"POLYCATQ" -> "MONOID"*/
/*"POLYCATQ" -> "LMODULE"*/
/*"POLYCATQ" -> "POLYCAT"*/
/*"POLYCATQ" -> "PDRING"*/
/*"POLYCATQ" -> "FAMR"*/
/*"POLYCATQ" -> "AMR"*/
/*"POLYCATQ" -> "BMODULE"*/
/*"POLYCATQ" -> "RMODULE"*/
/*"POLYCATQ" -> "COMRING"*/
/*"POLYCATQ" -> "ALGEBRA"*/
/*"POLYCATQ" -> "MODULE"*/
/*"POLYCATQ" -> "CHARZ"*/
/*"POLYCATQ" -> "CHARNZ"*/
/*"POLYCATQ" -> "INTDOM"*/
/*"POLYCATQ" -> "ENTIRER"*/
/*"POLYCATQ" -> "FRETRCT"*/
/*"POLYCATQ" -> "RETRACT"*/
/*"POLYCATQ" -> "EVALAB"*/
/*"POLYCATQ" -> "IEVALAB"*/
/*"POLYCATQ" -> "FLINEXP"*/
/*"POLYCATQ" -> "LINEXP"*/
/*"POLYCATQ" -> "KONVERT"*/
/*"POLYCATQ" -> "PATMAB"*/
/*"POLYCATQ" -> "GCDDOM"*/
"POLYCATQ" -> "PFECAT"
/*"POLYCATQ" -> "UFD"*/
/*"POLYCATQ" -> "FIELD"*/
/*"POLYCATQ" -> "EUCDOM"*/
/*"POLYCATQ" -> "PID"*/
/*"POLYCATQ" -> "DIVRING"*/
/*"POLYCATQ" -> "UPOLYC"*/
/*"POLYCATQ" -> "ELTAB"*/
/*"POLYCATQ" -> "DIFRING"*/
/*"POLYCATQ" -> "DIFEXT"*/
/*"POLYCATQ" -> "STEP"*/
/*"POLYCATQ" -> "INT"*/
/*"POLYCATQ" -> "LIST"*/
/*"POLYCATQ" -> "ILIST"*/
/*"POLYCATQ" -> "LSAGG-"*/
/*"POLYCATQ" -> "STAGG-"*/
/*"POLYCATQ" -> "ELAGG-"*/

"POLYLIFT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=POLYLIFT"]
/*"POLYLIFT" -> "OAMONS"*/
/*"POLYLIFT" -> "OCAMON"*/
/*"POLYLIFT" -> "OAMON"*/
/*"POLYLIFT" -> "OASGP"*/
/*"POLYLIFT" -> "ORDSET"*/
/*"POLYLIFT" -> "SETCAT"*/
/*"POLYLIFT" -> "BASTYPE"*/
/*"POLYLIFT" -> "KOERCE"*/
/*"POLYLIFT" -> "ABELMON"*/
/*"POLYLIFT" -> "ABELSG"*/
/*"POLYLIFT" -> "CABMON"*/
/*"POLYLIFT" -> "RING"*/
/*"POLYLIFT" -> "RNG"*/
/*"POLYLIFT" -> "ABELGRP"*/
/*"POLYLIFT" -> "SGROUP"*/
/*"POLYLIFT" -> "MONOID"*/
/*"POLYLIFT" -> "LMODULE"*/
/*"POLYLIFT" -> "POLYCAT"*/
/*"POLYLIFT" -> "PDRING"*/
/*"POLYLIFT" -> "FAMR"*/
/*"POLYLIFT" -> "AMR"*/
/*"POLYLIFT" -> "BMODULE"*/
/*"POLYLIFT" -> "RMODULE"*/
/*"POLYLIFT" -> "COMRING"*/
/*"POLYLIFT" -> "ALGEBRA"*/
/*"POLYLIFT" -> "MODULE"*/
/*"POLYLIFT" -> "CHARZ"*/
/*"POLYLIFT" -> "CHARNZ"*/
/*"POLYLIFT" -> "INTDOM"*/
/*"POLYLIFT" -> "ENTIRER"*/
/*"POLYLIFT" -> "FRETRCT"*/
/*"POLYLIFT" -> "RETRACT"*/
/*"POLYLIFT" -> "EVALAB"*/
/*"POLYLIFT" -> "IEVALAB"*/
/*"POLYLIFT" -> "FLINEXP"*/
/*"POLYLIFT" -> "LINEXP"*/
/*"POLYLIFT" -> "KONVERT"*/
/*"POLYLIFT" -> "PATMAB"*/
/*"POLYLIFT" -> "GCDDOM"*/
"POLYLIFT" -> "PFECAT"
/*"POLYLIFT" -> "UFD"*/
/*"POLYLIFT" -> "BOOLEAN"*/

"POLYROOT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=POLYROOT"]
/*"POLYROOT" -> "OAMONS"*/
/*"POLYROOT" -> "OCAMON"*/
/*"POLYROOT" -> "OAMON"*/
/*"POLYROOT" -> "OASGP"*/
/*"POLYROOT" -> "ORDSET"*/
/*"POLYROOT" -> "SETCAT"*/
/*"POLYROOT" -> "BASTYPE"*/
/*"POLYROOT" -> "KOERCE"*/
/*"POLYROOT" -> "ABELMON"*/
/*"POLYROOT" -> "ABELSG"*/
/*"POLYROOT" -> "CABMON"*/
/*"POLYROOT" -> "INTDOM"*/
/*"POLYROOT" -> "COMRING"*/
/*"POLYROOT" -> "RING"*/
/*"POLYROOT" -> "RNG"*/
/*"POLYROOT" -> "ABELGRP"*/
/*"POLYROOT" -> "SGROUP"*/
/*"POLYROOT" -> "MONOID"*/
/*"POLYROOT" -> "LMODULE"*/
/*"POLYROOT" -> "BMODULE"*/
/*"POLYROOT" -> "RMODULE"*/
/*"POLYROOT" -> "ALGEBRA"*/
/*"POLYROOT" -> "MODULE"*/
/*"POLYROOT" -> "ENTIRER"*/
/*"POLYROOT" -> "POLYCAT"*/
/*"POLYROOT" -> "PDRING"*/
/*"POLYROOT" -> "FAMR"*/
/*"POLYROOT" -> "AMR"*/
/*"POLYROOT" -> "CHARZ"*/
/*"POLYROOT" -> "CHARNZ"*/
/*"POLYROOT" -> "FRETRCT"*/
/*"POLYROOT" -> "RETRACT"*/
/*"POLYROOT" -> "EVALAB"*/
/*"POLYROOT" -> "IEVALAB"*/
/*"POLYROOT" -> "FLINEXP"*/
/*"POLYROOT" -> "LINEXP"*/
/*"POLYROOT" -> "KONVERT"*/
/*"POLYROOT" -> "PATMAB"*/
/*"POLYROOT" -> "GCDDOM"*/
"POLYROOT" -> "PFECAT"
/*"POLYROOT" -> "UFD"*/
/*"POLYROOT" -> "FIELD"*/
/*"POLYROOT" -> "EUCDOM"*/
/*"POLYROOT" -> "PID"*/
/*"POLYROOT" -> "DIVRING"*/
/*"POLYROOT" -> "INT"*/
/*"POLYROOT" -> "NNI"*/
/*"POLYROOT" -> "INS-"*/
/*"POLYROOT" -> "INS"*/
/*"POLYROOT" -> "OINTDOM"*/
/*"POLYROOT" -> "ORDRING"*/
/*"POLYROOT" -> "OAGROUP"*/
/*"POLYROOT" -> "DIFRING"*/
/*"POLYROOT" -> "CFCAT"*/
/*"POLYROOT" -> "REAL"*/
/*"POLYROOT" -> "STEP"*/
/*"POLYROOT" -> "EUCDOM-"*/
/*"POLYROOT" -> "UFD-"*/
/*"POLYROOT" -> "GCDDOM-"*/

"POLY2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=POLY2"]
/*"POLY2" -> "RING"*/
/*"POLY2" -> "RNG"*/
/*"POLY2" -> "ABELGRP"*/
/*"POLY2" -> "CABMON"*/
/*"POLY2" -> "ABELMON"*/
/*"POLY2" -> "ABELSG"*/
/*"POLY2" -> "SETCAT"*/
/*"POLY2" -> "BASTYPE"*/
/*"POLY2" -> "KOERCE"*/
/*"POLY2" -> "SGROUP"*/
/*"POLY2" -> "MONOID"*/
/*"POLY2" -> "LMODULE"*/
/*"POLY2" -> "POLYCAT"*/
/*"POLY2" -> "PDRING"*/
/*"POLY2" -> "FAMR"*/
/*"POLY2" -> "AMR"*/
/*"POLY2" -> "BMODULE"*/
/*"POLY2" -> "RMODULE"*/
/*"POLY2" -> "COMRING"*/
/*"POLY2" -> "ALGEBRA"*/
/*"POLY2" -> "MODULE"*/
/*"POLY2" -> "CHARZ"*/
/*"POLY2" -> "CHARNZ"*/
/*"POLY2" -> "INTDOM"*/
/*"POLY2" -> "ENTIRER"*/
/*"POLY2" -> "FRETRCT"*/
/*"POLY2" -> "RETRACT"*/
/*"POLY2" -> "EVALAB"*/
/*"POLY2" -> "IEVALAB"*/
/*"POLY2" -> "FLINEXP"*/
/*"POLY2" -> "LINEXP"*/
/*"POLY2" -> "ORDSET"*/
/*"POLY2" -> "KONVERT"*/
/*"POLY2" -> "PATMAB"*/
/*"POLY2" -> "GCDDOM"*/
"POLY2" -> "PFECAT"
/*"POLY2" -> "UFD"*/

"POLY2UP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=POLY2UP"]
/*"POLY2UP" -> "RING"*/
/*"POLY2UP" -> "RNG"*/
/*"POLY2UP" -> "ABELGRP"*/
/*"POLY2UP" -> "CABMON"*/
/*"POLY2UP" -> "ABELMON"*/
/*"POLY2UP" -> "ABELSG"*/
/*"POLY2UP" -> "SETCAT"*/
/*"POLY2UP" -> "BASTYPE"*/
/*"POLY2UP" -> "KOERCE"*/
/*"POLY2UP" -> "SGROUP"*/
/*"POLY2UP" -> "MONOID"*/
/*"POLY2UP" -> "LMODULE"*/
/*"POLY2UP" -> "POLYCAT"*/
/*"POLY2UP" -> "PDRING"*/
/*"POLY2UP" -> "FAMR"*/
/*"POLY2UP" -> "AMR"*/
/*"POLY2UP" -> "BMODULE"*/
/*"POLY2UP" -> "RMODULE"*/
/*"POLY2UP" -> "COMRING"*/
/*"POLY2UP" -> "ALGEBRA"*/
/*"POLY2UP" -> "MODULE"*/
/*"POLY2UP" -> "CHARZ"*/
/*"POLY2UP" -> "CHARNZ"*/
/*"POLY2UP" -> "INTDOM"*/
/*"POLY2UP" -> "ENTIRER"*/
/*"POLY2UP" -> "FRETRCT"*/
/*"POLY2UP" -> "RETRACT"*/
/*"POLY2UP" -> "EVALAB"*/
/*"POLY2UP" -> "IEVALAB"*/
/*"POLY2UP" -> "FLINEXP"*/
/*"POLY2UP" -> "LINEXP"*/
/*"POLY2UP" -> "ORDSET"*/
/*"POLY2UP" -> "KONVERT"*/
/*"POLY2UP" -> "PATMAB"*/
/*"POLY2UP" -> "GCDDOM"*/
"POLY2UP" -> "PFECAT"
/*"POLY2UP" -> "UFD"*/

"PRS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PRS"]
/*"PRS" -> "INTDOM"*/
/*"PRS" -> "COMRING"*/
/*"PRS" -> "RING"*/
/*"PRS" -> "RNG"*/
/*"PRS" -> "ABELGRP"*/
/*"PRS" -> "CABMON"*/
/*"PRS" -> "ABELMON"*/
/*"PRS" -> "ABELSG"*/
/*"PRS" -> "SETCAT"*/
/*"PRS" -> "BASTYPE"*/
/*"PRS" -> "KOERCE"*/
/*"PRS" -> "SGROUP"*/
/*"PRS" -> "MONOID"*/
/*"PRS" -> "LMODULE"*/
/*"PRS" -> "BMODULE"*/
/*"PRS" -> "RMODULE"*/
/*"PRS" -> "ALGEBRA"*/
/*"PRS" -> "MODULE"*/
/*"PRS" -> "ENTIRER"*/
/*"PRS" -> "UPOLYC"*/
/*"PRS" -> "POLYCAT"*/
/*"PRS" -> "PDRING"*/
/*"PRS" -> "FAMR"*/
/*"PRS" -> "AMR"*/
/*"PRS" -> "CHARZ"*/
/*"PRS" -> "CHARNZ"*/
/*"PRS" -> "FRETRCT"*/
/*"PRS" -> "RETRACT"*/
/*"PRS" -> "EVALAB"*/
/*"PRS" -> "IEVALAB"*/
/*"PRS" -> "FLINEXP"*/
/*"PRS" -> "LINEXP"*/
/*"PRS" -> "ORDSET"*/
/*"PRS" -> "KONVERT"*/
/*"PRS" -> "PATMAB"*/
/*"PRS" -> "GCDDOM"*/
"PRS" -> "PFECAT"
/*"PRS" -> "UFD"*/
/*"PRS" -> "ELTAB"*/
/*"PRS" -> "DIFRING"*/
/*"PRS" -> "DIFEXT"*/
/*"PRS" -> "STEP"*/
/*"PRS" -> "EUCDOM"*/
/*"PRS" -> "PID"*/
/*"PRS" -> "FIELD"*/
/*"PRS" -> "DIVRING"*/
/*"PRS" -> "NNI"*/
/*"PRS" -> "INT"*/
/*"PRS" -> "VECTOR"*/
/*"PRS" -> "IVECTOR"*/
/*"PRS" -> "IARRAY1"*/
/*"PRS" -> "VECTCAT-"*/
/*"PRS" -> "BOOLEAN"*/
/*"PRS" -> "PI"*/
/*"PRS" -> "MONOID-"*/
/*"PRS" -> "ABELMON-"*/
/*"PRS" -> "VECTCAT"*/
/*"PRS" -> "A1AGG"*/
/*"PRS" -> "FLAGG"*/
/*"PRS" -> "LNAGG"*/
/*"PRS" -> "IXAGG"*/
/*"PRS" -> "HOAGG"*/
/*"PRS" -> "AGG"*/
/*"PRS" -> "TYPE"*/
/*"PRS" -> "ELTAGG"*/
/*"PRS" -> "CLAGG"*/
/*"PRS" -> "FINITE"*/
/*"PRS" -> "A1AGG-"*/
/*"PRS" -> "LIST"*/
/*"PRS" -> "ILIST"*/
/*"PRS" -> "LSAGG-"*/
/*"PRS" -> "STAGG-"*/

"PSQFR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PSQFR"]
/*"PSQFR" -> "ORDSET"*/
/*"PSQFR" -> "SETCAT"*/
/*"PSQFR" -> "BASTYPE"*/
/*"PSQFR" -> "KOERCE"*/
/*"PSQFR" -> "OAMONS"*/
/*"PSQFR" -> "OCAMON"*/
/*"PSQFR" -> "OAMON"*/
/*"PSQFR" -> "OASGP"*/
/*"PSQFR" -> "ABELMON"*/
/*"PSQFR" -> "ABELSG"*/
/*"PSQFR" -> "CABMON"*/
/*"PSQFR" -> "GCDDOM"*/
/*"PSQFR" -> "INTDOM"*/
/*"PSQFR" -> "COMRING"*/
/*"PSQFR" -> "RING"*/
/*"PSQFR" -> "RNG"*/
/*"PSQFR" -> "ABELGRP"*/
/*"PSQFR" -> "SGROUP"*/
/*"PSQFR" -> "MONOID"*/
/*"PSQFR" -> "LMODULE"*/
/*"PSQFR" -> "BMODULE"*/
/*"PSQFR" -> "RMODULE"*/
/*"PSQFR" -> "ALGEBRA"*/
/*"PSQFR" -> "MODULE"*/
/*"PSQFR" -> "ENTIRER"*/
/*"PSQFR" -> "POLYCAT"*/
/*"PSQFR" -> "PDRING"*/
/*"PSQFR" -> "FAMR"*/
/*"PSQFR" -> "AMR"*/
/*"PSQFR" -> "CHARZ"*/
/*"PSQFR" -> "CHARNZ"*/
/*"PSQFR" -> "FRETRCT"*/
/*"PSQFR" -> "RETRACT"*/
/*"PSQFR" -> "EVALAB"*/
/*"PSQFR" -> "IEVALAB"*/
/*"PSQFR" -> "FLINEXP"*/
/*"PSQFR" -> "LINEXP"*/
/*"PSQFR" -> "KONVERT"*/
/*"PSQFR" -> "PATMAB"*/
"PSQFR" -> "PFECAT"
/*"PSQFR" -> "UFD"*/
/*"PSQFR" -> "INT"*/
/*"PSQFR" -> "LIST"*/
/*"PSQFR" -> "ILIST"*/
/*"PSQFR" -> "BOOLEAN"*/
/*"PSQFR" -> "UPOLYC"*/
/*"PSQFR" -> "ELTAB"*/
/*"PSQFR" -> "DIFRING"*/
/*"PSQFR" -> "DIFEXT"*/
/*"PSQFR" -> "STEP"*/
/*"PSQFR" -> "EUCDOM"*/
/*"PSQFR" -> "PID"*/
/*"PSQFR" -> "FIELD"*/
/*"PSQFR" -> "DIVRING"*/
/*"PSQFR" -> "NNI"*/

"PUSHVAR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PUSHVAR"]
/*"PUSHVAR" -> "RING"*/
/*"PUSHVAR" -> "RNG"*/
/*"PUSHVAR" -> "ABELGRP"*/
/*"PUSHVAR" -> "CABMON"*/
/*"PUSHVAR" -> "ABELMON"*/
/*"PUSHVAR" -> "ABELSG"*/
/*"PUSHVAR" -> "SETCAT"*/
/*"PUSHVAR" -> "BASTYPE"*/
/*"PUSHVAR" -> "KOERCE"*/
/*"PUSHVAR" -> "SGROUP"*/
/*"PUSHVAR" -> "MONOID"*/
/*"PUSHVAR" -> "LMODULE"*/
/*"PUSHVAR" -> "OAMONS"*/
/*"PUSHVAR" -> "OCAMON"*/
/*"PUSHVAR" -> "OAMON"*/
/*"PUSHVAR" -> "OASGP"*/
/*"PUSHVAR" -> "ORDSET"*/
/*"PUSHVAR" -> "POLYCAT"*/
/*"PUSHVAR" -> "PDRING"*/
/*"PUSHVAR" -> "FAMR"*/
/*"PUSHVAR" -> "AMR"*/
/*"PUSHVAR" -> "BMODULE"*/
/*"PUSHVAR" -> "RMODULE"*/
/*"PUSHVAR" -> "COMRING"*/
/*"PUSHVAR" -> "ALGEBRA"*/
/*"PUSHVAR" -> "MODULE"*/
/*"PUSHVAR" -> "CHARZ"*/
/*"PUSHVAR" -> "CHARNZ"*/
/*"PUSHVAR" -> "INTDOM"*/
/*"PUSHVAR" -> "ENTIRER"*/
/*"PUSHVAR" -> "FRETRCT"*/
/*"PUSHVAR" -> "RETRACT"*/
/*"PUSHVAR" -> "EVALAB"*/
/*"PUSHVAR" -> "IEVALAB"*/
/*"PUSHVAR" -> "FLINEXP"*/
/*"PUSHVAR" -> "LINEXP"*/
/*"PUSHVAR" -> "KONVERT"*/
/*"PUSHVAR" -> "PATMAB"*/
/*"PUSHVAR" -> "GCDDOM"*/
"PUSHVAR" -> "PFECAT"
/*"PUSHVAR" -> "UFD"*/
/*"PUSHVAR" -> "NNI"*/
/*"PUSHVAR" -> "INT"*/
/*"PUSHVAR" -> "BOOLEAN"*/

"QALGSET" [color="#88FF44",href="bookvol10.3.pdf#nameddest=QALGSET"]
/*"QALGSET" -> "SETCAT"*/
/*"QALGSET" -> "BASTYPE"*/
/*"QALGSET" -> "KOERCE"*/
/*"QALGSET" -> "GCDDOM"*/
/*"QALGSET" -> "INTDOM"*/
/*"QALGSET" -> "COMRING"*/
/*"QALGSET" -> "RING"*/
/*"QALGSET" -> "RNG"*/
/*"QALGSET" -> "ABELGRP"*/
/*"QALGSET" -> "CABMON"*/
/*"QALGSET" -> "ABELMON"*/
/*"QALGSET" -> "ABELSG"*/
/*"QALGSET" -> "SGROUP"*/
/*"QALGSET" -> "MONOID"*/
/*"QALGSET" -> "LMODULE"*/
/*"QALGSET" -> "BMODULE"*/
/*"QALGSET" -> "RMODULE"*/
/*"QALGSET" -> "ALGEBRA"*/
/*"QALGSET" -> "MODULE"*/
/*"QALGSET" -> "ENTIRER"*/
/*"QALGSET" -> "ORDSET"*/
/*"QALGSET" -> "OAMONS"*/
/*"QALGSET" -> "OCAMON"*/
/*"QALGSET" -> "OAMON"*/
/*"QALGSET" -> "OASGP"*/
/*"QALGSET" -> "POLYCAT"*/
/*"QALGSET" -> "PDRING"*/
/*"QALGSET" -> "FAMR"*/
/*"QALGSET" -> "AMR"*/
/*"QALGSET" -> "CHARZ"*/
/*"QALGSET" -> "CHARNZ"*/
/*"QALGSET" -> "FRETRCT"*/
/*"QALGSET" -> "RETRACT"*/
/*"QALGSET" -> "EVALAB"*/
/*"QALGSET" -> "IEVALAB"*/
/*"QALGSET" -> "FLINEXP"*/
/*"QALGSET" -> "LINEXP"*/
/*"QALGSET" -> "KONVERT"*/
/*"QALGSET" -> "PATMAB"*/
"QALGSET" -> "PFECAT"
/*"QALGSET" -> "UFD"*/
/*"QALGSET" -> "EUCDOM"*/
/*"QALGSET" -> "PID"*/
/*"QALGSET" -> "INT"*/
/*"QALGSET" -> "LIST"*/
/*"QALGSET" -> "LSAGG"*/
/*"QALGSET" -> "STAGG"*/
/*"QALGSET" -> "URAGG"*/
/*"QALGSET" -> "RCAGG"*/
/*"QALGSET" -> "HOAGG"*/
/*"QALGSET" -> "AGG"*/
/*"QALGSET" -> "TYPE"*/
/*"QALGSET" -> "LNAGG"*/
/*"QALGSET" -> "IXAGG"*/
/*"QALGSET" -> "ELTAGG"*/
/*"QALGSET" -> "ELTAB"*/
/*"QALGSET" -> "CLAGG"*/
/*"QALGSET" -> "FLAGG"*/
/*"QALGSET" -> "ELAGG"*/
/*"QALGSET" -> "OM"*/
/*"QALGSET" -> "ILIST"*/
/*"QALGSET" -> "NNI"*/
/*"QALGSET" -> "BOOLEAN"*/
/*"QALGSET" -> "LSAGG-"*/
/*"QALGSET" -> "STAGG-"*/
/*"QALGSET" -> "ELAGG-"*/
/*"QALGSET" -> "FLAGG-"*/
/*"QALGSET" -> "URAGG-"*/
/*"QALGSET" -> "LNAGG-"*/
/*"QALGSET" -> "RCAGG-"*/
/*"QALGSET" -> "IXAGG-"*/
/*"QALGSET" -> "CLAGG-"*/
/*"QALGSET" -> "HOAGG-"*/
/*"QALGSET" -> "ORDSET-"*/
/*"QALGSET" -> "AGG-"*/
/*"QALGSET" -> "ELTAGG-"*/
/*"QALGSET" -> "SETCAT-"*/
/*"QALGSET" -> "BASTYPE-"*/

"QFCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=QFCAT",
          shape=ellipse]
/*"QFCAT" -> "INTDOM"*/
/*"QFCAT" -> "COMRING"*/
/*"QFCAT" -> "RING"*/
/*"QFCAT" -> "RNG"*/
/*"QFCAT" -> "ABELGRP"*/
/*"QFCAT" -> "CABMON"*/
/*"QFCAT" -> "ABELMON"*/
/*"QFCAT" -> "ABELSG"*/
/*"QFCAT" -> "SETCAT"*/
/*"QFCAT" -> "BASTYPE"*/
/*"QFCAT" -> "KOERCE"*/
/*"QFCAT" -> "SGROUP"*/
/*"QFCAT" -> "MONOID"*/
/*"QFCAT" -> "LMODULE"*/
/*"QFCAT" -> "BMODULE"*/
/*"QFCAT" -> "RMODULE"*/
/*"QFCAT" -> "ALGEBRA"*/
/*"QFCAT" -> "MODULE"*/
/*"QFCAT" -> "ENTIRER"*/
/*"QFCAT" -> "FIELD"*/
/*"QFCAT" -> "EUCDOM"*/
/*"QFCAT" -> "PID"*/
/*"QFCAT" -> "GCDDOM"*/
/*"QFCAT" -> "UFD"*/
/*"QFCAT" -> "DIVRING"*/
/*"QFCAT" -> "RETRACT"*/
/*"QFCAT" -> "FEVALAB"*/
/*"QFCAT" -> "ELTAB"*/
/*"QFCAT" -> "EVALAB"*/
/*"QFCAT" -> "IEVALAB"*/
/*"QFCAT" -> "DIFEXT"*/
/*"QFCAT" -> "DIFRING"*/
/*"QFCAT" -> "PDRING"*/
/*"QFCAT" -> "FLINEXP"*/
/*"QFCAT" -> "LINEXP"*/
/*"QFCAT" -> "PATAB"*/
/*"QFCAT" -> "KONVERT"*/
/*"QFCAT" -> "FPATMAB"*/
/*"QFCAT" -> "TYPE"*/
/*"QFCAT" -> "PATMAB"*/
/*"QFCAT" -> "STEP"*/
/*"QFCAT" -> "ORDSET"*/
/*"QFCAT" -> "OINTDOM"*/
/*"QFCAT" -> "ORDRING"*/
/*"QFCAT" -> "OAGROUP"*/
/*"QFCAT" -> "OCAMON"*/
/*"QFCAT" -> "OAMON"*/
/*"QFCAT" -> "OASGP"*/
/*"QFCAT" -> "REAL"*/
/*"QFCAT" -> "CHARZ"*/
/*"QFCAT" -> "CHARNZ"*/
"QFCAT" -> "PFECAT"
/*"QFCAT" -> "DFLOAT"*/
/*"QFCAT" -> "INS"*/
/*"QFCAT" -> "CFCAT"*/
/*"QFCAT" -> "FPS"*/
/*"QFCAT" -> "RNS"*/
/*"QFCAT" -> "RADCAT"*/
/*"QFCAT" -> "INT"*/

"QFCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=QFCAT",
          shape=ellipse]
/*"QFCAT-" -> "INTDOM"*/
/*"QFCAT-" -> "COMRING"*/
/*"QFCAT-" -> "RING"*/
/*"QFCAT-" -> "RNG"*/
/*"QFCAT-" -> "ABELGRP"*/
/*"QFCAT-" -> "CABMON"*/
/*"QFCAT-" -> "ABELMON"*/
/*"QFCAT-" -> "ABELSG"*/
/*"QFCAT-" -> "SETCAT"*/
/*"QFCAT-" -> "BASTYPE"*/
/*"QFCAT-" -> "KOERCE"*/
/*"QFCAT-" -> "SGROUP"*/
/*"QFCAT-" -> "MONOID"*/
/*"QFCAT-" -> "LMODULE"*/
/*"QFCAT-" -> "BMODULE"*/
/*"QFCAT-" -> "RMODULE"*/
/*"QFCAT-" -> "ALGEBRA"*/
/*"QFCAT-" -> "MODULE"*/
/*"QFCAT-" -> "ENTIRER"*/
/*"QFCAT-" -> "FIELD"*/
/*"QFCAT-" -> "EUCDOM"*/
/*"QFCAT-" -> "PID"*/
/*"QFCAT-" -> "GCDDOM"*/
/*"QFCAT-" -> "UFD"*/
/*"QFCAT-" -> "DIVRING"*/
/*"QFCAT-" -> "RETRACT"*/
/*"QFCAT-" -> "FEVALAB"*/
/*"QFCAT-" -> "ELTAB"*/
/*"QFCAT-" -> "EVALAB"*/
/*"QFCAT-" -> "IEVALAB"*/
/*"QFCAT-" -> "DIFEXT"*/
/*"QFCAT-" -> "DIFRING"*/
/*"QFCAT-" -> "PDRING"*/
/*"QFCAT-" -> "FLINEXP"*/
/*"QFCAT-" -> "LINEXP"*/
/*"QFCAT-" -> "PATAB"*/
/*"QFCAT-" -> "KONVERT"*/
/*"QFCAT-" -> "FPATMAB"*/
/*"QFCAT-" -> "TYPE"*/
/*"QFCAT-" -> "PATMAB"*/
/*"QFCAT-" -> "STEP"*/
/*"QFCAT-" -> "ORDSET"*/
/*"QFCAT-" -> "OINTDOM"*/
/*"QFCAT-" -> "ORDRING"*/
/*"QFCAT-" -> "OAGROUP"*/
/*"QFCAT-" -> "OCAMON"*/
/*"QFCAT-" -> "OAMON"*/
/*"QFCAT-" -> "OASGP"*/
/*"QFCAT-" -> "REAL"*/
/*"QFCAT-" -> "CHARZ"*/
/*"QFCAT-" -> "CHARNZ"*/
"QFCAT-" -> "PFECAT"
/*"QFCAT-" -> "DFLOAT"*/
/*"QFCAT-" -> "INS"*/
/*"QFCAT-" -> "CFCAT"*/
/*"QFCAT-" -> "FPS"*/
/*"QFCAT-" -> "RNS"*/
/*"QFCAT-" -> "RADCAT"*/
/*"QFCAT-" -> "INT"*/

/* Note that QFCAT2 depends on QFCAT in the same layer but QFCAT is */
/* part of the bootstrap clique so it is guaranteed to be compiled */
"QFCAT2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=QFCAT2"]
/*"QFCAT2" -> "INTDOM"*/
/*"QFCAT2" -> "COMRING"*/
/*"QFCAT2" -> "RING"*/
/*"QFCAT2" -> "RNG"*/
/*"QFCAT2" -> "ABELGRP"*/
/*"QFCAT2" -> "CABMON"*/
/*"QFCAT2" -> "ABELMON"*/
/*"QFCAT2" -> "ABELSG"*/
/*"QFCAT2" -> "SETCAT"*/
/*"QFCAT2" -> "BASTYPE"*/
/*"QFCAT2" -> "KOERCE"*/
/*"QFCAT2" -> "SGROUP"*/
/*"QFCAT2" -> "MONOID"*/
/*"QFCAT2" -> "LMODULE"*/
/*"QFCAT2" -> "BMODULE"*/
/*"QFCAT2" -> "RMODULE"*/
/*"QFCAT2" -> "ALGEBRA"*/
/*"QFCAT2" -> "MODULE"*/
/*"QFCAT2" -> "ENTIRER"*/
/*"QFCAT2" -> "QFCAT"*/
/*"QFCAT2" -> "FIELD"*/
/*"QFCAT2" -> "EUCDOM"*/
/*"QFCAT2" -> "PID"*/
/*"QFCAT2" -> "GCDDOM"*/
/*"QFCAT2" -> "UFD"*/
/*"QFCAT2" -> "DIVRING"*/
/*"QFCAT2" -> "RETRACT"*/
/*"QFCAT2" -> "FEVALAB"*/
/*"QFCAT2" -> "ELTAB"*/
/*"QFCAT2" -> "EVALAB"*/
/*"QFCAT2" -> "IEVALAB"*/
/*"QFCAT2" -> "DIFEXT"*/
/*"QFCAT2" -> "DIFRING"*/
/*"QFCAT2" -> "PDRING"*/
/*"QFCAT2" -> "FLINEXP"*/
/*"QFCAT2" -> "LINEXP"*/
/*"QFCAT2" -> "PATAB"*/
/*"QFCAT2" -> "KONVERT"*/
/*"QFCAT2" -> "FPATMAB"*/
/*"QFCAT2" -> "TYPE"*/
/*"QFCAT2" -> "PATMAB"*/
/*"QFCAT2" -> "STEP"*/
/*"QFCAT2" -> "ORDSET"*/
/*"QFCAT2" -> "OINTDOM"*/
/*"QFCAT2" -> "ORDRING"*/
/*"QFCAT2" -> "OAGROUP"*/
/*"QFCAT2" -> "OCAMON"*/
/*"QFCAT2" -> "OAMON"*/
/*"QFCAT2" -> "OASGP"*/
/*"QFCAT2" -> "REAL"*/
/*"QFCAT2" -> "CHARZ"*/
/*"QFCAT2" -> "CHARNZ"*/
"QFCAT2" -> "PFECAT"

"RADIX" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RADIX"]
/*"RADIX" -> "QFCAT"*/
/*"RADIX" -> "FIELD"*/
/*"RADIX" -> "EUCDOM"*/
/*"RADIX" -> "PID"*/
/*"RADIX" -> "GCDDOM"*/
/*"RADIX" -> "INTDOM"*/
/*"RADIX" -> "COMRING"*/
/*"RADIX" -> "RING"*/
/*"RADIX" -> "RNG"*/
/*"RADIX" -> "ABELGRP"*/
/*"RADIX" -> "CABMON"*/
/*"RADIX" -> "ABELMON"*/
/*"RADIX" -> "ABELSG"*/
/*"RADIX" -> "SETCAT"*/
/*"RADIX" -> "BASTYPE"*/
/*"RADIX" -> "KOERCE"*/
/*"RADIX" -> "SGROUP"*/
/*"RADIX" -> "MONOID"*/
/*"RADIX" -> "LMODULE"*/
/*"RADIX" -> "BMODULE"*/
/*"RADIX" -> "RMODULE"*/
/*"RADIX" -> "ALGEBRA"*/
/*"RADIX" -> "MODULE"*/
/*"RADIX" -> "ENTIRER"*/
/*"RADIX" -> "UFD"*/
/*"RADIX" -> "DIVRING"*/
/*"RADIX" -> "RETRACT"*/
/*"RADIX" -> "FEVALAB"*/
/*"RADIX" -> "ELTAB"*/
/*"RADIX" -> "EVALAB"*/
/*"RADIX" -> "IEVALAB"*/
/*"RADIX" -> "DIFEXT"*/
/*"RADIX" -> "DIFRING"*/
/*"RADIX" -> "PDRING"*/
/*"RADIX" -> "FLINEXP"*/
/*"RADIX" -> "LINEXP"*/
/*"RADIX" -> "PATAB"*/
/*"RADIX" -> "KONVERT"*/
/*"RADIX" -> "FPATMAB"*/
/*"RADIX" -> "TYPE"*/
/*"RADIX" -> "PATMAB"*/
/*"RADIX" -> "STEP"*/
/*"RADIX" -> "ORDSET"*/
/*"RADIX" -> "OINTDOM"*/
/*"RADIX" -> "ORDRING"*/
/*"RADIX" -> "OAGROUP"*/
/*"RADIX" -> "OCAMON"*/
/*"RADIX" -> "OAMON"*/
/*"RADIX" -> "OASGP"*/
/*"RADIX" -> "REAL"*/
/*"RADIX" -> "CHARZ"*/
/*"RADIX" -> "CHARNZ"*/
"RADIX" -> "PFECAT"
/*"RADIX" -> "INS"*/
/*"RADIX" -> "CFCAT"*/
/*"RADIX" -> "INT"*/
/*"RADIX" -> "NNI"*/
/*"RADIX" -> "LIST"*/
/*"RADIX" -> "OM"*/
/*"RADIX" -> "ILIST"*/
/*"RADIX" -> "BOOLEAN"*/
/*"RADIX" -> "LSAGG"*/
/*"RADIX" -> "STAGG"*/
/*"RADIX" -> "URAGG"*/
/*"RADIX" -> "RCAGG"*/
/*"RADIX" -> "HOAGG"*/
/*"RADIX" -> "AGG"*/
/*"RADIX" -> "LNAGG"*/
/*"RADIX" -> "IXAGG"*/
/*"RADIX" -> "ELTAGG"*/
/*"RADIX" -> "CLAGG"*/
/*"RADIX" -> "FLAGG"*/
/*"RADIX" -> "ELAGG"*/
/*"RADIX" -> "PI"*/
"RADIX" -> "STRING"
/*"RADIX" -> "CHAR"*/
/*"RADIX" -> "SINT"*/
/*"RADIX" -> "OUTFORM"*/
/*"RADIX" -> "PRIMARR"*/
/*"RADIX" -> "A1AGG-"*/
/*"RADIX" -> "ISTRING"*/
/*"RADIX" -> "FPS"*/
/*"RADIX" -> "RNS"*/
/*"RADIX" -> "RADCAT"*/
/*"RADIX" -> "UPOLYC"*/
/*"RADIX" -> "POLYCAT"*/
/*"RADIX" -> "FAMR"*/
/*"RADIX" -> "AMR"*/
/*"RADIX" -> "FRETRCT"*/

"RATFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RATFACT"]
/*"RATFACT" -> "UPOLYC"*/
/*"RATFACT" -> "POLYCAT"*/
/*"RATFACT" -> "PDRING"*/
/*"RATFACT" -> "RING"*/
/*"RATFACT" -> "RNG"*/
/*"RATFACT" -> "ABELGRP"*/
/*"RATFACT" -> "CABMON"*/
/*"RATFACT" -> "ABELMON"*/
/*"RATFACT" -> "ABELSG"*/
/*"RATFACT" -> "SETCAT"*/
/*"RATFACT" -> "BASTYPE"*/
/*"RATFACT" -> "KOERCE"*/
/*"RATFACT" -> "SGROUP"*/
/*"RATFACT" -> "MONOID"*/
/*"RATFACT" -> "LMODULE"*/
/*"RATFACT" -> "FAMR"*/
/*"RATFACT" -> "AMR"*/
/*"RATFACT" -> "BMODULE"*/
/*"RATFACT" -> "RMODULE"*/
/*"RATFACT" -> "COMRING"*/
/*"RATFACT" -> "ALGEBRA"*/
/*"RATFACT" -> "MODULE"*/
/*"RATFACT" -> "CHARZ"*/
/*"RATFACT" -> "CHARNZ"*/
/*"RATFACT" -> "INTDOM"*/
/*"RATFACT" -> "ENTIRER"*/
/*"RATFACT" -> "FRETRCT"*/
/*"RATFACT" -> "RETRACT"*/
/*"RATFACT" -> "EVALAB"*/
/*"RATFACT" -> "IEVALAB"*/
/*"RATFACT" -> "FLINEXP"*/
/*"RATFACT" -> "LINEXP"*/
/*"RATFACT" -> "ORDSET"*/
/*"RATFACT" -> "KONVERT"*/
/*"RATFACT" -> "PATMAB"*/
/*"RATFACT" -> "GCDDOM"*/
"RATFACT" -> "PFECAT"
/*"RATFACT" -> "UFD"*/
/*"RATFACT" -> "ELTAB"*/
/*"RATFACT" -> "DIFRING"*/
/*"RATFACT" -> "DIFEXT"*/
/*"RATFACT" -> "STEP"*/
/*"RATFACT" -> "EUCDOM"*/
/*"RATFACT" -> "PID"*/
/*"RATFACT" -> "FIELD"*/
/*"RATFACT" -> "DIVRING"*/
/*"RATFACT" -> "INS"*/
/*"RATFACT" -> "OINTDOM"*/
/*"RATFACT" -> "ORDRING"*/
/*"RATFACT" -> "OAGROUP"*/
/*"RATFACT" -> "OCAMON"*/
/*"RATFACT" -> "OAMON"*/
/*"RATFACT" -> "OASGP"*/
/*"RATFACT" -> "CFCAT"*/
/*"RATFACT" -> "REAL"*/
/*"RATFACT" -> "INT"*/
/*"RATFACT" -> "INS-"*/
/*"RATFACT" -> "EUCDOM-"*/
/*"RATFACT" -> "UFD-"*/
/*"RATFACT" -> "GCDDOM-"*/
/*"RATFACT" -> "QFCAT"*/
/*"RATFACT" -> "FEVALAB"*/
/*"RATFACT" -> "PATAB"*/
/*"RATFACT" -> "FPATMAB"*/
/*"RATFACT" -> "TYPE"*/
/*"RATFACT" -> "BOOLEAN"*/

"RCFIELD" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RCFIELD"]
/*"RCFIELD" -> "INS"*/
/*"RCFIELD" -> "UFD"*/
/*"RCFIELD" -> "GCDDOM"*/
/*"RCFIELD" -> "INTDOM"*/
/*"RCFIELD" -> "COMRING"*/
/*"RCFIELD" -> "RING"*/
/*"RCFIELD" -> "RNG"*/
/*"RCFIELD" -> "ABELGRP"*/
/*"RCFIELD" -> "CABMON"*/
/*"RCFIELD" -> "ABELMON"*/
/*"RCFIELD" -> "ABELSG"*/
/*"RCFIELD" -> "SETCAT"*/
/*"RCFIELD" -> "BASTYPE"*/
/*"RCFIELD" -> "KOERCE"*/
/*"RCFIELD" -> "SGROUP"*/
/*"RCFIELD" -> "MONOID"*/
/*"RCFIELD" -> "LMODULE"*/
/*"RCFIELD" -> "BMODULE"*/
/*"RCFIELD" -> "RMODULE"*/
/*"RCFIELD" -> "ALGEBRA"*/
/*"RCFIELD" -> "MODULE"*/
/*"RCFIELD" -> "ENTIRER"*/
/*"RCFIELD" -> "EUCDOM"*/
/*"RCFIELD" -> "PID"*/
/*"RCFIELD" -> "OINTDOM"*/
/*"RCFIELD" -> "ORDRING"*/
/*"RCFIELD" -> "OAGROUP"*/
/*"RCFIELD" -> "OCAMON"*/
/*"RCFIELD" -> "OAMON"*/
/*"RCFIELD" -> "OASGP"*/
/*"RCFIELD" -> "ORDSET"*/
/*"RCFIELD" -> "DIFRING"*/
/*"RCFIELD" -> "KONVERT"*/
/*"RCFIELD" -> "RETRACT"*/
/*"RCFIELD" -> "LINEXP"*/
/*"RCFIELD" -> "PATMAB"*/
/*"RCFIELD" -> "CFCAT"*/
/*"RCFIELD" -> "REAL"*/
/*"RCFIELD" -> "CHARZ"*/
/*"RCFIELD" -> "STEP"*/
/*"RCFIELD" -> "QFCAT"*/
/*"RCFIELD" -> "FIELD"*/
/*"RCFIELD" -> "DIVRING"*/
/*"RCFIELD" -> "FEVALAB"*/
/*"RCFIELD" -> "ELTAB"*/
/*"RCFIELD" -> "EVALAB"*/
/*"RCFIELD" -> "IEVALAB"*/
/*"RCFIELD" -> "DIFEXT"*/
/*"RCFIELD" -> "PDRING"*/
/*"RCFIELD" -> "FLINEXP"*/
/*"RCFIELD" -> "PATAB"*/
/*"RCFIELD" -> "FPATMAB"*/
/*"RCFIELD" -> "TYPE"*/
/*"RCFIELD" -> "CHARNZ"*/
"RCFIELD" -> "PFECAT"
/*"RCFIELD" -> "FRETRCT"*/
/*"RCFIELD" -> "RADCAT"*/
/*"RCFIELD" -> "NNI"*/
/*"RCFIELD" -> "INT"*/
/*"RCFIELD" -> "LSAGG"*/
/*"RCFIELD" -> "STAGG"*/
/*"RCFIELD" -> "URAGG"*/
/*"RCFIELD" -> "RCAGG"*/
/*"RCFIELD" -> "HOAGG"*/
/*"RCFIELD" -> "AGG"*/
/*"RCFIELD" -> "LNAGG"*/
/*"RCFIELD" -> "IXAGG"*/
/*"RCFIELD" -> "ELTAGG"*/
/*"RCFIELD" -> "CLAGG"*/
/*"RCFIELD" -> "FLAGG"*/
/*"RCFIELD" -> "ELAGG"*/
/*"RCFIELD" -> "OM"*/
/*"RCFIELD" -> "LIST"*/
/*"RCFIELD" -> "ILIST"*/
/*"RCFIELD" -> "LSAGG-"*/
/*"RCFIELD" -> "STAGG-"*/
/*"RCFIELD" -> "PI"*/

"RCFIELD-" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RCFIELD"]
/*"RCFIELD-" -> "INS"*/
/*"RCFIELD-" -> "UFD"*/
/*"RCFIELD-" -> "GCDDOM"*/
/*"RCFIELD-" -> "INTDOM"*/
/*"RCFIELD-" -> "COMRING"*/
/*"RCFIELD-" -> "RING"*/
/*"RCFIELD-" -> "RNG"*/
/*"RCFIELD-" -> "ABELGRP"*/
/*"RCFIELD-" -> "CABMON"*/
/*"RCFIELD-" -> "ABELMON"*/
/*"RCFIELD-" -> "ABELSG"*/
/*"RCFIELD-" -> "SETCAT"*/
/*"RCFIELD-" -> "BASTYPE"*/
/*"RCFIELD-" -> "KOERCE"*/
/*"RCFIELD-" -> "SGROUP"*/
/*"RCFIELD-" -> "MONOID"*/
/*"RCFIELD-" -> "LMODULE"*/
/*"RCFIELD-" -> "BMODULE"*/
/*"RCFIELD-" -> "RMODULE"*/
/*"RCFIELD-" -> "ALGEBRA"*/
/*"RCFIELD-" -> "MODULE"*/
/*"RCFIELD-" -> "ENTIRER"*/
/*"RCFIELD-" -> "EUCDOM"*/
/*"RCFIELD-" -> "PID"*/
/*"RCFIELD-" -> "OINTDOM"*/
/*"RCFIELD-" -> "ORDRING"*/
/*"RCFIELD-" -> "OAGROUP"*/
/*"RCFIELD-" -> "OCAMON"*/
/*"RCFIELD-" -> "OAMON"*/
/*"RCFIELD-" -> "OASGP"*/
/*"RCFIELD-" -> "ORDSET"*/
/*"RCFIELD-" -> "DIFRING"*/
/*"RCFIELD-" -> "KONVERT"*/
/*"RCFIELD-" -> "RETRACT"*/
/*"RCFIELD-" -> "LINEXP"*/
/*"RCFIELD-" -> "PATMAB"*/
/*"RCFIELD-" -> "CFCAT"*/
/*"RCFIELD-" -> "REAL"*/
/*"RCFIELD-" -> "CHARZ"*/
/*"RCFIELD-" -> "STEP"*/
/*"RCFIELD-" -> "QFCAT"*/
/*"RCFIELD-" -> "FIELD"*/
/*"RCFIELD-" -> "DIVRING"*/
/*"RCFIELD-" -> "FEVALAB"*/
/*"RCFIELD-" -> "ELTAB"*/
/*"RCFIELD-" -> "EVALAB"*/
/*"RCFIELD-" -> "IEVALAB"*/
/*"RCFIELD-" -> "DIFEXT"*/
/*"RCFIELD-" -> "PDRING"*/
/*"RCFIELD-" -> "FLINEXP"*/
/*"RCFIELD-" -> "PATAB"*/
/*"RCFIELD-" -> "FPATMAB"*/
/*"RCFIELD-" -> "TYPE"*/
/*"RCFIELD-" -> "CHARNZ"*/
"RCFIELD-" -> "PFECAT"
/*"RCFIELD-" -> "FRETRCT"*/
/*"RCFIELD-" -> "RADCAT"*/
/*"RCFIELD-" -> "NNI"*/
/*"RCFIELD-" -> "INT"*/
/*"RCFIELD-" -> "LSAGG"*/
/*"RCFIELD-" -> "STAGG"*/
/*"RCFIELD-" -> "URAGG"*/
/*"RCFIELD-" -> "RCAGG"*/
/*"RCFIELD-" -> "HOAGG"*/
/*"RCFIELD-" -> "AGG"*/
/*"RCFIELD-" -> "LNAGG"*/
/*"RCFIELD-" -> "IXAGG"*/
/*"RCFIELD-" -> "ELTAGG"*/
/*"RCFIELD-" -> "CLAGG"*/
/*"RCFIELD-" -> "FLAGG"*/
/*"RCFIELD-" -> "ELAGG"*/
/*"RCFIELD-" -> "OM"*/
/*"RCFIELD-" -> "LIST"*/
/*"RCFIELD-" -> "ILIST"*/
/*"RCFIELD-" -> "LSAGG-"*/
/*"RCFIELD-" -> "STAGG-"*/
/*"RCFIELD-" -> "PI"*/

"RDETR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RDETR"]
/*"RDETR" -> "FIELD"*/
/*"RDETR" -> "EUCDOM"*/
/*"RDETR" -> "PID"*/
/*"RDETR" -> "GCDDOM"*/
/*"RDETR" -> "INTDOM"*/
/*"RDETR" -> "COMRING"*/
/*"RDETR" -> "RING"*/
/*"RDETR" -> "RNG"*/
/*"RDETR" -> "ABELGRP"*/
/*"RDETR" -> "CABMON"*/
/*"RDETR" -> "ABELMON"*/
/*"RDETR" -> "ABELSG"*/
/*"RDETR" -> "SETCAT"*/
/*"RDETR" -> "BASTYPE"*/
/*"RDETR" -> "KOERCE"*/
/*"RDETR" -> "SGROUP"*/
/*"RDETR" -> "MONOID"*/
/*"RDETR" -> "LMODULE"*/
/*"RDETR" -> "BMODULE"*/
/*"RDETR" -> "RMODULE"*/
/*"RDETR" -> "ALGEBRA"*/
/*"RDETR" -> "MODULE"*/
/*"RDETR" -> "ENTIRER"*/
/*"RDETR" -> "UFD"*/
/*"RDETR" -> "DIVRING"*/
/*"RDETR" -> "CHARZ"*/
/*"RDETR" -> "RETRACT"*/
/*"RDETR" -> "UPOLYC"*/
/*"RDETR" -> "POLYCAT"*/
/*"RDETR" -> "PDRING"*/
/*"RDETR" -> "FAMR"*/
/*"RDETR" -> "AMR"*/
/*"RDETR" -> "CHARNZ"*/
/*"RDETR" -> "FRETRCT"*/
/*"RDETR" -> "EVALAB"*/
/*"RDETR" -> "IEVALAB"*/
/*"RDETR" -> "FLINEXP"*/
/*"RDETR" -> "LINEXP"*/
/*"RDETR" -> "ORDSET"*/
/*"RDETR" -> "KONVERT"*/
/*"RDETR" -> "PATMAB"*/
"RDETR" -> "PFECAT"
/*"RDETR" -> "ELTAB"*/
/*"RDETR" -> "DIFRING"*/
/*"RDETR" -> "DIFEXT"*/
/*"RDETR" -> "STEP"*/
/*"RDETR" -> "BOOLEAN"*/
/*"RDETR" -> "NNI"*/
/*"RDETR" -> "INT"*/
/*"RDETR" -> "INS"*/
/*"RDETR" -> "OINTDOM"*/
/*"RDETR" -> "ORDRING"*/
/*"RDETR" -> "OAGROUP"*/
/*"RDETR" -> "OCAMON"*/
/*"RDETR" -> "OAMON"*/
/*"RDETR" -> "OASGP"*/
/*"RDETR" -> "CFCAT"*/
/*"RDETR" -> "REAL"*/

"RDETRS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RDETRS"]
/*"RDETRS" -> "FIELD"*/
/*"RDETRS" -> "EUCDOM"*/
/*"RDETRS" -> "PID"*/
/*"RDETRS" -> "GCDDOM"*/
/*"RDETRS" -> "INTDOM"*/
/*"RDETRS" -> "COMRING"*/
/*"RDETRS" -> "RING"*/
/*"RDETRS" -> "RNG"*/
/*"RDETRS" -> "ABELGRP"*/
/*"RDETRS" -> "CABMON"*/
/*"RDETRS" -> "ABELMON"*/
/*"RDETRS" -> "ABELSG"*/
/*"RDETRS" -> "SETCAT"*/
/*"RDETRS" -> "BASTYPE"*/
/*"RDETRS" -> "KOERCE"*/
/*"RDETRS" -> "SGROUP"*/
/*"RDETRS" -> "MONOID"*/
/*"RDETRS" -> "LMODULE"*/
/*"RDETRS" -> "BMODULE"*/
/*"RDETRS" -> "RMODULE"*/
/*"RDETRS" -> "ALGEBRA"*/
/*"RDETRS" -> "MODULE"*/
/*"RDETRS" -> "ENTIRER"*/
/*"RDETRS" -> "UFD"*/
/*"RDETRS" -> "DIVRING"*/
/*"RDETRS" -> "CHARZ"*/
/*"RDETRS" -> "RETRACT"*/
/*"RDETRS" -> "UPOLYC"*/
/*"RDETRS" -> "POLYCAT"*/
/*"RDETRS" -> "PDRING"*/
/*"RDETRS" -> "FAMR"*/
/*"RDETRS" -> "AMR"*/
/*"RDETRS" -> "CHARNZ"*/
/*"RDETRS" -> "FRETRCT"*/
/*"RDETRS" -> "EVALAB"*/
/*"RDETRS" -> "IEVALAB"*/
/*"RDETRS" -> "FLINEXP"*/
/*"RDETRS" -> "LINEXP"*/
/*"RDETRS" -> "ORDSET"*/
/*"RDETRS" -> "KONVERT"*/
/*"RDETRS" -> "PATMAB"*/
"RDETRS" -> "PFECAT"
/*"RDETRS" -> "ELTAB"*/
/*"RDETRS" -> "DIFRING"*/
/*"RDETRS" -> "DIFEXT"*/
/*"RDETRS" -> "STEP"*/
/*"RDETRS" -> "INT"*/
/*"RDETRS" -> "LIST"*/
/*"RDETRS" -> "ILIST"*/
/*"RDETRS" -> "LSAGG-"*/
/*"RDETRS" -> "STAGG-"*/
/*"RDETRS" -> "ELAGG-"*/
/*"RDETRS" -> "FLAGG-"*/
/*"RDETRS" -> "URAGG-"*/
/*"RDETRS" -> "VECTOR"*/
/*"RDETRS" -> "VECTCAT"*/
/*"RDETRS" -> "A1AGG"*/
/*"RDETRS" -> "FLAGG"*/
/*"RDETRS" -> "LNAGG"*/
/*"RDETRS" -> "IXAGG"*/
/*"RDETRS" -> "HOAGG"*/
/*"RDETRS" -> "AGG"*/
/*"RDETRS" -> "TYPE"*/
/*"RDETRS" -> "ELTAGG"*/
/*"RDETRS" -> "CLAGG"*/
/*"RDETRS" -> "IVECTOR"*/
/*"RDETRS" -> "IARRAY1"*/
/*"RDETRS" -> "PI"*/
/*"RDETRS" -> "NNI"*/

"REAL0" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REAL0"]
/*"REAL0" -> "UPOLYC"*/
/*"REAL0" -> "POLYCAT"*/
/*"REAL0" -> "PDRING"*/
/*"REAL0" -> "RING"*/
/*"REAL0" -> "RNG"*/
/*"REAL0" -> "ABELGRP"*/
/*"REAL0" -> "CABMON"*/
/*"REAL0" -> "ABELMON"*/
/*"REAL0" -> "ABELSG"*/
/*"REAL0" -> "SETCAT"*/
/*"REAL0" -> "BASTYPE"*/
/*"REAL0" -> "KOERCE"*/
/*"REAL0" -> "SGROUP"*/
/*"REAL0" -> "MONOID"*/
/*"REAL0" -> "LMODULE"*/
/*"REAL0" -> "FAMR"*/
/*"REAL0" -> "AMR"*/
/*"REAL0" -> "BMODULE"*/
/*"REAL0" -> "RMODULE"*/
/*"REAL0" -> "COMRING"*/
/*"REAL0" -> "ALGEBRA"*/
/*"REAL0" -> "MODULE"*/
/*"REAL0" -> "CHARZ"*/
/*"REAL0" -> "CHARNZ"*/
/*"REAL0" -> "INTDOM"*/
/*"REAL0" -> "ENTIRER"*/
/*"REAL0" -> "FRETRCT"*/
/*"REAL0" -> "RETRACT"*/
/*"REAL0" -> "EVALAB"*/
/*"REAL0" -> "IEVALAB"*/
/*"REAL0" -> "FLINEXP"*/
/*"REAL0" -> "LINEXP"*/
/*"REAL0" -> "ORDSET"*/
/*"REAL0" -> "KONVERT"*/
/*"REAL0" -> "PATMAB"*/
/*"REAL0" -> "GCDDOM"*/
"REAL0" -> "PFECAT"
/*"REAL0" -> "UFD"*/
/*"REAL0" -> "ELTAB"*/
/*"REAL0" -> "DIFRING"*/
/*"REAL0" -> "DIFEXT"*/
/*"REAL0" -> "STEP"*/
/*"REAL0" -> "EUCDOM"*/
/*"REAL0" -> "PID"*/
/*"REAL0" -> "FIELD"*/
/*"REAL0" -> "DIVRING"*/
/*"REAL0" -> "INS"*/
/*"REAL0" -> "OINTDOM"*/
/*"REAL0" -> "ORDRING"*/
/*"REAL0" -> "OAGROUP"*/
/*"REAL0" -> "OCAMON"*/
/*"REAL0" -> "OAMON"*/
/*"REAL0" -> "OASGP"*/
/*"REAL0" -> "CFCAT"*/
/*"REAL0" -> "REAL"*/
/*"REAL0" -> "INT"*/
/*"REAL0" -> "OM"*/
/*"REAL0" -> "NNI"*/
/*"REAL0" -> "LIST"*/
/*"REAL0" -> "ILIST"*/
/*"REAL0" -> "PI"*/
/*"REAL0" -> "BOOLEAN"*/
/*"REAL0" -> "INS-"*/
/*"REAL0" -> "EUCDOM-"*/
/*"REAL0" -> "UFD-"*/
/*"REAL0" -> "GCDDOM-"*/
/*"REAL0" -> "INTDOM-"*/
/*"REAL0" -> "ALGEBRA-"*/
/*"REAL0" -> "DIFRING-"*/
/*"REAL0" -> "ORDRING-"*/
/*"REAL0" -> "MODULE-"*/
/*"REAL0" -> "RING-"*/
/*"REAL0" -> "ABELGRP-"*/
/*"REAL0" -> "ABELMON-"*/
/*"REAL0" -> "SINT"*/
/*"REAL0" -> "VECTOR"*/
/*"REAL0" -> "IVECTOR"*/
/*"REAL0" -> "IARRAY1"*/
/*"REAL0" -> "VECTCAT"*/
/*"REAL0" -> "A1AGG"*/
/*"REAL0" -> "FLAGG"*/
/*"REAL0" -> "LNAGG"*/
/*"REAL0" -> "IXAGG"*/
/*"REAL0" -> "HOAGG"*/
/*"REAL0" -> "AGG"*/
/*"REAL0" -> "TYPE"*/
/*"REAL0" -> "ELTAGG"*/
/*"REAL0" -> "CLAGG"*/

"REAL0Q" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REAL0Q"]
/*"REAL0Q" -> "UPOLYC"*/
/*"REAL0Q" -> "POLYCAT"*/
/*"REAL0Q" -> "PDRING"*/
/*"REAL0Q" -> "RING"*/
/*"REAL0Q" -> "RNG"*/
/*"REAL0Q" -> "ABELGRP"*/
/*"REAL0Q" -> "CABMON"*/
/*"REAL0Q" -> "ABELMON"*/
/*"REAL0Q" -> "ABELSG"*/
/*"REAL0Q" -> "SETCAT"*/
/*"REAL0Q" -> "BASTYPE"*/
/*"REAL0Q" -> "KOERCE"*/
/*"REAL0Q" -> "SGROUP"*/
/*"REAL0Q" -> "MONOID"*/
/*"REAL0Q" -> "LMODULE"*/
/*"REAL0Q" -> "FAMR"*/
/*"REAL0Q" -> "AMR"*/
/*"REAL0Q" -> "BMODULE"*/
/*"REAL0Q" -> "RMODULE"*/
/*"REAL0Q" -> "COMRING"*/
/*"REAL0Q" -> "ALGEBRA"*/
/*"REAL0Q" -> "MODULE"*/
/*"REAL0Q" -> "CHARZ"*/
/*"REAL0Q" -> "CHARNZ"*/
/*"REAL0Q" -> "INTDOM"*/
/*"REAL0Q" -> "ENTIRER"*/
/*"REAL0Q" -> "FRETRCT"*/
/*"REAL0Q" -> "RETRACT"*/
/*"REAL0Q" -> "EVALAB"*/
/*"REAL0Q" -> "IEVALAB"*/
/*"REAL0Q" -> "FLINEXP"*/
/*"REAL0Q" -> "LINEXP"*/
/*"REAL0Q" -> "ORDSET"*/
/*"REAL0Q" -> "KONVERT"*/
/*"REAL0Q" -> "PATMAB"*/
/*"REAL0Q" -> "GCDDOM"*/
"REAL0Q" -> "PFECAT"
/*"REAL0Q" -> "UFD"*/
/*"REAL0Q" -> "ELTAB"*/
/*"REAL0Q" -> "DIFRING"*/
/*"REAL0Q" -> "DIFEXT"*/
/*"REAL0Q" -> "STEP"*/
/*"REAL0Q" -> "EUCDOM"*/
/*"REAL0Q" -> "PID"*/
/*"REAL0Q" -> "FIELD"*/
/*"REAL0Q" -> "DIVRING"*/
/*"REAL0Q" -> "INS"*/
/*"REAL0Q" -> "OINTDOM"*/
/*"REAL0Q" -> "ORDRING"*/
/*"REAL0Q" -> "OAGROUP"*/
/*"REAL0Q" -> "OCAMON"*/
/*"REAL0Q" -> "OAMON"*/
/*"REAL0Q" -> "OASGP"*/
/*"REAL0Q" -> "CFCAT"*/
/*"REAL0Q" -> "REAL"*/
/*"REAL0Q" -> "INT"*/
/*"REAL0Q" -> "INS-"*/
/*"REAL0Q" -> "EUCDOM-"*/
/*"REAL0Q" -> "UFD-"*/
/*"REAL0Q" -> "GCDDOM-"*/
/*"REAL0Q" -> "QFCAT"*/
/*"REAL0Q" -> "FEVALAB"*/
/*"REAL0Q" -> "PATAB"*/
/*"REAL0Q" -> "FPATMAB"*/
/*"REAL0Q" -> "TYPE"*/

"REALSOLV" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REALSOLV"]
/*"REALSOLV" -> "INS"*/
/*"REALSOLV" -> "UFD"*/
/*"REALSOLV" -> "GCDDOM"*/
/*"REALSOLV" -> "INTDOM"*/
/*"REALSOLV" -> "COMRING"*/
/*"REALSOLV" -> "RING"*/
/*"REALSOLV" -> "RNG"*/
/*"REALSOLV" -> "ABELGRP"*/
/*"REALSOLV" -> "CABMON"*/
/*"REALSOLV" -> "ABELMON"*/
/*"REALSOLV" -> "ABELSG"*/
/*"REALSOLV" -> "SETCAT"*/
/*"REALSOLV" -> "BASTYPE"*/
/*"REALSOLV" -> "KOERCE"*/
/*"REALSOLV" -> "SGROUP"*/
/*"REALSOLV" -> "MONOID"*/
/*"REALSOLV" -> "LMODULE"*/
/*"REALSOLV" -> "BMODULE"*/
/*"REALSOLV" -> "RMODULE"*/
/*"REALSOLV" -> "ALGEBRA"*/
/*"REALSOLV" -> "MODULE"*/
/*"REALSOLV" -> "ENTIRER"*/
/*"REALSOLV" -> "EUCDOM"*/
/*"REALSOLV" -> "PID"*/
/*"REALSOLV" -> "OINTDOM"*/
/*"REALSOLV" -> "ORDRING"*/
/*"REALSOLV" -> "OAGROUP"*/
/*"REALSOLV" -> "OCAMON"*/
/*"REALSOLV" -> "OAMON"*/
/*"REALSOLV" -> "OASGP"*/
/*"REALSOLV" -> "ORDSET"*/
/*"REALSOLV" -> "DIFRING"*/
/*"REALSOLV" -> "KONVERT"*/
/*"REALSOLV" -> "RETRACT"*/
/*"REALSOLV" -> "LINEXP"*/
/*"REALSOLV" -> "PATMAB"*/
/*"REALSOLV" -> "CFCAT"*/
/*"REALSOLV" -> "REAL"*/
/*"REALSOLV" -> "CHARZ"*/
/*"REALSOLV" -> "STEP"*/
/*"REALSOLV" -> "POLYCAT"*/
/*"REALSOLV" -> "PDRING"*/
/*"REALSOLV" -> "FAMR"*/
/*"REALSOLV" -> "AMR"*/
/*"REALSOLV" -> "CHARNZ"*/
/*"REALSOLV" -> "FRETRCT"*/
/*"REALSOLV" -> "EVALAB"*/
/*"REALSOLV" -> "IEVALAB"*/
/*"REALSOLV" -> "FLINEXP"*/
"REALSOLV" -> "PFECAT"
/*"REALSOLV" -> "QFCAT"*/
/*"REALSOLV" -> "FIELD"*/
/*"REALSOLV" -> "DIVRING"*/
/*"REALSOLV" -> "FEVALAB"*/
/*"REALSOLV" -> "ELTAB"*/
/*"REALSOLV" -> "DIFEXT"*/
/*"REALSOLV" -> "PATAB"*/
/*"REALSOLV" -> "FPATMAB"*/
/*"REALSOLV" -> "TYPE"*/
/*"REALSOLV" -> "FPS"*/
/*"REALSOLV" -> "RNS"*/
/*"REALSOLV" -> "RADCAT"*/

"RESRING" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RESRING"]
/*"RESRING" -> "POLYCAT"*/
/*"RESRING" -> "PDRING"*/
/*"RESRING" -> "RING"*/
/*"RESRING" -> "RNG"*/
/*"RESRING" -> "ABELGRP"*/
/*"RESRING" -> "CABMON"*/
/*"RESRING" -> "ABELMON"*/
/*"RESRING" -> "ABELSG"*/
/*"RESRING" -> "SETCAT"*/
/*"RESRING" -> "BASTYPE"*/
/*"RESRING" -> "KOERCE"*/
/*"RESRING" -> "SGROUP"*/
/*"RESRING" -> "MONOID"*/
/*"RESRING" -> "LMODULE"*/
/*"RESRING" -> "FAMR"*/
/*"RESRING" -> "AMR"*/
/*"RESRING" -> "BMODULE"*/
/*"RESRING" -> "RMODULE"*/
/*"RESRING" -> "COMRING"*/
/*"RESRING" -> "ALGEBRA"*/
/*"RESRING" -> "MODULE"*/
/*"RESRING" -> "CHARZ"*/
/*"RESRING" -> "CHARNZ"*/
/*"RESRING" -> "INTDOM"*/
/*"RESRING" -> "ENTIRER"*/
/*"RESRING" -> "FRETRCT"*/
/*"RESRING" -> "RETRACT"*/
/*"RESRING" -> "EVALAB"*/
/*"RESRING" -> "IEVALAB"*/
/*"RESRING" -> "FLINEXP"*/
/*"RESRING" -> "LINEXP"*/
/*"RESRING" -> "ORDSET"*/
/*"RESRING" -> "KONVERT"*/
/*"RESRING" -> "PATMAB"*/
/*"RESRING" -> "GCDDOM"*/
"RESRING" -> "PFECAT"
/*"RESRING" -> "UFD"*/
/*"RESRING" -> "FIELD"*/
/*"RESRING" -> "EUCDOM"*/
/*"RESRING" -> "PID"*/
/*"RESRING" -> "DIVRING"*/
/*"RESRING" -> "OAMONS"*/
/*"RESRING" -> "OCAMON"*/
/*"RESRING" -> "OAMON"*/
/*"RESRING" -> "OASGP"*/
/*"RESRING" -> "INT"*/
/*"RESRING" -> "LIST"*/
/*"RESRING" -> "ILIST"*/

"RETSOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RETSOL"]
/*"RETSOL" -> "INTDOM"*/
/*"RETSOL" -> "COMRING"*/
/*"RETSOL" -> "RING"*/
/*"RETSOL" -> "RNG"*/
/*"RETSOL" -> "ABELGRP"*/
/*"RETSOL" -> "CABMON"*/
/*"RETSOL" -> "ABELMON"*/
/*"RETSOL" -> "ABELSG"*/
/*"RETSOL" -> "SETCAT"*/
/*"RETSOL" -> "BASTYPE"*/
/*"RETSOL" -> "KOERCE"*/
/*"RETSOL" -> "SGROUP"*/
/*"RETSOL" -> "MONOID"*/
/*"RETSOL" -> "LMODULE"*/
/*"RETSOL" -> "BMODULE"*/
/*"RETSOL" -> "RMODULE"*/
/*"RETSOL" -> "ALGEBRA"*/
/*"RETSOL" -> "MODULE"*/
/*"RETSOL" -> "ENTIRER"*/
/*"RETSOL" -> "RETRACT"*/
/*"RETSOL" -> "POLYCAT"*/
/*"RETSOL" -> "PDRING"*/
/*"RETSOL" -> "FAMR"*/
/*"RETSOL" -> "AMR"*/
/*"RETSOL" -> "CHARZ"*/
/*"RETSOL" -> "CHARNZ"*/
/*"RETSOL" -> "FRETRCT"*/
/*"RETSOL" -> "EVALAB"*/
/*"RETSOL" -> "IEVALAB"*/
/*"RETSOL" -> "FLINEXP"*/
/*"RETSOL" -> "LINEXP"*/
/*"RETSOL" -> "ORDSET"*/
/*"RETSOL" -> "KONVERT"*/
/*"RETSOL" -> "PATMAB"*/
/*"RETSOL" -> "GCDDOM"*/
"RETSOL" -> "PFECAT"
/*"RETSOL" -> "UFD"*/
/*"RETSOL" -> "INT"*/
/*"RETSOL" -> "LIST"*/
/*"RETSOL" -> "ILIST"*/
/*"RETSOL" -> "BOOLEAN"*/

"RF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RF"]
/*"RF" -> "INTDOM"*/
/*"RF" -> "COMRING"*/
/*"RF" -> "RING"*/
/*"RF" -> "RNG"*/
/*"RF" -> "ABELGRP"*/
/*"RF" -> "CABMON"*/
/*"RF" -> "ABELMON"*/
/*"RF" -> "ABELSG"*/
/*"RF" -> "SETCAT"*/
/*"RF" -> "BASTYPE"*/
/*"RF" -> "KOERCE"*/
/*"RF" -> "SGROUP"*/
/*"RF" -> "MONOID"*/
/*"RF" -> "LMODULE"*/
/*"RF" -> "BMODULE"*/
/*"RF" -> "RMODULE"*/
/*"RF" -> "ALGEBRA"*/
/*"RF" -> "MODULE"*/
/*"RF" -> "ENTIRER"*/
/*"RF" -> "POLYCAT"*/
/*"RF" -> "PDRING"*/
/*"RF" -> "FAMR"*/
/*"RF" -> "AMR"*/
/*"RF" -> "CHARZ"*/
/*"RF" -> "CHARNZ"*/
/*"RF" -> "FRETRCT"*/
/*"RF" -> "RETRACT"*/
/*"RF" -> "EVALAB"*/
/*"RF" -> "IEVALAB"*/
/*"RF" -> "FLINEXP"*/
/*"RF" -> "LINEXP"*/
/*"RF" -> "ORDSET"*/
/*"RF" -> "KONVERT"*/
/*"RF" -> "PATMAB"*/
/*"RF" -> "GCDDOM"*/
"RF" -> "PFECAT"
/*"RF" -> "UFD"*/
/*"RF" -> "QFCAT"*/
/*"RF" -> "FIELD"*/
/*"RF" -> "EUCDOM"*/
/*"RF" -> "PID"*/
/*"RF" -> "DIVRING"*/
/*"RF" -> "FEVALAB"*/
/*"RF" -> "ELTAB"*/
/*"RF" -> "DIFEXT"*/
/*"RF" -> "DIFRING"*/
/*"RF" -> "PATAB"*/
/*"RF" -> "FPATMAB"*/
/*"RF" -> "TYPE"*/
/*"RF" -> "STEP"*/
/*"RF" -> "OINTDOM"*/
/*"RF" -> "ORDRING"*/
/*"RF" -> "OAGROUP"*/
/*"RF" -> "OCAMON"*/
/*"RF" -> "OAMON"*/
/*"RF" -> "OASGP"*/
/*"RF" -> "REAL"*/
/*"RF" -> "UPOLYC"*/

"RFFACTOR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RFFACTOR"]
/*"RFFACTOR" -> "EUCDOM"*/
/*"RFFACTOR" -> "PID"*/
/*"RFFACTOR" -> "GCDDOM"*/
/*"RFFACTOR" -> "INTDOM"*/
/*"RFFACTOR" -> "COMRING"*/
/*"RFFACTOR" -> "RING"*/
/*"RFFACTOR" -> "RNG"*/
/*"RFFACTOR" -> "ABELGRP"*/
/*"RFFACTOR" -> "CABMON"*/
/*"RFFACTOR" -> "ABELMON"*/
/*"RFFACTOR" -> "ABELSG"*/
/*"RFFACTOR" -> "SETCAT"*/
/*"RFFACTOR" -> "BASTYPE"*/
/*"RFFACTOR" -> "KOERCE"*/
/*"RFFACTOR" -> "SGROUP"*/
/*"RFFACTOR" -> "MONOID"*/
/*"RFFACTOR" -> "LMODULE"*/
/*"RFFACTOR" -> "BMODULE"*/
/*"RFFACTOR" -> "RMODULE"*/
/*"RFFACTOR" -> "ALGEBRA"*/
/*"RFFACTOR" -> "MODULE"*/
/*"RFFACTOR" -> "ENTIRER"*/
/*"RFFACTOR" -> "INS"*/
/*"RFFACTOR" -> "UFD"*/
/*"RFFACTOR" -> "OINTDOM"*/
/*"RFFACTOR" -> "ORDRING"*/
/*"RFFACTOR" -> "OAGROUP"*/
/*"RFFACTOR" -> "OCAMON"*/
/*"RFFACTOR" -> "OAMON"*/
/*"RFFACTOR" -> "OASGP"*/
/*"RFFACTOR" -> "ORDSET"*/
/*"RFFACTOR" -> "DIFRING"*/
/*"RFFACTOR" -> "KONVERT"*/
/*"RFFACTOR" -> "RETRACT"*/
/*"RFFACTOR" -> "LINEXP"*/
/*"RFFACTOR" -> "PATMAB"*/
/*"RFFACTOR" -> "CFCAT"*/
/*"RFFACTOR" -> "REAL"*/
/*"RFFACTOR" -> "CHARZ"*/
/*"RFFACTOR" -> "STEP"*/
/*"RFFACTOR" -> "QFCAT"*/
/*"RFFACTOR" -> "FIELD"*/
/*"RFFACTOR" -> "DIVRING"*/
/*"RFFACTOR" -> "FEVALAB"*/
/*"RFFACTOR" -> "ELTAB"*/
/*"RFFACTOR" -> "EVALAB"*/
/*"RFFACTOR" -> "IEVALAB"*/
/*"RFFACTOR" -> "DIFEXT"*/
/*"RFFACTOR" -> "PDRING"*/
/*"RFFACTOR" -> "FLINEXP"*/
/*"RFFACTOR" -> "PATAB"*/
/*"RFFACTOR" -> "FPATMAB"*/
/*"RFFACTOR" -> "TYPE"*/
/*"RFFACTOR" -> "CHARNZ"*/
"RFFACTOR" -> "PFECAT"
/*"RFFACTOR" -> "POLYCAT"*/
/*"RFFACTOR" -> "FAMR"*/
/*"RFFACTOR" -> "AMR"*/
/*"RFFACTOR" -> "FRETRCT"*/
/*"RFFACTOR" -> "FFIELDC"*/
/*"RFFACTOR" -> "FPC"*/
/*"RFFACTOR" -> "FINITE"*/

"RINTERP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RINTERP"]
/*"RINTERP" -> "FIELD"*/
/*"RINTERP" -> "EUCDOM"*/
/*"RINTERP" -> "PID"*/
/*"RINTERP" -> "GCDDOM"*/
/*"RINTERP" -> "INTDOM"*/
/*"RINTERP" -> "COMRING"*/
/*"RINTERP" -> "RING"*/
/*"RINTERP" -> "RNG"*/
/*"RINTERP" -> "ABELGRP"*/
/*"RINTERP" -> "CABMON"*/
/*"RINTERP" -> "ABELMON"*/
/*"RINTERP" -> "ABELSG"*/
/*"RINTERP" -> "SETCAT"*/
/*"RINTERP" -> "BASTYPE"*/
/*"RINTERP" -> "KOERCE"*/
/*"RINTERP" -> "SGROUP"*/
/*"RINTERP" -> "MONOID"*/
/*"RINTERP" -> "LMODULE"*/
/*"RINTERP" -> "BMODULE"*/
/*"RINTERP" -> "RMODULE"*/
/*"RINTERP" -> "ALGEBRA"*/
/*"RINTERP" -> "MODULE"*/
/*"RINTERP" -> "ENTIRER"*/
/*"RINTERP" -> "UFD"*/
/*"RINTERP" -> "DIVRING"*/
/*"RINTERP" -> "LSAGG"*/
/*"RINTERP" -> "STAGG"*/
/*"RINTERP" -> "URAGG"*/
/*"RINTERP" -> "RCAGG"*/
/*"RINTERP" -> "HOAGG"*/
/*"RINTERP" -> "AGG"*/
/*"RINTERP" -> "TYPE"*/
/*"RINTERP" -> "EVALAB"*/
/*"RINTERP" -> "IEVALAB"*/
/*"RINTERP" -> "LNAGG"*/
/*"RINTERP" -> "IXAGG"*/
/*"RINTERP" -> "ELTAGG"*/
/*"RINTERP" -> "ELTAB"*/
/*"RINTERP" -> "CLAGG"*/
/*"RINTERP" -> "KONVERT"*/
/*"RINTERP" -> "FLAGG"*/
/*"RINTERP" -> "ORDSET"*/
/*"RINTERP" -> "ELAGG"*/
/*"RINTERP" -> "OM"*/
/*"RINTERP" -> "INT"*/
/*"RINTERP" -> "LIST"*/
/*"RINTERP" -> "ILIST"*/
/*"RINTERP" -> "NNI"*/
/*"RINTERP" -> "SINT"*/
/*"RINTERP" -> "LSAGG-"*/
/*"RINTERP" -> "STAGG-"*/
/*"RINTERP" -> "POLYCAT"*/
/*"RINTERP" -> "PDRING"*/
/*"RINTERP" -> "FAMR"*/
/*"RINTERP" -> "AMR"*/
/*"RINTERP" -> "CHARZ"*/
/*"RINTERP" -> "CHARNZ"*/
/*"RINTERP" -> "FRETRCT"*/
/*"RINTERP" -> "RETRACT"*/
/*"RINTERP" -> "FLINEXP"*/
/*"RINTERP" -> "LINEXP"*/
/*"RINTERP" -> "PATMAB"*/
"RINTERP" -> "PFECAT" 
/*"RINTERP" -> "PI"*/
/*"RINTERP" -> "MONOID-"*/
/*"RINTERP" -> "ABELMON-"*/
/*"RINTERP" -> "ORDSET-"*/
/*"RINTERP" -> "SGROUP-"*/
/*"RINTERP" -> "ABELSG-"*/
/*"RINTERP" -> "SETCAT-"*/
/*"RINTERP" -> "BASTYPE-"*/
/*"RINTERP" -> "VECTOR"*/
/*"RINTERP" -> "IVECTOR"*/
/*"RINTERP" -> "IARRAY1"*/

"RMATCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RMATCAT"]
/*"RMATCAT" -> "BMODULE"*/
/*"RMATCAT" -> "LMODULE"*/
/*"RMATCAT" -> "ABELGRP"*/
/*"RMATCAT" -> "CABMON"*/
/*"RMATCAT" -> "ABELMON"*/
/*"RMATCAT" -> "ABELSG"*/
/*"RMATCAT" -> "SETCAT"*/
/*"RMATCAT" -> "BASTYPE"*/
/*"RMATCAT" -> "KOERCE"*/
/*"RMATCAT" -> "RMODULE"*/
/*"RMATCAT" -> "HOAGG"*/
/*"RMATCAT" -> "AGG"*/
/*"RMATCAT" -> "TYPE"*/
/*"RMATCAT" -> "EVALAB"*/
/*"RMATCAT" -> "IEVALAB"*/
/*"RMATCAT" -> "MODULE"*/
/*"RMATCAT" -> "COMRING"*/
/*"RMATCAT" -> "RING"*/
/*"RMATCAT" -> "RNG"*/
/*"RMATCAT" -> "SGROUP"*/
/*"RMATCAT" -> "MONOID"*/
"RMATCAT" -> "DIRPCAT"
/*"RMATCAT" -> "IXAGG"*/
/*"RMATCAT" -> "ELTAGG"*/
/*"RMATCAT" -> "ELTAB"*/
/*"RMATCAT" -> "FRETRCT"*/
/*"RMATCAT" -> "RETRACT"*/
/*"RMATCAT" -> "DIFEXT"*/
/*"RMATCAT" -> "DIFRING"*/
/*"RMATCAT" -> "PDRING"*/
/*"RMATCAT" -> "FLINEXP"*/
/*"RMATCAT" -> "LINEXP"*/
/*"RMATCAT" -> "FINITE"*/
/*"RMATCAT" -> "ALGEBRA"*/
/*"RMATCAT" -> "ORDRING"*/
/*"RMATCAT" -> "OAGROUP"*/
/*"RMATCAT" -> "OCAMON"*/
/*"RMATCAT" -> "OAMON"*/
/*"RMATCAT" -> "OASGP"*/
/*"RMATCAT" -> "ORDSET"*/
/*"RMATCAT" -> "OAMONS"*/
/*"RMATCAT" -> "VSPACE"*/
/*"RMATCAT" -> "FIELD"*/
/*"RMATCAT" -> "EUCDOM"*/
/*"RMATCAT" -> "PID"*/
/*"RMATCAT" -> "GCDDOM"*/
/*"RMATCAT" -> "INTDOM"*/
/*"RMATCAT" -> "ENTIRER"*/
/*"RMATCAT" -> "UFD"*/
/*"RMATCAT" -> "DIVRING"*/
/*"RMATCAT" -> "NNI"*/
/*"RMATCAT" -> "INT"*/
/*"RMATCAT" -> "BOOLEAN"*/
/*"RMATCAT" -> "SINT"*/

"RMATCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RMATCAT"]
/*"RMATCAT-" -> "BMODULE"*/
/*"RMATCAT-" -> "LMODULE"*/
/*"RMATCAT-" -> "ABELGRP"*/
/*"RMATCAT-" -> "CABMON"*/
/*"RMATCAT-" -> "ABELMON"*/
/*"RMATCAT-" -> "ABELSG"*/
/*"RMATCAT-" -> "SETCAT"*/
/*"RMATCAT-" -> "BASTYPE"*/
/*"RMATCAT-" -> "KOERCE"*/
/*"RMATCAT-" -> "RMODULE"*/
/*"RMATCAT-" -> "HOAGG"*/
/*"RMATCAT-" -> "AGG"*/
/*"RMATCAT-" -> "TYPE"*/
/*"RMATCAT-" -> "EVALAB"*/
/*"RMATCAT-" -> "IEVALAB"*/
/*"RMATCAT-" -> "MODULE"*/
/*"RMATCAT-" -> "COMRING"*/
/*"RMATCAT-" -> "RING"*/
/*"RMATCAT-" -> "RNG"*/
/*"RMATCAT-" -> "SGROUP"*/
/*"RMATCAT-" -> "MONOID"*/
"RMATCAT-" -> "DIRPCAT"
/*"RMATCAT-" -> "IXAGG"*/
/*"RMATCAT-" -> "ELTAGG"*/
/*"RMATCAT-" -> "ELTAB"*/
/*"RMATCAT-" -> "FRETRCT"*/
/*"RMATCAT-" -> "RETRACT"*/
/*"RMATCAT-" -> "DIFEXT"*/
/*"RMATCAT-" -> "DIFRING"*/
/*"RMATCAT-" -> "PDRING"*/
/*"RMATCAT-" -> "FLINEXP"*/
/*"RMATCAT-" -> "LINEXP"*/
/*"RMATCAT-" -> "FINITE"*/
/*"RMATCAT-" -> "ALGEBRA"*/
/*"RMATCAT-" -> "ORDRING"*/
/*"RMATCAT-" -> "OAGROUP"*/
/*"RMATCAT-" -> "OCAMON"*/
/*"RMATCAT-" -> "OAMON"*/
/*"RMATCAT-" -> "OASGP"*/
/*"RMATCAT-" -> "ORDSET"*/
/*"RMATCAT-" -> "OAMONS"*/
/*"RMATCAT-" -> "VSPACE"*/
/*"RMATCAT-" -> "FIELD"*/
/*"RMATCAT-" -> "EUCDOM"*/
/*"RMATCAT-" -> "PID"*/
/*"RMATCAT-" -> "GCDDOM"*/
/*"RMATCAT-" -> "INTDOM"*/
/*"RMATCAT-" -> "ENTIRER"*/
/*"RMATCAT-" -> "UFD"*/
/*"RMATCAT-" -> "DIVRING"*/
/*"RMATCAT-" -> "NNI"*/
/*"RMATCAT-" -> "INT"*/
/*"RMATCAT-" -> "BOOLEAN"*/
/*"RMATCAT-" -> "SINT"*/

"RRCC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RRCC"]
/*"RRCC" -> "SETCAT"*/
/*"RRCC" -> "BASTYPE"*/
/*"RRCC" -> "KOERCE"*/
/*"RRCC" -> "ORDRING"*/
/*"RRCC" -> "OAGROUP"*/
/*"RRCC" -> "OCAMON"*/
/*"RRCC" -> "OAMON"*/
/*"RRCC" -> "OASGP"*/
/*"RRCC" -> "ORDSET"*/
/*"RRCC" -> "ABELMON"*/
/*"RRCC" -> "ABELSG"*/
/*"RRCC" -> "CABMON"*/
/*"RRCC" -> "ABELGRP"*/
/*"RRCC" -> "RING"*/
/*"RRCC" -> "RNG"*/
/*"RRCC" -> "SGROUP"*/
/*"RRCC" -> "MONOID"*/
/*"RRCC" -> "LMODULE"*/
/*"RRCC" -> "FIELD"*/
/*"RRCC" -> "EUCDOM"*/
/*"RRCC" -> "PID"*/
/*"RRCC" -> "GCDDOM"*/
/*"RRCC" -> "INTDOM"*/
/*"RRCC" -> "COMRING"*/
/*"RRCC" -> "BMODULE"*/
/*"RRCC" -> "RMODULE"*/
/*"RRCC" -> "ALGEBRA"*/
/*"RRCC" -> "MODULE"*/
/*"RRCC" -> "ENTIRER"*/
/*"RRCC" -> "UFD"*/
/*"RRCC" -> "DIVRING"*/
/*"RRCC" -> "UPOLYC"*/
/*"RRCC" -> "POLYCAT"*/
/*"RRCC" -> "PDRING"*/
/*"RRCC" -> "FAMR"*/
/*"RRCC" -> "AMR"*/
/*"RRCC" -> "CHARZ"*/
/*"RRCC" -> "CHARNZ"*/
/*"RRCC" -> "FRETRCT"*/
/*"RRCC" -> "RETRACT"*/
/*"RRCC" -> "EVALAB"*/
/*"RRCC" -> "IEVALAB"*/
/*"RRCC" -> "FLINEXP"*/
/*"RRCC" -> "LINEXP"*/
/*"RRCC" -> "KONVERT"*/
/*"RRCC" -> "PATMAB"*/
"RRCC" -> "PFECAT"
/*"RRCC" -> "ELTAB"*/
/*"RRCC" -> "DIFRING"*/
/*"RRCC" -> "DIFEXT"*/
/*"RRCC" -> "STEP"*/
/*"RRCC" -> "INT"*/
/*"RRCC" -> "LSAGG"*/
/*"RRCC" -> "STAGG"*/
/*"RRCC" -> "URAGG"*/
/*"RRCC" -> "RCAGG"*/
/*"RRCC" -> "HOAGG"*/
/*"RRCC" -> "AGG"*/
/*"RRCC" -> "TYPE"*/
/*"RRCC" -> "LNAGG"*/
/*"RRCC" -> "IXAGG"*/
/*"RRCC" -> "ELTAGG"*/
/*"RRCC" -> "CLAGG"*/
/*"RRCC" -> "FLAGG"*/
/*"RRCC" -> "ELAGG"*/
/*"RRCC" -> "OM"*/
/*"RRCC" -> "LIST"*/
/*"RRCC" -> "ILIST"*/
/*"RRCC" -> "NNI"*/
/*"RRCC" -> "LSAGG-"*/
/*"RRCC" -> "STAGG-"*/

"RRCC-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RRCC"]
/*"RRCC-" -> "SETCAT"*/
/*"RRCC-" -> "BASTYPE"*/
/*"RRCC-" -> "KOERCE"*/
/*"RRCC-" -> "ORDRING"*/
/*"RRCC-" -> "OAGROUP"*/
/*"RRCC-" -> "OCAMON"*/
/*"RRCC-" -> "OAMON"*/
/*"RRCC-" -> "OASGP"*/
/*"RRCC-" -> "ORDSET"*/
/*"RRCC-" -> "ABELMON"*/
/*"RRCC-" -> "ABELSG"*/
/*"RRCC-" -> "CABMON"*/
/*"RRCC-" -> "ABELGRP"*/
/*"RRCC-" -> "RING"*/
/*"RRCC-" -> "RNG"*/
/*"RRCC-" -> "SGROUP"*/
/*"RRCC-" -> "MONOID"*/
/*"RRCC-" -> "LMODULE"*/
/*"RRCC-" -> "FIELD"*/
/*"RRCC-" -> "EUCDOM"*/
/*"RRCC-" -> "PID"*/
/*"RRCC-" -> "GCDDOM"*/
/*"RRCC-" -> "INTDOM"*/
/*"RRCC-" -> "COMRING"*/
/*"RRCC-" -> "BMODULE"*/
/*"RRCC-" -> "RMODULE"*/
/*"RRCC-" -> "ALGEBRA"*/
/*"RRCC-" -> "MODULE"*/
/*"RRCC-" -> "ENTIRER"*/
/*"RRCC-" -> "UFD"*/
/*"RRCC-" -> "DIVRING"*/
/*"RRCC-" -> "UPOLYC"*/
/*"RRCC-" -> "POLYCAT"*/
/*"RRCC-" -> "PDRING"*/
/*"RRCC-" -> "FAMR"*/
/*"RRCC-" -> "AMR"*/
/*"RRCC-" -> "CHARZ"*/
/*"RRCC-" -> "CHARNZ"*/
/*"RRCC-" -> "FRETRCT"*/
/*"RRCC-" -> "RETRACT"*/
/*"RRCC-" -> "EVALAB"*/
/*"RRCC-" -> "IEVALAB"*/
/*"RRCC-" -> "FLINEXP"*/
/*"RRCC-" -> "LINEXP"*/
/*"RRCC-" -> "KONVERT"*/
/*"RRCC-" -> "PATMAB"*/
"RRCC-" -> "PFECAT"
/*"RRCC-" -> "ELTAB"*/
/*"RRCC-" -> "DIFRING"*/
/*"RRCC-" -> "DIFEXT"*/
/*"RRCC-" -> "STEP"*/
/*"RRCC-" -> "INT"*/
/*"RRCC-" -> "LSAGG"*/
/*"RRCC-" -> "STAGG"*/
/*"RRCC-" -> "URAGG"*/
/*"RRCC-" -> "RCAGG"*/
/*"RRCC-" -> "HOAGG"*/
/*"RRCC-" -> "AGG"*/
/*"RRCC-" -> "TYPE"*/
/*"RRCC-" -> "LNAGG"*/
/*"RRCC-" -> "IXAGG"*/
/*"RRCC-" -> "ELTAGG"*/
/*"RRCC-" -> "CLAGG"*/
/*"RRCC-" -> "FLAGG"*/
/*"RRCC-" -> "ELAGG"*/
/*"RRCC-" -> "OM"*/
/*"RRCC-" -> "LIST"*/
/*"RRCC-" -> "ILIST"*/
/*"RRCC-" -> "NNI"*/
/*"RRCC-" -> "LSAGG-"*/
/*"RRCC-" -> "STAGG-"*/

"SCPKG" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SCPKG"]
/*"SCPKG" -> "FIELD"*/
/*"SCPKG" -> "EUCDOM"*/
/*"SCPKG" -> "PID"*/
/*"SCPKG" -> "GCDDOM"*/
/*"SCPKG" -> "INTDOM"*/
/*"SCPKG" -> "COMRING"*/
/*"SCPKG" -> "RING"*/
/*"SCPKG" -> "RNG"*/
/*"SCPKG" -> "ABELGRP"*/
/*"SCPKG" -> "CABMON"*/
/*"SCPKG" -> "ABELMON"*/
/*"SCPKG" -> "ABELSG"*/
/*"SCPKG" -> "SETCAT"*/
/*"SCPKG" -> "BASTYPE"*/
/*"SCPKG" -> "KOERCE"*/
/*"SCPKG" -> "SGROUP"*/
/*"SCPKG" -> "MONOID"*/
/*"SCPKG" -> "LMODULE"*/
/*"SCPKG" -> "BMODULE"*/
/*"SCPKG" -> "RMODULE"*/
/*"SCPKG" -> "ALGEBRA"*/
/*"SCPKG" -> "MODULE"*/
/*"SCPKG" -> "ENTIRER"*/
/*"SCPKG" -> "UFD"*/
/*"SCPKG" -> "DIVRING"*/
/*"SCPKG" -> "LSAGG"*/
/*"SCPKG" -> "STAGG"*/
/*"SCPKG" -> "URAGG"*/
/*"SCPKG" -> "RCAGG"*/
/*"SCPKG" -> "HOAGG"*/
/*"SCPKG" -> "AGG"*/
/*"SCPKG" -> "TYPE"*/
/*"SCPKG" -> "EVALAB"*/
/*"SCPKG" -> "IEVALAB"*/
/*"SCPKG" -> "LNAGG"*/
/*"SCPKG" -> "IXAGG"*/
/*"SCPKG" -> "ELTAGG"*/
/*"SCPKG" -> "ELTAB"*/
/*"SCPKG" -> "CLAGG"*/
/*"SCPKG" -> "KONVERT"*/
/*"SCPKG" -> "FLAGG"*/
/*"SCPKG" -> "ORDSET"*/
/*"SCPKG" -> "ELAGG"*/
/*"SCPKG" -> "OM"*/
/*"SCPKG" -> "INT"*/
/*"SCPKG" -> "LIST"*/
/*"SCPKG" -> "ILIST"*/
/*"SCPKG" -> "LSAGG-"*/
/*"SCPKG" -> "VECTOR"*/
/*"SCPKG" -> "IVECTOR"*/
/*"SCPKG" -> "IARRAY1"*/
/*"SCPKG" -> "VECTCAT-"*/
/*"SCPKG" -> "A1AGG-"*/
/*"SCPKG" -> "INS"*/
/*"SCPKG" -> "OINTDOM"*/
/*"SCPKG" -> "ORDRING"*/
/*"SCPKG" -> "OAGROUP"*/
/*"SCPKG" -> "OCAMON"*/
/*"SCPKG" -> "OAMON"*/
/*"SCPKG" -> "OASGP"*/
/*"SCPKG" -> "DIFRING"*/
/*"SCPKG" -> "RETRACT"*/
/*"SCPKG" -> "LINEXP"*/
/*"SCPKG" -> "PATMAB"*/
/*"SCPKG" -> "CFCAT"*/
/*"SCPKG" -> "REAL"*/
/*"SCPKG" -> "CHARZ"*/
/*"SCPKG" -> "STEP"*/
/*"SCPKG" -> "STAGG-"*/
/*"SCPKG" -> "ELAGG-"*/
/*"SCPKG" -> "FLAGG-"*/
/*"SCPKG" -> "URAGG-"*/
/*"SCPKG" -> "LNAGG-"*/
/*"SCPKG" -> "NNI"*/
/*"SCPKG" -> "SINT"*/
/*"SCPKG" -> "VECTCAT"*/
/*"SCPKG" -> "A1AGG"*/
/*"SCPKG" -> "POLYCAT"*/
/*"SCPKG" -> "PDRING"*/
/*"SCPKG" -> "FAMR"*/
/*"SCPKG" -> "AMR"*/
/*"SCPKG" -> "CHARNZ"*/
/*"SCPKG" -> "FRETRCT"*/
/*"SCPKG" -> "FLINEXP"*/
"SCPKG" -> "PFECAT"
/*"SCPKG" -> "BOOLEAN"*/
/*"SCPKG" -> "QFCAT"*/
/*"SCPKG" -> "FEVALAB"*/
/*"SCPKG" -> "DIFEXT"*/
/*"SCPKG" -> "PATAB"*/
/*"SCPKG" -> "FPATMAB"*/

"SHDP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SHDP"]
"SHDP" -> "DIRPCAT"
/*"SHDP" -> "IXAGG"*/
/*"SHDP" -> "HOAGG"*/
/*"SHDP" -> "AGG"*/
/*"SHDP" -> "TYPE"*/
/*"SHDP" -> "SETCAT"*/
/*"SHDP" -> "BASTYPE"*/
/*"SHDP" -> "KOERCE"*/
/*"SHDP" -> "EVALAB"*/
/*"SHDP" -> "IEVALAB"*/
/*"SHDP" -> "ELTAGG"*/
/*"SHDP" -> "ELTAB"*/
/*"SHDP" -> "FRETRCT"*/
/*"SHDP" -> "RETRACT"*/
/*"SHDP" -> "BMODULE"*/
/*"SHDP" -> "LMODULE"*/
/*"SHDP" -> "ABELGRP"*/
/*"SHDP" -> "CABMON"*/
/*"SHDP" -> "ABELMON"*/
/*"SHDP" -> "ABELSG"*/
/*"SHDP" -> "RMODULE"*/
/*"SHDP" -> "DIFEXT"*/
/*"SHDP" -> "RING"*/
/*"SHDP" -> "RNG"*/
/*"SHDP" -> "SGROUP"*/
/*"SHDP" -> "MONOID"*/
/*"SHDP" -> "DIFRING"*/
/*"SHDP" -> "PDRING"*/
/*"SHDP" -> "FLINEXP"*/
/*"SHDP" -> "LINEXP"*/
/*"SHDP" -> "FINITE"*/
/*"SHDP" -> "ALGEBRA"*/
/*"SHDP" -> "MODULE"*/
/*"SHDP" -> "COMRING"*/
/*"SHDP" -> "ORDRING"*/
/*"SHDP" -> "OAGROUP"*/
/*"SHDP" -> "OCAMON"*/
/*"SHDP" -> "OAMON"*/
/*"SHDP" -> "OASGP"*/
/*"SHDP" -> "ORDSET"*/
/*"SHDP" -> "OAMONS"*/
/*"SHDP" -> "VSPACE"*/
/*"SHDP" -> "FIELD"*/
/*"SHDP" -> "EUCDOM"*/
/*"SHDP" -> "PID"*/
/*"SHDP" -> "GCDDOM"*/
/*"SHDP" -> "INTDOM"*/
/*"SHDP" -> "ENTIRER"*/
/*"SHDP" -> "UFD"*/
/*"SHDP" -> "DIVRING"*/
/*"SHDP" -> "BOOLEAN"*/
/*"SHDP" -> "NNI"*/
/*"SHDP" -> "INT"*/
/*"SHDP" -> "SINT"*/
/*"SHDP" -> "INS"*/
/*"SHDP" -> "OINTDOM"*/
/*"SHDP" -> "KONVERT"*/
/*"SHDP" -> "PATMAB"*/
/*"SHDP" -> "CFCAT"*/
/*"SHDP" -> "REAL"*/
/*"SHDP" -> "CHARZ"*/
/*"SHDP" -> "STEP"*/
/*"SHDP" -> "OM"*/

"SHP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SHP"]
/*"SHP" -> "OINTDOM"*/
/*"SHP" -> "INTDOM"*/
/*"SHP" -> "COMRING"*/
/*"SHP" -> "RING"*/
/*"SHP" -> "RNG"*/
/*"SHP" -> "ABELGRP"*/
/*"SHP" -> "CABMON"*/
/*"SHP" -> "ABELMON"*/
/*"SHP" -> "ABELSG"*/
/*"SHP" -> "SETCAT"*/
/*"SHP" -> "BASTYPE"*/
/*"SHP" -> "KOERCE"*/
/*"SHP" -> "SGROUP"*/
/*"SHP" -> "MONOID"*/
/*"SHP" -> "LMODULE"*/
/*"SHP" -> "BMODULE"*/
/*"SHP" -> "RMODULE"*/
/*"SHP" -> "ALGEBRA"*/
/*"SHP" -> "MODULE"*/
/*"SHP" -> "ENTIRER"*/
/*"SHP" -> "ORDRING"*/
/*"SHP" -> "OAGROUP"*/
/*"SHP" -> "OCAMON"*/
/*"SHP" -> "OAMON"*/
/*"SHP" -> "OASGP"*/
/*"SHP" -> "ORDSET"*/
/*"SHP" -> "NNI"*/
/*"SHP" -> "INT"*/
/*"SHP" -> "LIST"*/
/*"SHP" -> "PI"*/
/*"SHP" -> "ILIST"*/
/*"SHP" -> "LSAGG-"*/
/*"SHP" -> "STAGG-"*/
/*"SHP" -> "ELAGG-"*/
/*"SHP" -> "FLAGG-"*/
/*"SHP" -> "URAGG-"*/
/*"SHP" -> "SINT"*/
/*"SHP" -> "BOOLEAN"*/
/*"SHP" -> "LSAGG"*/
/*"SHP" -> "STAGG"*/
/*"SHP" -> "URAGG"*/
/*"SHP" -> "RCAGG"*/
/*"SHP" -> "HOAGG"*/
/*"SHP" -> "AGG"*/
/*"SHP" -> "TYPE"*/
/*"SHP" -> "EVALAB"*/
/*"SHP" -> "IEVALAB"*/
/*"SHP" -> "LNAGG"*/
/*"SHP" -> "IXAGG"*/
/*"SHP" -> "ELTAGG"*/
/*"SHP" -> "ELTAB"*/
/*"SHP" -> "CLAGG"*/
/*"SHP" -> "KONVERT"*/
/*"SHP" -> "FLAGG"*/
/*"SHP" -> "ELAGG"*/
/*"SHP" -> "OM"*/
/*"SHP" -> "INS"*/
/*"SHP" -> "UFD"*/
/*"SHP" -> "GCDDOM"*/
/*"SHP" -> "EUCDOM"*/
/*"SHP" -> "PID"*/
/*"SHP" -> "DIFRING"*/
/*"SHP" -> "RETRACT"*/
/*"SHP" -> "LINEXP"*/
/*"SHP" -> "PATMAB"*/
/*"SHP" -> "CFCAT"*/
/*"SHP" -> "REAL"*/
/*"SHP" -> "CHARZ"*/
/*"SHP" -> "STEP"*/
/*"SHP" -> "UPOLYC"*/
/*"SHP" -> "POLYCAT"*/
/*"SHP" -> "PDRING"*/
/*"SHP" -> "FAMR"*/
/*"SHP" -> "AMR"*/
/*"SHP" -> "CHARNZ"*/
/*"SHP" -> "FRETRCT"*/
/*"SHP" -> "FLINEXP"*/
"SHP" -> "PFECAT"
/*"SHP" -> "DIFEXT"*/
/*"SHP" -> "FIELD"*/
/*"SHP" -> "DIVRING"*/

"SIGNRF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SIGNRF"]
/*"SIGNRF" -> "GCDDOM"*/
/*"SIGNRF" -> "INTDOM"*/
/*"SIGNRF" -> "COMRING"*/
/*"SIGNRF" -> "RING"*/
/*"SIGNRF" -> "RNG"*/
/*"SIGNRF" -> "ABELGRP"*/
/*"SIGNRF" -> "CABMON"*/
/*"SIGNRF" -> "ABELMON"*/
/*"SIGNRF" -> "ABELSG"*/
/*"SIGNRF" -> "SETCAT"*/
/*"SIGNRF" -> "BASTYPE"*/
/*"SIGNRF" -> "KOERCE"*/
/*"SIGNRF" -> "SGROUP"*/
/*"SIGNRF" -> "MONOID"*/
/*"SIGNRF" -> "LMODULE"*/
/*"SIGNRF" -> "BMODULE"*/
/*"SIGNRF" -> "RMODULE"*/
/*"SIGNRF" -> "ALGEBRA"*/
/*"SIGNRF" -> "MODULE"*/
/*"SIGNRF" -> "ENTIRER"*/
/*"SIGNRF" -> "POLYCAT"*/
/*"SIGNRF" -> "PDRING"*/
/*"SIGNRF" -> "FAMR"*/
/*"SIGNRF" -> "AMR"*/
/*"SIGNRF" -> "CHARZ"*/
/*"SIGNRF" -> "CHARNZ"*/
/*"SIGNRF" -> "FRETRCT"*/
/*"SIGNRF" -> "RETRACT"*/
/*"SIGNRF" -> "EVALAB"*/
/*"SIGNRF" -> "IEVALAB"*/
/*"SIGNRF" -> "FLINEXP"*/
/*"SIGNRF" -> "LINEXP"*/
/*"SIGNRF" -> "ORDSET"*/
/*"SIGNRF" -> "KONVERT"*/
/*"SIGNRF" -> "PATMAB"*/
"SIGNRF" -> "PFECAT"
/*"SIGNRF" -> "UFD"*/
/*"SIGNRF" -> "INT"*/
/*"SIGNRF" -> "QFCAT"*/
/*"SIGNRF" -> "FIELD"*/
/*"SIGNRF" -> "EUCDOM"*/
/*"SIGNRF" -> "PID"*/
/*"SIGNRF" -> "DIVRING"*/
/*"SIGNRF" -> "FEVALAB"*/
/*"SIGNRF" -> "ELTAB"*/
/*"SIGNRF" -> "DIFEXT"*/
/*"SIGNRF" -> "DIFRING"*/
/*"SIGNRF" -> "PATAB"*/
/*"SIGNRF" -> "FPATMAB"*/
/*"SIGNRF" -> "TYPE"*/
/*"SIGNRF" -> "STEP"*/
/*"SIGNRF" -> "OINTDOM"*/
/*"SIGNRF" -> "ORDRING"*/
/*"SIGNRF" -> "OAGROUP"*/
/*"SIGNRF" -> "OCAMON"*/
/*"SIGNRF" -> "OAMON"*/
/*"SIGNRF" -> "OASGP"*/
/*"SIGNRF" -> "REAL"*/
/*"SIGNRF" -> "UPOLYC"*/
/*"SIGNRF" -> "LIST"*/
/*"SIGNRF" -> "ILIST"*/

"SMITH" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SMITH"]
/*"SMITH" -> "EUCDOM"*/
/*"SMITH" -> "PID"*/
/*"SMITH" -> "GCDDOM"*/
/*"SMITH" -> "INTDOM"*/
/*"SMITH" -> "COMRING"*/
/*"SMITH" -> "RING"*/
/*"SMITH" -> "RNG"*/
/*"SMITH" -> "ABELGRP"*/
/*"SMITH" -> "CABMON"*/
/*"SMITH" -> "ABELMON"*/
/*"SMITH" -> "ABELSG"*/
/*"SMITH" -> "SETCAT"*/
/*"SMITH" -> "BASTYPE"*/
/*"SMITH" -> "KOERCE"*/
/*"SMITH" -> "SGROUP"*/
/*"SMITH" -> "MONOID"*/
/*"SMITH" -> "LMODULE"*/
/*"SMITH" -> "BMODULE"*/
/*"SMITH" -> "RMODULE"*/
/*"SMITH" -> "ALGEBRA"*/
/*"SMITH" -> "MODULE"*/
/*"SMITH" -> "ENTIRER"*/
/*"SMITH" -> "FLAGG"*/
/*"SMITH" -> "LNAGG"*/
/*"SMITH" -> "IXAGG"*/
/*"SMITH" -> "HOAGG"*/
/*"SMITH" -> "AGG"*/
/*"SMITH" -> "TYPE"*/
/*"SMITH" -> "EVALAB"*/
/*"SMITH" -> "IEVALAB"*/
/*"SMITH" -> "ELTAGG"*/
/*"SMITH" -> "ELTAB"*/
/*"SMITH" -> "CLAGG"*/
/*"SMITH" -> "KONVERT"*/
/*"SMITH" -> "ORDSET"*/
/*"SMITH" -> "MATCAT"*/
/*"SMITH" -> "ARR2CAT"*/
/*"SMITH" -> "NNI"*/
/*"SMITH" -> "INT"*/
/*"SMITH" -> "SINT"*/
/*"SMITH" -> "BOOLEAN"*/
/*"SMITH" -> "PI"*/
/*"SMITH" -> "QFCAT"*/
/*"SMITH" -> "FIELD"*/
/*"SMITH" -> "UFD"*/
/*"SMITH" -> "DIVRING"*/
/*"SMITH" -> "RETRACT"*/
/*"SMITH" -> "FEVALAB"*/
/*"SMITH" -> "DIFEXT"*/
/*"SMITH" -> "DIFRING"*/
/*"SMITH" -> "PDRING"*/
/*"SMITH" -> "FLINEXP"*/
/*"SMITH" -> "LINEXP"*/
/*"SMITH" -> "PATAB"*/
/*"SMITH" -> "FPATMAB"*/
/*"SMITH" -> "PATMAB"*/
/*"SMITH" -> "STEP"*/
/*"SMITH" -> "OINTDOM"*/
/*"SMITH" -> "ORDRING"*/
/*"SMITH" -> "OAGROUP"*/
/*"SMITH" -> "OCAMON"*/
/*"SMITH" -> "OAMON"*/
/*"SMITH" -> "OASGP"*/
/*"SMITH" -> "REAL"*/
/*"SMITH" -> "CHARZ"*/
/*"SMITH" -> "CHARNZ"*/
"SMITH" -> "PFECAT"
/*"SMITH" -> "VECTCAT"*/
/*"SMITH" -> "A1AGG"*/
/*"SMITH" -> "OM"*/
/*"SMITH" -> "LIST"*/
/*"SMITH" -> "ILIST"*/
/*"SMITH" -> "LSAGG-"*/

"SMP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SMP"]
/*"SMP" -> "POLYCAT"*/
/*"SMP" -> "PDRING"*/
/*"SMP" -> "RING"*/
/*"SMP" -> "RNG"*/
/*"SMP" -> "ABELGRP"*/
/*"SMP" -> "CABMON"*/
/*"SMP" -> "ABELMON"*/
/*"SMP" -> "ABELSG"*/
/*"SMP" -> "SETCAT"*/
/*"SMP" -> "BASTYPE"*/
/*"SMP" -> "KOERCE"*/
/*"SMP" -> "SGROUP"*/
/*"SMP" -> "MONOID"*/
/*"SMP" -> "LMODULE"*/
/*"SMP" -> "FAMR"*/
/*"SMP" -> "AMR"*/
/*"SMP" -> "BMODULE"*/
/*"SMP" -> "RMODULE"*/
/*"SMP" -> "COMRING"*/
/*"SMP" -> "ALGEBRA"*/
/*"SMP" -> "MODULE"*/
/*"SMP" -> "CHARZ"*/
/*"SMP" -> "CHARNZ"*/
/*"SMP" -> "INTDOM"*/
/*"SMP" -> "ENTIRER"*/
/*"SMP" -> "FRETRCT"*/
/*"SMP" -> "RETRACT"*/
/*"SMP" -> "EVALAB"*/
/*"SMP" -> "IEVALAB"*/
/*"SMP" -> "FLINEXP"*/
/*"SMP" -> "LINEXP"*/
/*"SMP" -> "ORDSET"*/
/*"SMP" -> "KONVERT"*/
/*"SMP" -> "PATMAB"*/
/*"SMP" -> "GCDDOM"*/
"SMP" -> "PFECAT"
/*"SMP" -> "UFD"*/
/*"SMP" -> "BOOLEAN"*/
/*"SMP" -> "NNI"*/
/*"SMP" -> "INT"*/
/*"SMP" -> "PI"*/
/*"SMP" -> "LSAGG"*/
/*"SMP" -> "STAGG"*/
/*"SMP" -> "URAGG"*/
/*"SMP" -> "RCAGG"*/
/*"SMP" -> "HOAGG"*/
/*"SMP" -> "AGG"*/
/*"SMP" -> "TYPE"*/
/*"SMP" -> "LNAGG"*/
/*"SMP" -> "IXAGG"*/
/*"SMP" -> "ELTAGG"*/
/*"SMP" -> "ELTAB"*/
/*"SMP" -> "CLAGG"*/
/*"SMP" -> "FLAGG"*/
/*"SMP" -> "ELAGG"*/
/*"SMP" -> "OM"*/
/*"SMP" -> "LIST"*/
/*"SMP" -> "ILIST"*/
/*"SMP" -> "LSAGG-"*/
/*"SMP" -> "STAGG-"*/
/*"SMP" -> "ELAGG-"*/
/*"SMP" -> "FLAGG-"*/
/*"SMP" -> "URAGG-"*/
/*"SMP" -> "LNAGG-"*/
/*"SMP" -> "RCAGG-"*/
/*"SMP" -> "IXAGG-"*/
/*"SMP" -> "CLAGG-"*/
/*"SMP" -> "HOAGG-"*/
/*"SMP" -> "ORDSET-"*/
/*"SMP" -> "AGG-"*/
/*"SMP" -> "ELTAGG-"*/
/*"SMP" -> "SETCAT-"*/
/*"SMP" -> "BASTYPE-"*/
/*"SMP" -> "FIELD"*/
/*"SMP" -> "EUCDOM"*/
/*"SMP" -> "PID"*/
/*"SMP" -> "DIVRING"*/
/*"SMP" -> "FPS"*/
/*"SMP" -> "RNS"*/
/*"SMP" -> "ORDRING"*/
/*"SMP" -> "OAGROUP"*/
/*"SMP" -> "OCAMON"*/
/*"SMP" -> "OAMON"*/
/*"SMP" -> "OASGP"*/
/*"SMP" -> "REAL"*/
/*"SMP" -> "RADCAT"*/
/*"SMP" -> "INS"*/
/*"SMP" -> "OINTDOM"*/
/*"SMP" -> "DIFRING"*/
/*"SMP" -> "CFCAT"*/
/*"SMP" -> "STEP"*/
/*"SMP" -> "UPOLYC"*/
/*"SMP" -> "DIFEXT"*/

"SMTS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SMTS"]
/*"SMTS" -> "MTSCAT"*/
/*"SMTS" -> "PDRING"*/
/*"SMTS" -> "RING"*/
/*"SMTS" -> "RNG"*/
/*"SMTS" -> "ABELGRP"*/
/*"SMTS" -> "CABMON"*/
/*"SMTS" -> "ABELMON"*/
/*"SMTS" -> "ABELSG"*/
/*"SMTS" -> "SETCAT"*/
/*"SMTS" -> "BASTYPE"*/
/*"SMTS" -> "KOERCE"*/
/*"SMTS" -> "SGROUP"*/
/*"SMTS" -> "MONOID"*/
/*"SMTS" -> "LMODULE"*/
/*"SMTS" -> "PSCAT"*/
/*"SMTS" -> "AMR"*/
/*"SMTS" -> "BMODULE"*/
/*"SMTS" -> "RMODULE"*/
/*"SMTS" -> "COMRING"*/
/*"SMTS" -> "ALGEBRA"*/
/*"SMTS" -> "MODULE"*/
/*"SMTS" -> "CHARZ"*/
/*"SMTS" -> "CHARNZ"*/
/*"SMTS" -> "INTDOM"*/
/*"SMTS" -> "ENTIRER"*/
/*"SMTS" -> "IEVALAB"*/
/*"SMTS" -> "EVALAB"*/
/*"SMTS" -> "RADCAT"*/
/*"SMTS" -> "TRANFUN"*/
/*"SMTS" -> "TRIGCAT"*/
/*"SMTS" -> "ATRIG"*/
/*"SMTS" -> "HYPCAT"*/
/*"SMTS" -> "AHYP"*/
/*"SMTS" -> "ELEMFUN"*/
/*"SMTS" -> "ORDSET"*/
/*"SMTS" -> "POLYCAT"*/
/*"SMTS" -> "FAMR"*/
/*"SMTS" -> "FRETRCT"*/
/*"SMTS" -> "RETRACT"*/
/*"SMTS" -> "FLINEXP"*/
/*"SMTS" -> "LINEXP"*/
/*"SMTS" -> "KONVERT"*/
/*"SMTS" -> "PATMAB"*/
/*"SMTS" -> "GCDDOM"*/
"SMTS" -> "PFECAT"
/*"SMTS" -> "UFD"*/
/*"SMTS" -> "NNI"*/
/*"SMTS" -> "INT"*/
/*"SMTS" -> "BOOLEAN"*/
/*"SMTS" -> "LIST"*/
/*"SMTS" -> "ILIST"*/
/*"SMTS" -> "LSAGG-"*/
/*"SMTS" -> "STAGG-"*/
/*"SMTS" -> "ELAGG-"*/
/*"SMTS" -> "FLAGG-"*/
/*"SMTS" -> "URAGG-"*/
/*"SMTS" -> "LNAGG-"*/
/*"SMTS" -> "RCAGG-"*/
/*"SMTS" -> "IXAGG-"*/
/*"SMTS" -> "CLAGG-"*/
/*"SMTS" -> "HOAGG-"*/
/*"SMTS" -> "ORDSET-"*/
/*"SMTS" -> "AGG-"*/
/*"SMTS" -> "ELTAGG-"*/
/*"SMTS" -> "SETCAT-"*/
/*"SMTS" -> "BASTYPE-"*/
/*"SMTS" -> "LSAGG"*/
/*"SMTS" -> "STAGG"*/
/*"SMTS" -> "URAGG"*/
/*"SMTS" -> "RCAGG"*/
/*"SMTS" -> "HOAGG"*/
/*"SMTS" -> "AGG"*/
/*"SMTS" -> "TYPE"*/
/*"SMTS" -> "LNAGG"*/
/*"SMTS" -> "IXAGG"*/
/*"SMTS" -> "ELTAGG"*/
/*"SMTS" -> "ELTAB"*/
/*"SMTS" -> "CLAGG"*/
/*"SMTS" -> "FLAGG"*/
/*"SMTS" -> "ELAGG"*/
/*"SMTS" -> "OM"*/
/*"SMTS" -> "INS"*/
/*"SMTS" -> "EUCDOM"*/
/*"SMTS" -> "PID"*/
/*"SMTS" -> "OINTDOM"*/
/*"SMTS" -> "ORDRING"*/
/*"SMTS" -> "OAGROUP"*/
/*"SMTS" -> "OCAMON"*/
/*"SMTS" -> "OAMON"*/
/*"SMTS" -> "OASGP"*/
/*"SMTS" -> "DIFRING"*/
/*"SMTS" -> "CFCAT"*/
/*"SMTS" -> "REAL"*/
/*"SMTS" -> "STEP"*/
/*"SMTS" -> "PI"*/
/*"SMTS" -> "SINT"*/
/*"SMTS" -> "FIELD"*/
/*"SMTS" -> "DIVRING"*/

"SOLVEFOR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SOLVEFOR"]
/*"SOLVEFOR" -> "UPOLYC"*/
/*"SOLVEFOR" -> "POLYCAT"*/
/*"SOLVEFOR" -> "PDRING"*/
/*"SOLVEFOR" -> "RING"*/
/*"SOLVEFOR" -> "RNG"*/
/*"SOLVEFOR" -> "ABELGRP"*/
/*"SOLVEFOR" -> "CABMON"*/
/*"SOLVEFOR" -> "ABELMON"*/
/*"SOLVEFOR" -> "ABELSG"*/
/*"SOLVEFOR" -> "SETCAT"*/
/*"SOLVEFOR" -> "BASTYPE"*/
/*"SOLVEFOR" -> "KOERCE"*/
/*"SOLVEFOR" -> "SGROUP"*/
/*"SOLVEFOR" -> "MONOID"*/
/*"SOLVEFOR" -> "LMODULE"*/
/*"SOLVEFOR" -> "FAMR"*/
/*"SOLVEFOR" -> "AMR"*/
/*"SOLVEFOR" -> "BMODULE"*/
/*"SOLVEFOR" -> "RMODULE"*/
/*"SOLVEFOR" -> "COMRING"*/
/*"SOLVEFOR" -> "ALGEBRA"*/
/*"SOLVEFOR" -> "MODULE"*/
/*"SOLVEFOR" -> "CHARZ"*/
/*"SOLVEFOR" -> "CHARNZ"*/
/*"SOLVEFOR" -> "INTDOM"*/
/*"SOLVEFOR" -> "ENTIRER"*/
/*"SOLVEFOR" -> "FRETRCT"*/
/*"SOLVEFOR" -> "RETRACT"*/
/*"SOLVEFOR" -> "EVALAB"*/
/*"SOLVEFOR" -> "IEVALAB"*/
/*"SOLVEFOR" -> "FLINEXP"*/
/*"SOLVEFOR" -> "LINEXP"*/
/*"SOLVEFOR" -> "ORDSET"*/
/*"SOLVEFOR" -> "KONVERT"*/
/*"SOLVEFOR" -> "PATMAB"*/
/*"SOLVEFOR" -> "GCDDOM"*/
"SOLVEFOR" -> "PFECAT"
/*"SOLVEFOR" -> "UFD"*/
/*"SOLVEFOR" -> "ELTAB"*/
/*"SOLVEFOR" -> "DIFRING"*/
/*"SOLVEFOR" -> "DIFEXT"*/
/*"SOLVEFOR" -> "STEP"*/
/*"SOLVEFOR" -> "EUCDOM"*/
/*"SOLVEFOR" -> "PID"*/
/*"SOLVEFOR" -> "FIELD"*/
/*"SOLVEFOR" -> "DIVRING"*/
/*"SOLVEFOR" -> "BOOLEAN"*/
/*"SOLVEFOR" -> "INT"*/
/*"SOLVEFOR" -> "LIST"*/
/*"SOLVEFOR" -> "ILIST"*/
/*"SOLVEFOR" -> "LSAGG-"*/
/*"SOLVEFOR" -> "STAGG-"*/
/*"SOLVEFOR" -> "NNI"*/
/*"SOLVEFOR" -> "PI"*/
/*"SOLVEFOR" -> "SINT"*/
/*"SOLVEFOR" -> "INS"*/
/*"SOLVEFOR" -> "OINTDOM"*/
/*"SOLVEFOR" -> "ORDRING"*/
/*"SOLVEFOR" -> "OAGROUP"*/
/*"SOLVEFOR" -> "OCAMON"*/
/*"SOLVEFOR" -> "OAMON"*/
/*"SOLVEFOR" -> "OASGP"*/
/*"SOLVEFOR" -> "CFCAT"*/
/*"SOLVEFOR" -> "REAL"*/

"SPLTREE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SPLTREE"]
/*"SPLTREE" -> "RCAGG"*/
/*"SPLTREE" -> "HOAGG"*/
/*"SPLTREE" -> "AGG"*/
/*"SPLTREE" -> "TYPE"*/
/*"SPLTREE" -> "SETCAT"*/
/*"SPLTREE" -> "BASTYPE"*/
/*"SPLTREE" -> "KOERCE"*/
/*"SPLTREE" -> "EVALAB"*/
/*"SPLTREE" -> "IEVALAB"*/
/*"SPLTREE" -> "INT"*/
/*"SPLTREE" -> "LIST"*/
/*"SPLTREE" -> "ILIST"*/
/*"SPLTREE" -> "LSAGG-"*/
/*"SPLTREE" -> "STAGG-"*/
/*"SPLTREE" -> "ELAGG-"*/
/*"SPLTREE" -> "FLAGG-"*/
/*"SPLTREE" -> "URAGG-"*/
/*"SPLTREE" -> "LNAGG-"*/
/*"SPLTREE" -> "RCAGG-"*/
/*"SPLTREE" -> "IXAGG-"*/
/*"SPLTREE" -> "CLAGG-"*/
/*"SPLTREE" -> "HOAGG-"*/
/*"SPLTREE" -> "ORDSET-"*/
/*"SPLTREE" -> "AGG-"*/
/*"SPLTREE" -> "ELTAGG-"*/
/*"SPLTREE" -> "SETCAT-"*/
/*"SPLTREE" -> "BASTYPE-"*/
/*"SPLTREE" -> "BOOLEAN"*/
/*"SPLTREE" -> "LSAGG"*/
/*"SPLTREE" -> "STAGG"*/
/*"SPLTREE" -> "URAGG"*/
/*"SPLTREE" -> "LNAGG"*/
/*"SPLTREE" -> "IXAGG"*/
/*"SPLTREE" -> "ELTAGG"*/
/*"SPLTREE" -> "ELTAB"*/
/*"SPLTREE" -> "CLAGG"*/
/*"SPLTREE" -> "KONVERT"*/
/*"SPLTREE" -> "FLAGG"*/
/*"SPLTREE" -> "ORDSET"*/
/*"SPLTREE" -> "ELAGG"*/
/*"SPLTREE" -> "OM"*/
/*"SPLTREE" -> "NNI"*/
"SPLTREE" -> "STRING"
/*"SPLTREE" -> "CHAR"*/
/*"SPLTREE" -> "SINT"*/
/*"SPLTREE" -> "OUTFORM"*/
/*"SPLTREE" -> "PRIMARR"*/
/*"SPLTREE" -> "A1AGG-"*/
/*"SPLTREE" -> "ISTRING"*/

"STINPROD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=STINPROD"]
/*"STINPROD" -> "INTDOM"*/
/*"STINPROD" -> "COMRING"*/
/*"STINPROD" -> "RING"*/
/*"STINPROD" -> "RNG"*/
/*"STINPROD" -> "ABELGRP"*/
/*"STINPROD" -> "CABMON"*/
/*"STINPROD" -> "ABELMON"*/
/*"STINPROD" -> "ABELSG"*/
/*"STINPROD" -> "SETCAT"*/
/*"STINPROD" -> "BASTYPE"*/
/*"STINPROD" -> "KOERCE"*/
/*"STINPROD" -> "SGROUP"*/
/*"STINPROD" -> "MONOID"*/
/*"STINPROD" -> "LMODULE"*/
/*"STINPROD" -> "BMODULE"*/
/*"STINPROD" -> "RMODULE"*/
/*"STINPROD" -> "ALGEBRA"*/
/*"STINPROD" -> "MODULE"*/
/*"STINPROD" -> "ENTIRER"*/
/*"STINPROD" -> "CHARZ"*/
/*"STINPROD" -> "FIELD"*/
/*"STINPROD" -> "EUCDOM"*/
/*"STINPROD" -> "PID"*/
/*"STINPROD" -> "GCDDOM"*/
/*"STINPROD" -> "UFD"*/
/*"STINPROD" -> "DIVRING"*/
/*"STINPROD" -> "QFCAT"*/
/*"STINPROD" -> "RETRACT"*/
/*"STINPROD" -> "FEVALAB"*/
/*"STINPROD" -> "ELTAB"*/
/*"STINPROD" -> "EVALAB"*/
/*"STINPROD" -> "IEVALAB"*/
/*"STINPROD" -> "DIFEXT"*/
/*"STINPROD" -> "DIFRING"*/
/*"STINPROD" -> "PDRING"*/
/*"STINPROD" -> "FLINEXP"*/
/*"STINPROD" -> "LINEXP"*/
/*"STINPROD" -> "PATAB"*/
/*"STINPROD" -> "KONVERT"*/
/*"STINPROD" -> "FPATMAB"*/
/*"STINPROD" -> "TYPE"*/
/*"STINPROD" -> "PATMAB"*/
/*"STINPROD" -> "STEP"*/
/*"STINPROD" -> "ORDSET"*/
/*"STINPROD" -> "OINTDOM"*/
/*"STINPROD" -> "ORDRING"*/
/*"STINPROD" -> "OAGROUP"*/
/*"STINPROD" -> "OCAMON"*/
/*"STINPROD" -> "OAMON"*/
/*"STINPROD" -> "OASGP"*/
/*"STINPROD" -> "REAL"*/
/*"STINPROD" -> "CHARNZ"*/
"STINPROD" -> "PFECAT"

"STTF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=STTF"]
/*"STTF" -> "ALGEBRA"*/
/*"STTF" -> "RING"*/
/*"STTF" -> "RNG"*/
/*"STTF" -> "ABELGRP"*/
/*"STTF" -> "CABMON"*/
/*"STTF" -> "ABELMON"*/
/*"STTF" -> "ABELSG"*/
/*"STTF" -> "SETCAT"*/
/*"STTF" -> "BASTYPE"*/
/*"STTF" -> "KOERCE"*/
/*"STTF" -> "SGROUP"*/
/*"STTF" -> "MONOID"*/
/*"STTF" -> "LMODULE"*/
/*"STTF" -> "MODULE"*/
/*"STTF" -> "BMODULE"*/
/*"STTF" -> "RMODULE"*/
/*"STTF" -> "TRANFUN"*/
/*"STTF" -> "TRIGCAT"*/
/*"STTF" -> "ATRIG"*/
/*"STTF" -> "HYPCAT"*/
/*"STTF" -> "AHYP"*/
/*"STTF" -> "ELEMFUN"*/
"STTF" -> "STRING"
/*"STTF" -> "CHAR"*/
/*"STTF" -> "SINT"*/
/*"STTF" -> "OUTFORM"*/
/*"STTF" -> "LIST"*/
/*"STTF" -> "INT"*/
/*"STTF" -> "PRIMARR"*/
/*"STTF" -> "A1AGG-"*/
/*"STTF" -> "ISTRING"*/
/*"STTF" -> "ILIST"*/
/*"STTF" -> "LSAGG-"*/
/*"STTF" -> "STAGG-"*/
/*"STTF" -> "ELAGG-"*/
/*"STTF" -> "FLAGG-"*/
/*"STTF" -> "URAGG-"*/
/*"STTF" -> "INS"*/
/*"STTF" -> "UFD"*/
/*"STTF" -> "GCDDOM"*/
/*"STTF" -> "INTDOM"*/
/*"STTF" -> "COMRING"*/
/*"STTF" -> "ENTIRER"*/
/*"STTF" -> "EUCDOM"*/
/*"STTF" -> "PID"*/
/*"STTF" -> "OINTDOM"*/
/*"STTF" -> "ORDRING"*/
/*"STTF" -> "OAGROUP"*/
/*"STTF" -> "OCAMON"*/
/*"STTF" -> "OAMON"*/
/*"STTF" -> "OASGP"*/
/*"STTF" -> "ORDSET"*/
/*"STTF" -> "DIFRING"*/
/*"STTF" -> "KONVERT"*/
/*"STTF" -> "RETRACT"*/
/*"STTF" -> "LINEXP"*/
/*"STTF" -> "PATMAB"*/
/*"STTF" -> "CFCAT"*/
/*"STTF" -> "REAL"*/
/*"STTF" -> "CHARZ"*/
/*"STTF" -> "STEP"*/
/*"STTF" -> "NNI"*/
/*"STTF" -> "PI"*/

"STTFNC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=STTFNC"]
/*"STTFNC" -> "ALGEBRA"*/
/*"STTFNC" -> "RING"*/
/*"STTFNC" -> "RNG"*/
/*"STTFNC" -> "ABELGRP"*/
/*"STTFNC" -> "CABMON"*/
/*"STTFNC" -> "ABELMON"*/
/*"STTFNC" -> "ABELSG"*/
/*"STTFNC" -> "SETCAT"*/
/*"STTFNC" -> "BASTYPE"*/
/*"STTFNC" -> "KOERCE"*/
/*"STTFNC" -> "SGROUP"*/
/*"STTFNC" -> "MONOID"*/
/*"STTFNC" -> "LMODULE"*/
/*"STTFNC" -> "MODULE"*/
/*"STTFNC" -> "BMODULE"*/
/*"STTFNC" -> "RMODULE"*/
/*"STTFNC" -> "INT"*/
"STTFNC" -> "STRING"
/*"STTFNC" -> "CHAR"*/
/*"STTFNC" -> "SINT"*/
/*"STTFNC" -> "OUTFORM"*/
/*"STTFNC" -> "LIST"*/
/*"STTFNC" -> "PRIMARR"*/
/*"STTFNC" -> "A1AGG-"*/
/*"STTFNC" -> "ISTRING"*/

"SUBRESP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SUBRESP"]
/*"SUBRESP" -> "INTDOM"*/
/*"SUBRESP" -> "COMRING"*/
/*"SUBRESP" -> "RING"*/
/*"SUBRESP" -> "RNG"*/
/*"SUBRESP" -> "ABELGRP"*/
/*"SUBRESP" -> "CABMON"*/
/*"SUBRESP" -> "ABELMON"*/
/*"SUBRESP" -> "ABELSG"*/
/*"SUBRESP" -> "SETCAT"*/
/*"SUBRESP" -> "BASTYPE"*/
/*"SUBRESP" -> "KOERCE"*/
/*"SUBRESP" -> "SGROUP"*/
/*"SUBRESP" -> "MONOID"*/
/*"SUBRESP" -> "LMODULE"*/
/*"SUBRESP" -> "BMODULE"*/
/*"SUBRESP" -> "RMODULE"*/
/*"SUBRESP" -> "ALGEBRA"*/
/*"SUBRESP" -> "MODULE"*/
/*"SUBRESP" -> "ENTIRER"*/
/*"SUBRESP" -> "UPOLYC"*/
/*"SUBRESP" -> "POLYCAT"*/
/*"SUBRESP" -> "PDRING"*/
/*"SUBRESP" -> "FAMR"*/
/*"SUBRESP" -> "AMR"*/
/*"SUBRESP" -> "CHARZ"*/
/*"SUBRESP" -> "CHARNZ"*/
/*"SUBRESP" -> "FRETRCT"*/
/*"SUBRESP" -> "RETRACT"*/
/*"SUBRESP" -> "EVALAB"*/
/*"SUBRESP" -> "IEVALAB"*/
/*"SUBRESP" -> "FLINEXP"*/
/*"SUBRESP" -> "LINEXP"*/
/*"SUBRESP" -> "ORDSET"*/
/*"SUBRESP" -> "KONVERT"*/
/*"SUBRESP" -> "PATMAB"*/
/*"SUBRESP" -> "GCDDOM"*/
"SUBRESP" -> "PFECAT"
/*"SUBRESP" -> "UFD"*/
/*"SUBRESP" -> "ELTAB"*/
/*"SUBRESP" -> "DIFRING"*/
/*"SUBRESP" -> "DIFEXT"*/
/*"SUBRESP" -> "STEP"*/
/*"SUBRESP" -> "EUCDOM"*/
/*"SUBRESP" -> "PID"*/
/*"SUBRESP" -> "FIELD"*/
/*"SUBRESP" -> "DIVRING"*/
/*"SUBRESP" -> "NNI"*/
/*"SUBRESP" -> "INT"*/
/*"SUBRESP" -> "PRIMARR"*/
/*"SUBRESP" -> "LIST"*/
/*"SUBRESP" -> "A1AGG"*/
/*"SUBRESP" -> "FLAGG"*/
/*"SUBRESP" -> "LNAGG"*/
/*"SUBRESP" -> "IXAGG"*/
/*"SUBRESP" -> "HOAGG"*/
/*"SUBRESP" -> "AGG"*/
/*"SUBRESP" -> "TYPE"*/
/*"SUBRESP" -> "ELTAGG"*/
/*"SUBRESP" -> "CLAGG"*/
/*"SUBRESP" -> "PI"*/
/*"SUBRESP" -> "ILIST"*/
/*"SUBRESP" -> "BOOLEAN"*/

"SUBSPACE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SUBSPACE"]
/*"SUBSPACE" -> "SETCAT"*/
/*"SUBSPACE" -> "BASTYPE"*/
/*"SUBSPACE" -> "KOERCE"*/
/*"SUBSPACE" -> "RING"*/
/*"SUBSPACE" -> "RNG"*/
/*"SUBSPACE" -> "ABELGRP"*/
/*"SUBSPACE" -> "CABMON"*/
/*"SUBSPACE" -> "ABELMON"*/
/*"SUBSPACE" -> "ABELSG"*/
/*"SUBSPACE" -> "SGROUP"*/
/*"SUBSPACE" -> "MONOID"*/
/*"SUBSPACE" -> "LMODULE"*/
/*"SUBSPACE" -> "INT"*/
/*"SUBSPACE" -> "LIST"*/
/*"SUBSPACE" -> "ILIST"*/
/*"SUBSPACE" -> "LSAGG-"*/
/*"SUBSPACE" -> "STAGG-"*/
/*"SUBSPACE" -> "ELAGG-"*/
/*"SUBSPACE" -> "FLAGG-"*/
/*"SUBSPACE" -> "URAGG-"*/
/*"SUBSPACE" -> "LNAGG-"*/
/*"SUBSPACE" -> "RCAGG-"*/
/*"SUBSPACE" -> "IXAGG-"*/
/*"SUBSPACE" -> "CLAGG-"*/
/*"SUBSPACE" -> "HOAGG-"*/
/*"SUBSPACE" -> "ORDSET-"*/
/*"SUBSPACE" -> "AGG-"*/
/*"SUBSPACE" -> "ELTAGG-"*/
/*"SUBSPACE" -> "SETCAT-"*/
/*"SUBSPACE" -> "BASTYPE-"*/
/*"SUBSPACE" -> "NNI"*/
/*"SUBSPACE" -> "BOOLEAN"*/
/*"SUBSPACE" -> "PI"*/
"SUBSPACE" -> "STRING"
/*"SUBSPACE" -> "CHAR"*/
/*"SUBSPACE" -> "SINT"*/
/*"SUBSPACE" -> "OUTFORM"*/
/*"SUBSPACE" -> "PRIMARR"*/
/*"SUBSPACE" -> "A1AGG-"*/
/*"SUBSPACE" -> "ISTRING"*/
/*"SUBSPACE" -> "LSAGG"*/
/*"SUBSPACE" -> "STAGG"*/
/*"SUBSPACE" -> "URAGG"*/
/*"SUBSPACE" -> "RCAGG"*/
/*"SUBSPACE" -> "HOAGG"*/
/*"SUBSPACE" -> "AGG"*/
/*"SUBSPACE" -> "TYPE"*/
/*"SUBSPACE" -> "EVALAB"*/
/*"SUBSPACE" -> "IEVALAB"*/
/*"SUBSPACE" -> "LNAGG"*/
/*"SUBSPACE" -> "IXAGG"*/
/*"SUBSPACE" -> "ELTAGG"*/
/*"SUBSPACE" -> "ELTAB"*/
/*"SUBSPACE" -> "CLAGG"*/
/*"SUBSPACE" -> "KONVERT"*/
/*"SUBSPACE" -> "FLAGG"*/
/*"SUBSPACE" -> "ORDSET"*/
/*"SUBSPACE" -> "ELAGG"*/
/*"SUBSPACE" -> "OM"*/

"SUMRF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SUMRF"]
/*"SUMRF" -> "INTDOM"*/
/*"SUMRF" -> "COMRING"*/
/*"SUMRF" -> "RING"*/
/*"SUMRF" -> "RNG"*/
/*"SUMRF" -> "ABELGRP"*/
/*"SUMRF" -> "CABMON"*/
/*"SUMRF" -> "ABELMON"*/
/*"SUMRF" -> "ABELSG"*/
/*"SUMRF" -> "SETCAT"*/
/*"SUMRF" -> "BASTYPE"*/
/*"SUMRF" -> "KOERCE"*/
/*"SUMRF" -> "SGROUP"*/
/*"SUMRF" -> "MONOID"*/
/*"SUMRF" -> "LMODULE"*/
/*"SUMRF" -> "BMODULE"*/
/*"SUMRF" -> "RMODULE"*/
/*"SUMRF" -> "ALGEBRA"*/
/*"SUMRF" -> "MODULE"*/
/*"SUMRF" -> "ENTIRER"*/
/*"SUMRF" -> "ORDSET"*/
/*"SUMRF" -> "RETRACT"*/
/*"SUMRF" -> "POLYCAT"*/
/*"SUMRF" -> "PDRING"*/
/*"SUMRF" -> "FAMR"*/
/*"SUMRF" -> "AMR"*/
/*"SUMRF" -> "CHARZ"*/
/*"SUMRF" -> "CHARNZ"*/
/*"SUMRF" -> "FRETRCT"*/
/*"SUMRF" -> "EVALAB"*/
/*"SUMRF" -> "IEVALAB"*/
/*"SUMRF" -> "FLINEXP"*/
/*"SUMRF" -> "LINEXP"*/
/*"SUMRF" -> "KONVERT"*/
/*"SUMRF" -> "PATMAB"*/
/*"SUMRF" -> "GCDDOM"*/
"SUMRF" -> "PFECAT"
/*"SUMRF" -> "UFD"*/
/*"SUMRF" -> "QFCAT"*/
/*"SUMRF" -> "FIELD"*/
/*"SUMRF" -> "EUCDOM"*/
/*"SUMRF" -> "PID"*/
/*"SUMRF" -> "DIVRING"*/
/*"SUMRF" -> "FEVALAB"*/
/*"SUMRF" -> "ELTAB"*/
/*"SUMRF" -> "DIFEXT"*/
/*"SUMRF" -> "DIFRING"*/
/*"SUMRF" -> "PATAB"*/
/*"SUMRF" -> "FPATMAB"*/
/*"SUMRF" -> "TYPE"*/
/*"SUMRF" -> "STEP"*/
/*"SUMRF" -> "OINTDOM"*/
/*"SUMRF" -> "ORDRING"*/
/*"SUMRF" -> "OAGROUP"*/
/*"SUMRF" -> "OCAMON"*/
/*"SUMRF" -> "OAMON"*/
/*"SUMRF" -> "OASGP"*/
/*"SUMRF" -> "REAL"*/

"SUP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SUP"]
/*"SUP" -> "UPOLYC"*/
/*"SUP" -> "POLYCAT"*/
/*"SUP" -> "PDRING"*/
/*"SUP" -> "RING"*/
/*"SUP" -> "RNG"*/
/*"SUP" -> "ABELGRP"*/
/*"SUP" -> "CABMON"*/
/*"SUP" -> "ABELMON"*/
/*"SUP" -> "ABELSG"*/
/*"SUP" -> "SETCAT"*/
/*"SUP" -> "BASTYPE"*/
/*"SUP" -> "KOERCE"*/
/*"SUP" -> "SGROUP"*/
/*"SUP" -> "MONOID"*/
/*"SUP" -> "LMODULE"*/
/*"SUP" -> "FAMR"*/
/*"SUP" -> "AMR"*/
/*"SUP" -> "BMODULE"*/
/*"SUP" -> "RMODULE"*/
/*"SUP" -> "COMRING"*/
/*"SUP" -> "ALGEBRA"*/
/*"SUP" -> "MODULE"*/
/*"SUP" -> "CHARZ"*/
/*"SUP" -> "CHARNZ"*/
/*"SUP" -> "INTDOM"*/
/*"SUP" -> "ENTIRER"*/
/*"SUP" -> "FRETRCT"*/
/*"SUP" -> "RETRACT"*/
/*"SUP" -> "EVALAB"*/
/*"SUP" -> "IEVALAB"*/
/*"SUP" -> "FLINEXP"*/
/*"SUP" -> "LINEXP"*/
/*"SUP" -> "ORDSET"*/
/*"SUP" -> "KONVERT"*/
/*"SUP" -> "PATMAB"*/
/*"SUP" -> "GCDDOM"*/
"SUP" -> "PFECAT"
/*"SUP" -> "UFD"*/
/*"SUP" -> "ELTAB"*/
/*"SUP" -> "DIFRING"*/
/*"SUP" -> "DIFEXT"*/
/*"SUP" -> "STEP"*/
/*"SUP" -> "EUCDOM"*/
/*"SUP" -> "PID"*/
/*"SUP" -> "FIELD"*/
/*"SUP" -> "DIVRING"*/
/*"SUP" -> "OAMONS"*/
/*"SUP" -> "OCAMON"*/
/*"SUP" -> "OAMON"*/
/*"SUP" -> "OASGP"*/
/*"SUP" -> "FPC"*/
/*"SUP" -> "INT"*/
/*"SUP" -> "LIST"*/
/*"SUP" -> "NNI"*/
/*"SUP" -> "PI"*/
/*"SUP" -> "ILIST"*/
/*"SUP" -> "BOOLEAN"*/
/*"SUP" -> "FFIELDC"*/
/*"SUP" -> "FINITE"*/
/*"SUP" -> "LSAGG"*/
/*"SUP" -> "STAGG"*/
/*"SUP" -> "URAGG"*/
/*"SUP" -> "RCAGG"*/
/*"SUP" -> "HOAGG"*/
/*"SUP" -> "AGG"*/
/*"SUP" -> "TYPE"*/
/*"SUP" -> "LNAGG"*/
/*"SUP" -> "IXAGG"*/
/*"SUP" -> "ELTAGG"*/
/*"SUP" -> "CLAGG"*/
/*"SUP" -> "FLAGG"*/
/*"SUP" -> "ELAGG"*/
/*"SUP" -> "OM"*/
/*"SUP" -> "LSAGG-"*/
/*"SUP" -> "FPS"*/
/*"SUP" -> "RNS"*/
/*"SUP" -> "ORDRING"*/
/*"SUP" -> "OAGROUP"*/
/*"SUP" -> "REAL"*/
/*"SUP" -> "RADCAT"*/
/*"SUP" -> "INS"*/
/*"SUP" -> "OINTDOM"*/
/*"SUP" -> "CFCAT"*/

"SUPEXPR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SUPEXPR"]
/*"SUPEXPR" -> "UPOLYC"*/
/*"SUPEXPR" -> "POLYCAT"*/
/*"SUPEXPR" -> "PDRING"*/
/*"SUPEXPR" -> "RING"*/
/*"SUPEXPR" -> "RNG"*/
/*"SUPEXPR" -> "ABELGRP"*/
/*"SUPEXPR" -> "CABMON"*/
/*"SUPEXPR" -> "ABELMON"*/
/*"SUPEXPR" -> "ABELSG"*/
/*"SUPEXPR" -> "SETCAT"*/
/*"SUPEXPR" -> "BASTYPE"*/
/*"SUPEXPR" -> "KOERCE"*/
/*"SUPEXPR" -> "SGROUP"*/
/*"SUPEXPR" -> "MONOID"*/
/*"SUPEXPR" -> "LMODULE"*/
/*"SUPEXPR" -> "FAMR"*/
/*"SUPEXPR" -> "AMR"*/
/*"SUPEXPR" -> "BMODULE"*/
/*"SUPEXPR" -> "RMODULE"*/
/*"SUPEXPR" -> "COMRING"*/
/*"SUPEXPR" -> "ALGEBRA"*/
/*"SUPEXPR" -> "MODULE"*/
/*"SUPEXPR" -> "CHARZ"*/
/*"SUPEXPR" -> "CHARNZ"*/
/*"SUPEXPR" -> "INTDOM"*/
/*"SUPEXPR" -> "ENTIRER"*/
/*"SUPEXPR" -> "FRETRCT"*/
/*"SUPEXPR" -> "RETRACT"*/
/*"SUPEXPR" -> "EVALAB"*/
/*"SUPEXPR" -> "IEVALAB"*/
/*"SUPEXPR" -> "FLINEXP"*/
/*"SUPEXPR" -> "LINEXP"*/
/*"SUPEXPR" -> "ORDSET"*/
/*"SUPEXPR" -> "KONVERT"*/
/*"SUPEXPR" -> "PATMAB"*/
/*"SUPEXPR" -> "GCDDOM"*/
"SUPEXPR" -> "PFECAT"
/*"SUPEXPR" -> "UFD"*/
/*"SUPEXPR" -> "ELTAB"*/
/*"SUPEXPR" -> "DIFRING"*/
/*"SUPEXPR" -> "DIFEXT"*/
/*"SUPEXPR" -> "STEP"*/
/*"SUPEXPR" -> "EUCDOM"*/
/*"SUPEXPR" -> "PID"*/
/*"SUPEXPR" -> "FIELD"*/
/*"SUPEXPR" -> "DIVRING"*/
/*"SUPEXPR" -> "TRANFUN"*/
/*"SUPEXPR" -> "TRIGCAT"*/
/*"SUPEXPR" -> "ATRIG"*/
/*"SUPEXPR" -> "HYPCAT"*/
/*"SUPEXPR" -> "AHYP"*/
/*"SUPEXPR" -> "ELEMFUN"*/
/*"SUPEXPR" -> "FPS"*/
/*"SUPEXPR" -> "RNS"*/
/*"SUPEXPR" -> "ORDRING"*/
/*"SUPEXPR" -> "OAGROUP"*/
/*"SUPEXPR" -> "OCAMON"*/
/*"SUPEXPR" -> "OAMON"*/
/*"SUPEXPR" -> "OASGP"*/
/*"SUPEXPR" -> "REAL"*/
/*"SUPEXPR" -> "RADCAT"*/
/*"SUPEXPR" -> "INS"*/
/*"SUPEXPR" -> "OINTDOM"*/
/*"SUPEXPR" -> "CFCAT"*/

"SUPFRACF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SUPFRACF"]
/*"SUPFRACF" -> "OAMONS"*/
/*"SUPFRACF" -> "OCAMON"*/
/*"SUPFRACF" -> "OAMON"*/
/*"SUPFRACF" -> "OASGP"*/
/*"SUPFRACF" -> "ORDSET"*/
/*"SUPFRACF" -> "SETCAT"*/
/*"SUPFRACF" -> "BASTYPE"*/
/*"SUPFRACF" -> "KOERCE"*/
/*"SUPFRACF" -> "ABELMON"*/
/*"SUPFRACF" -> "ABELSG"*/
/*"SUPFRACF" -> "CABMON"*/
/*"SUPFRACF" -> "GCDDOM"*/
/*"SUPFRACF" -> "INTDOM"*/
/*"SUPFRACF" -> "COMRING"*/
/*"SUPFRACF" -> "RING"*/
/*"SUPFRACF" -> "RNG"*/
/*"SUPFRACF" -> "ABELGRP"*/
/*"SUPFRACF" -> "SGROUP"*/
/*"SUPFRACF" -> "MONOID"*/
/*"SUPFRACF" -> "LMODULE"*/
/*"SUPFRACF" -> "BMODULE"*/
/*"SUPFRACF" -> "RMODULE"*/
/*"SUPFRACF" -> "ALGEBRA"*/
/*"SUPFRACF" -> "MODULE"*/
/*"SUPFRACF" -> "ENTIRER"*/
/*"SUPFRACF" -> "POLYCAT"*/
/*"SUPFRACF" -> "PDRING"*/
/*"SUPFRACF" -> "FAMR"*/
/*"SUPFRACF" -> "AMR"*/
/*"SUPFRACF" -> "CHARZ"*/
/*"SUPFRACF" -> "CHARNZ"*/
/*"SUPFRACF" -> "FRETRCT"*/
/*"SUPFRACF" -> "RETRACT"*/
/*"SUPFRACF" -> "EVALAB"*/
/*"SUPFRACF" -> "IEVALAB"*/
/*"SUPFRACF" -> "FLINEXP"*/
/*"SUPFRACF" -> "LINEXP"*/
/*"SUPFRACF" -> "KONVERT"*/
/*"SUPFRACF" -> "PATMAB"*/
"SUPFRACF" -> "PFECAT"
/*"SUPFRACF" -> "UFD"*/
/*"SUPFRACF" -> "QFCAT"*/
/*"SUPFRACF" -> "FIELD"*/
/*"SUPFRACF" -> "EUCDOM"*/
/*"SUPFRACF" -> "PID"*/
/*"SUPFRACF" -> "DIVRING"*/
/*"SUPFRACF" -> "FEVALAB"*/
/*"SUPFRACF" -> "ELTAB"*/
/*"SUPFRACF" -> "DIFEXT"*/
/*"SUPFRACF" -> "DIFRING"*/
/*"SUPFRACF" -> "PATAB"*/
/*"SUPFRACF" -> "FPATMAB"*/
/*"SUPFRACF" -> "TYPE"*/
/*"SUPFRACF" -> "STEP"*/
/*"SUPFRACF" -> "OINTDOM"*/
/*"SUPFRACF" -> "ORDRING"*/
/*"SUPFRACF" -> "OAGROUP"*/
/*"SUPFRACF" -> "REAL"*/
/*"SUPFRACF" -> "UPOLYC"*/

"TANEXP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TANEXP"]
/*"TANEXP" -> "FIELD"*/
/*"TANEXP" -> "EUCDOM"*/
/*"TANEXP" -> "PID"*/
/*"TANEXP" -> "GCDDOM"*/
/*"TANEXP" -> "INTDOM"*/
/*"TANEXP" -> "COMRING"*/
/*"TANEXP" -> "RING"*/
/*"TANEXP" -> "RNG"*/
/*"TANEXP" -> "ABELGRP"*/
/*"TANEXP" -> "CABMON"*/
/*"TANEXP" -> "ABELMON"*/
/*"TANEXP" -> "ABELSG"*/
/*"TANEXP" -> "SETCAT"*/
/*"TANEXP" -> "BASTYPE"*/
/*"TANEXP" -> "KOERCE"*/
/*"TANEXP" -> "SGROUP"*/
/*"TANEXP" -> "MONOID"*/
/*"TANEXP" -> "LMODULE"*/
/*"TANEXP" -> "BMODULE"*/
/*"TANEXP" -> "RMODULE"*/
/*"TANEXP" -> "ALGEBRA"*/
/*"TANEXP" -> "MODULE"*/
/*"TANEXP" -> "ENTIRER"*/
/*"TANEXP" -> "UFD"*/
/*"TANEXP" -> "DIVRING"*/
/*"TANEXP" -> "INT"*/
/*"TANEXP" -> "UPOLYC"*/
/*"TANEXP" -> "POLYCAT"*/
/*"TANEXP" -> "PDRING"*/
/*"TANEXP" -> "FAMR"*/
/*"TANEXP" -> "AMR"*/
/*"TANEXP" -> "CHARZ"*/
/*"TANEXP" -> "CHARNZ"*/
/*"TANEXP" -> "FRETRCT"*/
/*"TANEXP" -> "RETRACT"*/
/*"TANEXP" -> "EVALAB"*/
/*"TANEXP" -> "IEVALAB"*/
/*"TANEXP" -> "FLINEXP"*/
/*"TANEXP" -> "LINEXP"*/
/*"TANEXP" -> "ORDSET"*/
/*"TANEXP" -> "KONVERT"*/
/*"TANEXP" -> "PATMAB"*/
"TANEXP" -> "PFECAT"
/*"TANEXP" -> "ELTAB"*/
/*"TANEXP" -> "DIFRING"*/
/*"TANEXP" -> "DIFEXT"*/
/*"TANEXP" -> "STEP"*/
/*"TANEXP" -> "INS"*/
/*"TANEXP" -> "OINTDOM"*/
/*"TANEXP" -> "ORDRING"*/
/*"TANEXP" -> "OAGROUP"*/
/*"TANEXP" -> "OCAMON"*/
/*"TANEXP" -> "OAMON"*/
/*"TANEXP" -> "OASGP"*/
/*"TANEXP" -> "CFCAT"*/
/*"TANEXP" -> "REAL"*/
/*"TANEXP" -> "OM"*/
/*"TANEXP" -> "VECTOR"*/
/*"TANEXP" -> "IVECTOR"*/
/*"TANEXP" -> "IARRAY1"*/
/*"TANEXP" -> "SINT"*/
/*"TANEXP" -> "VECTCAT"*/
/*"TANEXP" -> "A1AGG"*/
/*"TANEXP" -> "FLAGG"*/
/*"TANEXP" -> "LNAGG"*/
/*"TANEXP" -> "IXAGG"*/
/*"TANEXP" -> "HOAGG"*/
/*"TANEXP" -> "AGG"*/
/*"TANEXP" -> "TYPE"*/
/*"TANEXP" -> "ELTAGG"*/
/*"TANEXP" -> "CLAGG"*/
/*"TANEXP" -> "NNI"*/
/*"TANEXP" -> "PI"*/
/*"TANEXP" -> "MONOID-"*/
/*"TANEXP" -> "ABELMON-"*/

"TEMUTL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TEMUTL"]
/*"TEMUTL" -> "INT"*/
"TEMUTL" -> "STRING"
/*"TEMUTL" -> "CHAR"*/
/*"TEMUTL" -> "SINT"*/
/*"TEMUTL" -> "OUTFORM"*/
/*"TEMUTL" -> "LIST"*/
/*"TEMUTL" -> "PRIMARR"*/
/*"TEMUTL" -> "A1AGG-"*/
/*"TEMUTL" -> "ISTRING"*/
/*"TEMUTL" -> "SRAGG-"*/

"TEX" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TEX"]
/*"TEX" -> "SETCAT"*/
/*"TEX" -> "BASTYPE"*/
/*"TEX" -> "KOERCE"*/
/*"TEX" -> "INT"*/
/*"TEX" -> "NNI"*/
"TEX" -> "STRING"
/*"TEX" -> "CHAR"*/
/*"TEX" -> "SINT"*/
/*"TEX" -> "OUTFORM"*/
/*"TEX" -> "LIST"*/
/*"TEX" -> "PRIMARR"*/
/*"TEX" -> "A1AGG-"*/
/*"TEX" -> "ISTRING"*/
/*"TEX" -> "ILIST"*/
/*"TEX" -> "STRICAT"*/
/*"TEX" -> "SRAGG"*/
/*"TEX" -> "A1AGG"*/
/*"TEX" -> "FLAGG"*/
/*"TEX" -> "LNAGG"*/
/*"TEX" -> "IXAGG"*/
/*"TEX" -> "HOAGG"*/
/*"TEX" -> "AGG"*/
/*"TEX" -> "TYPE"*/
/*"TEX" -> "EVALAB"*/
/*"TEX" -> "IEVALAB"*/
/*"TEX" -> "ELTAGG"*/
/*"TEX" -> "ELTAB"*/
/*"TEX" -> "CLAGG"*/
/*"TEX" -> "KONVERT"*/
/*"TEX" -> "ORDSET"*/
/*"TEX" -> "OM"*/
/*"TEX" -> "PI"*/
/*"TEX" -> "BOOLEAN"*/
/*"TEX" -> "LSAGG-"*/
/*"TEX" -> "STAGG-"*/
/*"TEX" -> "ELAGG-"*/
/*"TEX" -> "FLAGG-"*/
/*"TEX" -> "URAGG-"*/
/*"TEX" -> "LSAGG"*/
/*"TEX" -> "STAGG"*/
/*"TEX" -> "URAGG"*/
/*"TEX" -> "RCAGG"*/
/*"TEX" -> "ELAGG"*/
/*"TEX" -> "ORDFIN"*/
/*"TEX" -> "FINITE"*/
/*"TEX" -> "SRAGG-"*/

"TEXTFILE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TEXTFILE"]
/*"TEXTFILE" -> "FILECAT"*/
/*"TEXTFILE" -> "SETCAT"*/
/*"TEXTFILE" -> "BASTYPE"*/
/*"TEXTFILE" -> "KOERCE"*/
/*"TEXTFILE" -> "FNCAT"*/
/*"TEXTFILE" -> "STRICAT"*/
/*"TEXTFILE" -> "SRAGG"*/
/*"TEXTFILE" -> "A1AGG"*/
/*"TEXTFILE" -> "FLAGG"*/
/*"TEXTFILE" -> "LNAGG"*/
/*"TEXTFILE" -> "IXAGG"*/
/*"TEXTFILE" -> "HOAGG"*/
/*"TEXTFILE" -> "AGG"*/
/*"TEXTFILE" -> "TYPE"*/
/*"TEXTFILE" -> "EVALAB"*/
/*"TEXTFILE" -> "IEVALAB"*/
/*"TEXTFILE" -> "ELTAGG"*/
/*"TEXTFILE" -> "ELTAB"*/
/*"TEXTFILE" -> "CLAGG"*/
/*"TEXTFILE" -> "KONVERT"*/
/*"TEXTFILE" -> "ORDSET"*/
/*"TEXTFILE" -> "OM"*/
"TEXTFILE" -> "STRING"
/*"TEXTFILE" -> "CHAR"*/
/*"TEXTFILE" -> "SINT"*/
/*"TEXTFILE" -> "OUTFORM"*/
/*"TEXTFILE" -> "LIST"*/
/*"TEXTFILE" -> "INT"*/
/*"TEXTFILE" -> "PRIMARR"*/
/*"TEXTFILE" -> "A1AGG-"*/
/*"TEXTFILE" -> "ISTRING"*/
/*"TEXTFILE" -> "BOOLEAN"*/

"TREE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TREE"]
/*"TREE" -> "RCAGG"*/
/*"TREE" -> "HOAGG"*/
/*"TREE" -> "AGG"*/
/*"TREE" -> "TYPE"*/
/*"TREE" -> "SETCAT"*/
/*"TREE" -> "BASTYPE"*/
/*"TREE" -> "KOERCE"*/
/*"TREE" -> "EVALAB"*/
/*"TREE" -> "IEVALAB"*/
/*"TREE" -> "NNI"*/
/*"TREE" -> "INT"*/
/*"TREE" -> "LIST"*/
/*"TREE" -> "ILIST"*/
/*"TREE" -> "BOOLEAN"*/
/*"TREE" -> "LSAGG"*/
/*"TREE" -> "STAGG"*/
/*"TREE" -> "URAGG"*/
/*"TREE" -> "LNAGG"*/
/*"TREE" -> "IXAGG"*/
/*"TREE" -> "ELTAGG"*/
/*"TREE" -> "ELTAB"*/
/*"TREE" -> "CLAGG"*/
/*"TREE" -> "KONVERT"*/
/*"TREE" -> "FLAGG"*/
/*"TREE" -> "ORDSET"*/
/*"TREE" -> "ELAGG"*/
/*"TREE" -> "OM"*/
/*"TREE" -> "LSAGG-"*/
/*"TREE" -> "STAGG-"*/
/*"TREE" -> "ELAGG-"*/
/*"TREE" -> "FLAGG-"*/
/*"TREE" -> "URAGG-"*/
/*"TREE" -> "LNAGG-"*/
/*"TREE" -> "RCAGG-"*/
/*"TREE" -> "IXAGG-"*/
/*"TREE" -> "CLAGG-"*/
/*"TREE" -> "HOAGG-"*/
/*"TREE" -> "ORDSET-"*/
/*"TREE" -> "AGG-"*/
/*"TREE" -> "ELTAGG-"*/
/*"TREE" -> "SETCAT-"*/
/*"TREE" -> "BASTYPE-"*/
/*"TREE" -> "PI"*/
"TREE" -> "STRING"
/*"TREE" -> "CHAR"*/
/*"TREE" -> "SINT"*/
/*"TREE" -> "OUTFORM"*/
/*"TREE" -> "PRIMARR"*/
/*"TREE" -> "A1AGG-"*/
/*"TREE" -> "ISTRING"*/

"TWOFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TWOFACT"]
/*"TWOFACT" -> "FFIELDC"*/
/*"TWOFACT" -> "FPC"*/
/*"TWOFACT" -> "FIELD"*/
/*"TWOFACT" -> "EUCDOM"*/
/*"TWOFACT" -> "PID"*/
/*"TWOFACT" -> "GCDDOM"*/
/*"TWOFACT" -> "INTDOM"*/
/*"TWOFACT" -> "COMRING"*/
/*"TWOFACT" -> "RING"*/
/*"TWOFACT" -> "RNG"*/
/*"TWOFACT" -> "ABELGRP"*/
/*"TWOFACT" -> "CABMON"*/
/*"TWOFACT" -> "ABELMON"*/
/*"TWOFACT" -> "ABELSG"*/
/*"TWOFACT" -> "SETCAT"*/
/*"TWOFACT" -> "BASTYPE"*/
/*"TWOFACT" -> "KOERCE"*/
/*"TWOFACT" -> "SGROUP"*/
/*"TWOFACT" -> "MONOID"*/
/*"TWOFACT" -> "LMODULE"*/
/*"TWOFACT" -> "BMODULE"*/
/*"TWOFACT" -> "RMODULE"*/
/*"TWOFACT" -> "ALGEBRA"*/
/*"TWOFACT" -> "MODULE"*/
/*"TWOFACT" -> "ENTIRER"*/
/*"TWOFACT" -> "UFD"*/
/*"TWOFACT" -> "DIVRING"*/
/*"TWOFACT" -> "CHARNZ"*/
/*"TWOFACT" -> "FINITE"*/
/*"TWOFACT" -> "STEP"*/
/*"TWOFACT" -> "DIFRING"*/
/*"TWOFACT" -> "UPOLYC"*/
/*"TWOFACT" -> "POLYCAT"*/
/*"TWOFACT" -> "PDRING"*/
/*"TWOFACT" -> "FAMR"*/
/*"TWOFACT" -> "AMR"*/
/*"TWOFACT" -> "CHARZ"*/
/*"TWOFACT" -> "FRETRCT"*/
/*"TWOFACT" -> "RETRACT"*/
/*"TWOFACT" -> "EVALAB"*/
/*"TWOFACT" -> "IEVALAB"*/
/*"TWOFACT" -> "FLINEXP"*/
/*"TWOFACT" -> "LINEXP"*/
/*"TWOFACT" -> "ORDSET"*/
/*"TWOFACT" -> "KONVERT"*/
/*"TWOFACT" -> "PATMAB"*/
"TWOFACT" -> "PFECAT"
/*"TWOFACT" -> "ELTAB"*/
/*"TWOFACT" -> "DIFEXT"*/
/*"TWOFACT" -> "INT"*/
/*"TWOFACT" -> "INS-"*/
/*"TWOFACT" -> "EUCDOM-"*/
/*"TWOFACT" -> "UFD-"*/
/*"TWOFACT" -> "GCDDOM-"*/
/*"TWOFACT" -> "INTDOM-"*/
/*"TWOFACT" -> "ALGEBRA-"*/
/*"TWOFACT" -> "DIFRING-"*/
/*"TWOFACT" -> "ORDRING-"*/
/*"TWOFACT" -> "MODULE-"*/
/*"TWOFACT" -> "RING-"*/
/*"TWOFACT" -> "ABELGRP-"*/
/*"TWOFACT" -> "ABELMON-"*/
/*"TWOFACT" -> "PI"*/
/*"TWOFACT" -> "NNI"*/
/*"TWOFACT" -> "LIST"*/
/*"TWOFACT" -> "ILIST"*/
/*"TWOFACT" -> "BOOLEAN"*/
"TWOFACT" -> "FAXF"
/*"TWOFACT" -> "XF"*/
/*"TWOFACT" -> "VSPACE"*/
/*"TWOFACT" -> "LSAGG"*/
/*"TWOFACT" -> "STAGG"*/
/*"TWOFACT" -> "URAGG"*/
/*"TWOFACT" -> "RCAGG"*/
/*"TWOFACT" -> "HOAGG"*/
/*"TWOFACT" -> "AGG"*/
/*"TWOFACT" -> "TYPE"*/
/*"TWOFACT" -> "LNAGG"*/
/*"TWOFACT" -> "IXAGG"*/
/*"TWOFACT" -> "ELTAGG"*/
/*"TWOFACT" -> "CLAGG"*/
/*"TWOFACT" -> "FLAGG"*/
/*"TWOFACT" -> "ELAGG"*/
/*"TWOFACT" -> "OM"*/

"UNIFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UNIFACT"]
/*"UNIFACT" -> "UPOLYC"*/
/*"UNIFACT" -> "POLYCAT"*/
/*"UNIFACT" -> "PDRING"*/
/*"UNIFACT" -> "RING"*/
/*"UNIFACT" -> "RNG"*/
/*"UNIFACT" -> "ABELGRP"*/
/*"UNIFACT" -> "CABMON"*/
/*"UNIFACT" -> "ABELMON"*/
/*"UNIFACT" -> "ABELSG"*/
/*"UNIFACT" -> "SETCAT"*/
/*"UNIFACT" -> "BASTYPE"*/
/*"UNIFACT" -> "KOERCE"*/
/*"UNIFACT" -> "SGROUP"*/
/*"UNIFACT" -> "MONOID"*/
/*"UNIFACT" -> "LMODULE"*/
/*"UNIFACT" -> "FAMR"*/
/*"UNIFACT" -> "AMR"*/
/*"UNIFACT" -> "BMODULE"*/
/*"UNIFACT" -> "RMODULE"*/
/*"UNIFACT" -> "COMRING"*/
/*"UNIFACT" -> "ALGEBRA"*/
/*"UNIFACT" -> "MODULE"*/
/*"UNIFACT" -> "CHARZ"*/
/*"UNIFACT" -> "CHARNZ"*/
/*"UNIFACT" -> "INTDOM"*/
/*"UNIFACT" -> "ENTIRER"*/
/*"UNIFACT" -> "FRETRCT"*/
/*"UNIFACT" -> "RETRACT"*/
/*"UNIFACT" -> "EVALAB"*/
/*"UNIFACT" -> "IEVALAB"*/
/*"UNIFACT" -> "FLINEXP"*/
/*"UNIFACT" -> "LINEXP"*/
/*"UNIFACT" -> "ORDSET"*/
/*"UNIFACT" -> "KONVERT"*/
/*"UNIFACT" -> "PATMAB"*/
/*"UNIFACT" -> "GCDDOM"*/
"UNIFACT" -> "PFECAT"
/*"UNIFACT" -> "UFD"*/
/*"UNIFACT" -> "ELTAB"*/
/*"UNIFACT" -> "DIFRING"*/
/*"UNIFACT" -> "DIFEXT"*/
/*"UNIFACT" -> "STEP"*/
/*"UNIFACT" -> "EUCDOM"*/
/*"UNIFACT" -> "PID"*/
/*"UNIFACT" -> "FIELD"*/
/*"UNIFACT" -> "DIVRING"*/
/*"UNIFACT" -> "BOOLEAN"*/
/*"UNIFACT" -> "INT"*/
/*"UNIFACT" -> "LIST"*/
/*"UNIFACT" -> "INS"*/
/*"UNIFACT" -> "OINTDOM"*/
/*"UNIFACT" -> "ORDRING"*/
/*"UNIFACT" -> "OAGROUP"*/
/*"UNIFACT" -> "OCAMON"*/
/*"UNIFACT" -> "OAMON"*/
/*"UNIFACT" -> "OASGP"*/
/*"UNIFACT" -> "CFCAT"*/
/*"UNIFACT" -> "REAL"*/
/*"UNIFACT" -> "OM"*/
/*"UNIFACT" -> "INS-"*/
/*"UNIFACT" -> "NNI"*/
/*"UNIFACT" -> "SINT"*/
/*"UNIFACT" -> "PI"*/
/*"UNIFACT" -> "EUCDOM-"*/
/*"UNIFACT" -> "UFD-"*/
/*"UNIFACT" -> "GCDDOM-"*/
/*"UNIFACT" -> "INTDOM-"*/
/*"UNIFACT" -> "ALGEBRA-"*/
/*"UNIFACT" -> "DIFRING-"*/
/*"UNIFACT" -> "ORDRING-"*/
/*"UNIFACT" -> "MODULE-"*/
/*"UNIFACT" -> "RING-"*/
/*"UNIFACT" -> "ABELGRP-"*/
/*"UNIFACT" -> "ABELMON-"*/
/*"UNIFACT" -> "MONOID-"*/
/*"UNIFACT" -> "ORDSET-"*/
/*"UNIFACT" -> "ABELSG-"*/
/*"UNIFACT" -> "SGROUP-"*/
/*"UNIFACT" -> "LSAGG"*/
/*"UNIFACT" -> "STAGG"*/
/*"UNIFACT" -> "URAGG"*/
/*"UNIFACT" -> "RCAGG"*/
/*"UNIFACT" -> "HOAGG"*/
/*"UNIFACT" -> "AGG"*/
/*"UNIFACT" -> "TYPE"*/
/*"UNIFACT" -> "LNAGG"*/
/*"UNIFACT" -> "IXAGG"*/
/*"UNIFACT" -> "ELTAGG"*/
/*"UNIFACT" -> "CLAGG"*/
/*"UNIFACT" -> "FLAGG"*/
/*"UNIFACT" -> "ELAGG"*/
/*"UNIFACT" -> "ILIST"*/
/*"UNIFACT" -> "LSAGG-"*/
/*"UNIFACT" -> "STAGG-"*/
/*"UNIFACT" -> "ELAGG-"*/
/*"UNIFACT" -> "FLAGG-"*/
/*"UNIFACT" -> "URAGG-"*/

"UP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UP"]
/*"UP" -> "UPOLYC"*/
/*"UP" -> "POLYCAT"*/
/*"UP" -> "PDRING"*/
/*"UP" -> "RING"*/
/*"UP" -> "RNG"*/
/*"UP" -> "ABELGRP"*/
/*"UP" -> "CABMON"*/
/*"UP" -> "ABELMON"*/
/*"UP" -> "ABELSG"*/
/*"UP" -> "SETCAT"*/
/*"UP" -> "BASTYPE"*/
/*"UP" -> "KOERCE"*/
/*"UP" -> "SGROUP"*/
/*"UP" -> "MONOID"*/
/*"UP" -> "LMODULE"*/
/*"UP" -> "FAMR"*/
/*"UP" -> "AMR"*/
/*"UP" -> "BMODULE"*/
/*"UP" -> "RMODULE"*/
/*"UP" -> "COMRING"*/
/*"UP" -> "ALGEBRA"*/
/*"UP" -> "MODULE"*/
/*"UP" -> "CHARZ"*/
/*"UP" -> "CHARNZ"*/
/*"UP" -> "INTDOM"*/
/*"UP" -> "ENTIRER"*/
/*"UP" -> "FRETRCT"*/
/*"UP" -> "RETRACT"*/
/*"UP" -> "EVALAB"*/
/*"UP" -> "IEVALAB"*/
/*"UP" -> "FLINEXP"*/
/*"UP" -> "LINEXP"*/
/*"UP" -> "ORDSET"*/
/*"UP" -> "KONVERT"*/
/*"UP" -> "PATMAB"*/
/*"UP" -> "GCDDOM"*/
"UP" -> "PFECAT"
/*"UP" -> "UFD"*/
/*"UP" -> "ELTAB"*/
/*"UP" -> "DIFRING"*/
/*"UP" -> "DIFEXT"*/
/*"UP" -> "STEP"*/
/*"UP" -> "EUCDOM"*/
/*"UP" -> "PID"*/
/*"UP" -> "FIELD"*/
/*"UP" -> "DIVRING"*/
/*"UP" -> "NNI"*/
/*"UP" -> "INT"*/
/*"UP" -> "FPS"*/
/*"UP" -> "RNS"*/
/*"UP" -> "ORDRING"*/
/*"UP" -> "OAGROUP"*/
/*"UP" -> "OCAMON"*/
/*"UP" -> "OAMON"*/
/*"UP" -> "OASGP"*/
/*"UP" -> "REAL"*/
/*"UP" -> "RADCAT"*/
/*"UP" -> "INS"*/
/*"UP" -> "OINTDOM"*/
/*"UP" -> "CFCAT"*/

"UPCDEN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UPCDEN"]
/*"UPCDEN" -> "INTDOM"*/
/*"UPCDEN" -> "COMRING"*/
/*"UPCDEN" -> "RING"*/
/*"UPCDEN" -> "RNG"*/
/*"UPCDEN" -> "ABELGRP"*/
/*"UPCDEN" -> "CABMON"*/
/*"UPCDEN" -> "ABELMON"*/
/*"UPCDEN" -> "ABELSG"*/
/*"UPCDEN" -> "SETCAT"*/
/*"UPCDEN" -> "BASTYPE"*/
/*"UPCDEN" -> "KOERCE"*/
/*"UPCDEN" -> "SGROUP"*/
/*"UPCDEN" -> "MONOID"*/
/*"UPCDEN" -> "LMODULE"*/
/*"UPCDEN" -> "BMODULE"*/
/*"UPCDEN" -> "RMODULE"*/
/*"UPCDEN" -> "ALGEBRA"*/
/*"UPCDEN" -> "MODULE"*/
/*"UPCDEN" -> "ENTIRER"*/
/*"UPCDEN" -> "QFCAT"*/
/*"UPCDEN" -> "FIELD"*/
/*"UPCDEN" -> "EUCDOM"*/
/*"UPCDEN" -> "PID"*/
/*"UPCDEN" -> "GCDDOM"*/
/*"UPCDEN" -> "UFD"*/
/*"UPCDEN" -> "DIVRING"*/
/*"UPCDEN" -> "RETRACT"*/
/*"UPCDEN" -> "FEVALAB"*/
/*"UPCDEN" -> "ELTAB"*/
/*"UPCDEN" -> "EVALAB"*/
/*"UPCDEN" -> "IEVALAB"*/
/*"UPCDEN" -> "DIFEXT"*/
/*"UPCDEN" -> "DIFRING"*/
/*"UPCDEN" -> "PDRING"*/
/*"UPCDEN" -> "FLINEXP"*/
/*"UPCDEN" -> "LINEXP"*/
/*"UPCDEN" -> "PATAB"*/
/*"UPCDEN" -> "KONVERT"*/
/*"UPCDEN" -> "FPATMAB"*/
/*"UPCDEN" -> "TYPE"*/
/*"UPCDEN" -> "PATMAB"*/
/*"UPCDEN" -> "STEP"*/
/*"UPCDEN" -> "ORDSET"*/
/*"UPCDEN" -> "OINTDOM"*/
/*"UPCDEN" -> "ORDRING"*/
/*"UPCDEN" -> "OAGROUP"*/
/*"UPCDEN" -> "OCAMON"*/
/*"UPCDEN" -> "OAMON"*/
/*"UPCDEN" -> "OASGP"*/
/*"UPCDEN" -> "REAL"*/
/*"UPCDEN" -> "CHARZ"*/
/*"UPCDEN" -> "CHARNZ"*/
"UPCDEN" -> "PFECAT"
/*"UPCDEN" -> "UPOLYC"*/
/*"UPCDEN" -> "POLYCAT"*/
/*"UPCDEN" -> "FAMR"*/
/*"UPCDEN" -> "AMR"*/
/*"UPCDEN" -> "FRETRCT"*/
/*"UPCDEN" -> "LSAGG"*/
/*"UPCDEN" -> "STAGG"*/
/*"UPCDEN" -> "URAGG"*/
/*"UPCDEN" -> "RCAGG"*/
/*"UPCDEN" -> "HOAGG"*/
/*"UPCDEN" -> "AGG"*/
/*"UPCDEN" -> "LNAGG"*/
/*"UPCDEN" -> "IXAGG"*/
/*"UPCDEN" -> "ELTAGG"*/
/*"UPCDEN" -> "CLAGG"*/
/*"UPCDEN" -> "FLAGG"*/
/*"UPCDEN" -> "ELAGG"*/

"UPDECOMP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UPDECOMP"]
/*"UPDECOMP" -> "INTDOM"*/
/*"UPDECOMP" -> "COMRING"*/
/*"UPDECOMP" -> "RING"*/
/*"UPDECOMP" -> "RNG"*/
/*"UPDECOMP" -> "ABELGRP"*/
/*"UPDECOMP" -> "CABMON"*/
/*"UPDECOMP" -> "ABELMON"*/
/*"UPDECOMP" -> "ABELSG"*/
/*"UPDECOMP" -> "SETCAT"*/
/*"UPDECOMP" -> "BASTYPE"*/
/*"UPDECOMP" -> "KOERCE"*/
/*"UPDECOMP" -> "SGROUP"*/
/*"UPDECOMP" -> "MONOID"*/
/*"UPDECOMP" -> "LMODULE"*/
/*"UPDECOMP" -> "BMODULE"*/
/*"UPDECOMP" -> "RMODULE"*/
/*"UPDECOMP" -> "ALGEBRA"*/
/*"UPDECOMP" -> "MODULE"*/
/*"UPDECOMP" -> "ENTIRER"*/
/*"UPDECOMP" -> "CHARZ"*/
/*"UPDECOMP" -> "UPOLYC"*/
/*"UPDECOMP" -> "POLYCAT"*/
/*"UPDECOMP" -> "PDRING"*/
/*"UPDECOMP" -> "FAMR"*/
/*"UPDECOMP" -> "AMR"*/
/*"UPDECOMP" -> "CHARNZ"*/
/*"UPDECOMP" -> "FRETRCT"*/
/*"UPDECOMP" -> "RETRACT"*/
/*"UPDECOMP" -> "EVALAB"*/
/*"UPDECOMP" -> "IEVALAB"*/
/*"UPDECOMP" -> "FLINEXP"*/
/*"UPDECOMP" -> "LINEXP"*/
/*"UPDECOMP" -> "ORDSET"*/
/*"UPDECOMP" -> "KONVERT"*/
/*"UPDECOMP" -> "PATMAB"*/
/*"UPDECOMP" -> "GCDDOM"*/
"UPDECOMP" -> "PFECAT"
/*"UPDECOMP" -> "UFD"*/
/*"UPDECOMP" -> "ELTAB"*/
/*"UPDECOMP" -> "DIFRING"*/
/*"UPDECOMP" -> "DIFEXT"*/
/*"UPDECOMP" -> "STEP"*/
/*"UPDECOMP" -> "EUCDOM"*/
/*"UPDECOMP" -> "PID"*/
/*"UPDECOMP" -> "FIELD"*/
/*"UPDECOMP" -> "DIVRING"*/
/*"UPDECOMP" -> "NNI"*/
/*"UPDECOMP" -> "INT"*/
/*"UPDECOMP" -> "SINT"*/
/*"UPDECOMP" -> "BOOLEAN"*/
/*"UPDECOMP" -> "LIST"*/

"UPDIVP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UPDIVP"]
/*"UPDIVP" -> "INTDOM"*/
/*"UPDIVP" -> "COMRING"*/
/*"UPDIVP" -> "RING"*/
/*"UPDIVP" -> "RNG"*/
/*"UPDIVP" -> "ABELGRP"*/
/*"UPDIVP" -> "CABMON"*/
/*"UPDIVP" -> "ABELMON"*/
/*"UPDIVP" -> "ABELSG"*/
/*"UPDIVP" -> "SETCAT"*/
/*"UPDIVP" -> "BASTYPE"*/
/*"UPDIVP" -> "KOERCE"*/
/*"UPDIVP" -> "SGROUP"*/
/*"UPDIVP" -> "MONOID"*/
/*"UPDIVP" -> "LMODULE"*/
/*"UPDIVP" -> "BMODULE"*/
/*"UPDIVP" -> "RMODULE"*/
/*"UPDIVP" -> "ALGEBRA"*/
/*"UPDIVP" -> "MODULE"*/
/*"UPDIVP" -> "ENTIRER"*/
/*"UPDIVP" -> "UPOLYC"*/
/*"UPDIVP" -> "POLYCAT"*/
/*"UPDIVP" -> "PDRING"*/
/*"UPDIVP" -> "FAMR"*/
/*"UPDIVP" -> "AMR"*/
/*"UPDIVP" -> "CHARZ"*/
/*"UPDIVP" -> "CHARNZ"*/
/*"UPDIVP" -> "FRETRCT"*/
/*"UPDIVP" -> "RETRACT"*/
/*"UPDIVP" -> "EVALAB"*/
/*"UPDIVP" -> "IEVALAB"*/
/*"UPDIVP" -> "FLINEXP"*/
/*"UPDIVP" -> "LINEXP"*/
/*"UPDIVP" -> "ORDSET"*/
/*"UPDIVP" -> "KONVERT"*/
/*"UPDIVP" -> "PATMAB"*/
/*"UPDIVP" -> "GCDDOM"*/
"UPDIVP" -> "PFECAT"
/*"UPDIVP" -> "UFD"*/
/*"UPDIVP" -> "ELTAB"*/
/*"UPDIVP" -> "DIFRING"*/
/*"UPDIVP" -> "DIFEXT"*/
/*"UPDIVP" -> "STEP"*/
/*"UPDIVP" -> "EUCDOM"*/
/*"UPDIVP" -> "PID"*/
/*"UPDIVP" -> "FIELD"*/
/*"UPDIVP" -> "DIVRING"*/
/*"UPDIVP" -> "NNI"*/
/*"UPDIVP" -> "BOOLEAN"*/

"UPMP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UPMP"]
/*"UPMP" -> "RING"*/
/*"UPMP" -> "RNG"*/
/*"UPMP" -> "ABELGRP"*/
/*"UPMP" -> "CABMON"*/
/*"UPMP" -> "ABELMON"*/
/*"UPMP" -> "ABELSG"*/
/*"UPMP" -> "SETCAT"*/
/*"UPMP" -> "BASTYPE"*/
/*"UPMP" -> "KOERCE"*/
/*"UPMP" -> "SGROUP"*/
/*"UPMP" -> "MONOID"*/
/*"UPMP" -> "LMODULE"*/
/*"UPMP" -> "UPOLYC"*/
/*"UPMP" -> "POLYCAT"*/
/*"UPMP" -> "PDRING"*/
/*"UPMP" -> "FAMR"*/
/*"UPMP" -> "AMR"*/
/*"UPMP" -> "BMODULE"*/
/*"UPMP" -> "RMODULE"*/
/*"UPMP" -> "COMRING"*/
/*"UPMP" -> "ALGEBRA"*/
/*"UPMP" -> "MODULE"*/
/*"UPMP" -> "CHARZ"*/
/*"UPMP" -> "CHARNZ"*/
/*"UPMP" -> "INTDOM"*/
/*"UPMP" -> "ENTIRER"*/
/*"UPMP" -> "FRETRCT"*/
/*"UPMP" -> "RETRACT"*/
/*"UPMP" -> "EVALAB"*/
/*"UPMP" -> "IEVALAB"*/
/*"UPMP" -> "FLINEXP"*/
/*"UPMP" -> "LINEXP"*/
/*"UPMP" -> "ORDSET"*/
/*"UPMP" -> "KONVERT"*/
/*"UPMP" -> "PATMAB"*/
/*"UPMP" -> "GCDDOM"*/
"UPMP" -> "PFECAT"
/*"UPMP" -> "UFD"*/
/*"UPMP" -> "ELTAB"*/
/*"UPMP" -> "DIFRING"*/
/*"UPMP" -> "DIFEXT"*/
/*"UPMP" -> "STEP"*/
/*"UPMP" -> "EUCDOM"*/
/*"UPMP" -> "PID"*/
/*"UPMP" -> "FIELD"*/
/*"UPMP" -> "DIVRING"*/
/*"UPMP" -> "NNI"*/
/*"UPMP" -> "INT"*/
/*"UPMP" -> "LIST"*/
/*"UPMP" -> "ILIST"*/
/*"UPMP" -> "MONOID-"*/
/*"UPMP" -> "ABELMON-"*/

"UPOLYC2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UPOLYC2"]
/*"UPOLYC2" -> "RING"*/
/*"UPOLYC2" -> "RNG"*/
/*"UPOLYC2" -> "ABELGRP"*/
/*"UPOLYC2" -> "CABMON"*/
/*"UPOLYC2" -> "ABELMON"*/
/*"UPOLYC2" -> "ABELSG"*/
/*"UPOLYC2" -> "SETCAT"*/
/*"UPOLYC2" -> "BASTYPE"*/
/*"UPOLYC2" -> "KOERCE"*/
/*"UPOLYC2" -> "SGROUP"*/
/*"UPOLYC2" -> "MONOID"*/
/*"UPOLYC2" -> "LMODULE"*/
/*"UPOLYC2" -> "UPOLYC"*/
/*"UPOLYC2" -> "POLYCAT"*/
/*"UPOLYC2" -> "PDRING"*/
/*"UPOLYC2" -> "FAMR"*/
/*"UPOLYC2" -> "AMR"*/
/*"UPOLYC2" -> "BMODULE"*/
/*"UPOLYC2" -> "RMODULE"*/
/*"UPOLYC2" -> "COMRING"*/
/*"UPOLYC2" -> "ALGEBRA"*/
/*"UPOLYC2" -> "MODULE"*/
/*"UPOLYC2" -> "CHARZ"*/
/*"UPOLYC2" -> "CHARNZ"*/
/*"UPOLYC2" -> "INTDOM"*/
/*"UPOLYC2" -> "ENTIRER"*/
/*"UPOLYC2" -> "FRETRCT"*/
/*"UPOLYC2" -> "RETRACT"*/
/*"UPOLYC2" -> "EVALAB"*/
/*"UPOLYC2" -> "IEVALAB"*/
/*"UPOLYC2" -> "FLINEXP"*/
/*"UPOLYC2" -> "LINEXP"*/
/*"UPOLYC2" -> "ORDSET"*/
/*"UPOLYC2" -> "KONVERT"*/
/*"UPOLYC2" -> "PATMAB"*/
/*"UPOLYC2" -> "GCDDOM"*/
"UPOLYC2" -> "PFECAT"
/*"UPOLYC2" -> "UFD"*/
/*"UPOLYC2" -> "ELTAB"*/
/*"UPOLYC2" -> "DIFRING"*/
/*"UPOLYC2" -> "DIFEXT"*/
/*"UPOLYC2" -> "STEP"*/
/*"UPOLYC2" -> "EUCDOM"*/
/*"UPOLYC2" -> "PID"*/
/*"UPOLYC2" -> "FIELD"*/
/*"UPOLYC2" -> "DIVRING"*/
/*"UPOLYC2" -> "BOOLEAN"*/

"UPXSCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=UPXSCAT"]
/*"UPXSCAT" -> "INS"*/
/*"UPXSCAT" -> "UFD"*/
/*"UPXSCAT" -> "GCDDOM"*/
/*"UPXSCAT" -> "INTDOM"*/
/*"UPXSCAT" -> "COMRING"*/
/*"UPXSCAT" -> "RING"*/
/*"UPXSCAT" -> "RNG"*/
/*"UPXSCAT" -> "ABELGRP"*/
/*"UPXSCAT" -> "CABMON"*/
/*"UPXSCAT" -> "ABELMON"*/
/*"UPXSCAT" -> "ABELSG"*/
/*"UPXSCAT" -> "SETCAT"*/
/*"UPXSCAT" -> "BASTYPE"*/
/*"UPXSCAT" -> "KOERCE"*/
/*"UPXSCAT" -> "SGROUP"*/
/*"UPXSCAT" -> "MONOID"*/
/*"UPXSCAT" -> "LMODULE"*/
/*"UPXSCAT" -> "BMODULE"*/
/*"UPXSCAT" -> "RMODULE"*/
/*"UPXSCAT" -> "ALGEBRA"*/
/*"UPXSCAT" -> "MODULE"*/
/*"UPXSCAT" -> "ENTIRER"*/
/*"UPXSCAT" -> "EUCDOM"*/
/*"UPXSCAT" -> "PID"*/
/*"UPXSCAT" -> "OINTDOM"*/
/*"UPXSCAT" -> "ORDRING"*/
/*"UPXSCAT" -> "OAGROUP"*/
/*"UPXSCAT" -> "OCAMON"*/
/*"UPXSCAT" -> "OAMON"*/
/*"UPXSCAT" -> "OASGP"*/
/*"UPXSCAT" -> "ORDSET"*/
/*"UPXSCAT" -> "DIFRING"*/
/*"UPXSCAT" -> "KONVERT"*/
/*"UPXSCAT" -> "RETRACT"*/
/*"UPXSCAT" -> "LINEXP"*/
/*"UPXSCAT" -> "PATMAB"*/
/*"UPXSCAT" -> "CFCAT"*/
/*"UPXSCAT" -> "REAL"*/
/*"UPXSCAT" -> "CHARZ"*/
/*"UPXSCAT" -> "STEP"*/
/*"UPXSCAT" -> "QFCAT"*/
/*"UPXSCAT" -> "FIELD"*/
/*"UPXSCAT" -> "DIVRING"*/
/*"UPXSCAT" -> "FEVALAB"*/
/*"UPXSCAT" -> "ELTAB"*/
/*"UPXSCAT" -> "EVALAB"*/
/*"UPXSCAT" -> "IEVALAB"*/
/*"UPXSCAT" -> "DIFEXT"*/
/*"UPXSCAT" -> "PDRING"*/
/*"UPXSCAT" -> "FLINEXP"*/
/*"UPXSCAT" -> "PATAB"*/
/*"UPXSCAT" -> "FPATMAB"*/
/*"UPXSCAT" -> "TYPE"*/
/*"UPXSCAT" -> "CHARNZ"*/
"UPXSCAT" -> "PFECAT"
/*"UPXSCAT" -> "UPSCAT"*/
/*"UPXSCAT" -> "PSCAT"*/
/*"UPXSCAT" -> "AMR"*/
/*"UPXSCAT" -> "RADCAT"*/
/*"UPXSCAT" -> "TRANFUN"*/
/*"UPXSCAT" -> "TRIGCAT"*/
/*"UPXSCAT" -> "ATRIG"*/
/*"UPXSCAT" -> "HYPCAT"*/
/*"UPXSCAT" -> "AHYP"*/
/*"UPXSCAT" -> "ELEMFUN"*/

"UPSQFREE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UPSQFREE"]
/*"UPSQFREE" -> "INTDOM"*/
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/*"UPSQFREE" -> "CABMON"*/
/*"UPSQFREE" -> "ABELMON"*/
/*"UPSQFREE" -> "ABELSG"*/
/*"UPSQFREE" -> "SETCAT"*/
/*"UPSQFREE" -> "BASTYPE"*/
/*"UPSQFREE" -> "KOERCE"*/
/*"UPSQFREE" -> "SGROUP"*/
/*"UPSQFREE" -> "MONOID"*/
/*"UPSQFREE" -> "LMODULE"*/
/*"UPSQFREE" -> "BMODULE"*/
/*"UPSQFREE" -> "RMODULE"*/
/*"UPSQFREE" -> "ALGEBRA"*/
/*"UPSQFREE" -> "MODULE"*/
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/*"UPSQFREE" -> "UPOLYC"*/
/*"UPSQFREE" -> "POLYCAT"*/
/*"UPSQFREE" -> "PDRING"*/
/*"UPSQFREE" -> "FAMR"*/
/*"UPSQFREE" -> "AMR"*/
/*"UPSQFREE" -> "CHARZ"*/
/*"UPSQFREE" -> "CHARNZ"*/
/*"UPSQFREE" -> "FRETRCT"*/
/*"UPSQFREE" -> "RETRACT"*/
/*"UPSQFREE" -> "EVALAB"*/
/*"UPSQFREE" -> "IEVALAB"*/
/*"UPSQFREE" -> "FLINEXP"*/
/*"UPSQFREE" -> "LINEXP"*/
/*"UPSQFREE" -> "ORDSET"*/
/*"UPSQFREE" -> "KONVERT"*/
/*"UPSQFREE" -> "PATMAB"*/
/*"UPSQFREE" -> "GCDDOM"*/
"UPSQFREE" -> "PFECAT"
/*"UPSQFREE" -> "UFD"*/
/*"UPSQFREE" -> "ELTAB"*/
/*"UPSQFREE" -> "DIFRING"*/
/*"UPSQFREE" -> "DIFEXT"*/
/*"UPSQFREE" -> "STEP"*/
/*"UPSQFREE" -> "EUCDOM"*/
/*"UPSQFREE" -> "PID"*/
/*"UPSQFREE" -> "FIELD"*/
/*"UPSQFREE" -> "DIVRING"*/
/*"UPSQFREE" -> "FFIELDC"*/
/*"UPSQFREE" -> "FPC"*/
/*"UPSQFREE" -> "FINITE"*/
/*"UPSQFREE" -> "INT"*/
/*"UPSQFREE" -> "INS-"*/
/*"UPSQFREE" -> "EUCDOM-"*/
/*"UPSQFREE" -> "UFD-"*/
/*"UPSQFREE" -> "GCDDOM-"*/
/*"UPSQFREE" -> "INTDOM-"*/
/*"UPSQFREE" -> "ALGEBRA-"*/
/*"UPSQFREE" -> "DIFRING-"*/
/*"UPSQFREE" -> "ORDRING-"*/
/*"UPSQFREE" -> "MODULE-"*/
/*"UPSQFREE" -> "RING-"*/
/*"UPSQFREE" -> "ABELGRP-"*/
/*"UPSQFREE" -> "NNI"*/
/*"UPSQFREE" -> "BOOLEAN"*/
/*"UPSQFREE" -> "LIST"*/
/*"UPSQFREE" -> "PI"*/

"VECTOR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=VECTOR",
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/*"VECTOR" -> "A1AGG"*/
/*"VECTOR" -> "FLAGG"*/
/*"VECTOR" -> "LNAGG"*/
/*"VECTOR" -> "IXAGG"*/
/*"VECTOR" -> "HOAGG"*/
/*"VECTOR" -> "AGG"*/
/*"VECTOR" -> "TYPE"*/
/*"VECTOR" -> "SETCAT"*/
/*"VECTOR" -> "BASTYPE"*/
/*"VECTOR" -> "KOERCE"*/
/*"VECTOR" -> "EVALAB"*/
/*"VECTOR" -> "IEVALAB"*/
/*"VECTOR" -> "ELTAGG"*/
/*"VECTOR" -> "ELTAB"*/
/*"VECTOR" -> "CLAGG"*/
/*"VECTOR" -> "KONVERT"*/
/*"VECTOR" -> "ORDSET"*/
/*"VECTOR" -> "INT"*/
/*"VECTOR" -> "VECTOR"*/
/*"VECTOR" -> "IVECTOR"*/
/*"VECTOR" -> "IARRAY1"*/
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/*"VECTOR" -> "A1AGG-"*/
/*"VECTOR" -> "SYMBOL"*/
/*"VECTOR" -> "REF"*/
/*"VECTOR" -> "ALIST"*/
/*"VECTOR" -> "LIST"*/
"VECTOR" -> "STRING"
/*"VECTOR" -> "CHAR"*/
/*"VECTOR" -> "SINT"*/
/*"VECTOR" -> "OUTFORM"*/
/*"VECTOR" -> "PRIMARR"*/
/*"VECTOR" -> "ISTRING"*/
/*"VECTOR" -> "SRAGG-"*/
/*"VECTOR" -> "FLAGG-"*/
/*"VECTOR" -> "LNAGG-"*/
/*"VECTOR" -> "RADCAT"*/
/*"VECTOR" -> "RING"*/
/*"VECTOR" -> "RNG"*/
/*"VECTOR" -> "ABELGRP"*/
/*"VECTOR" -> "CABMON"*/
/*"VECTOR" -> "ABELMON"*/
/*"VECTOR" -> "ABELSG"*/
/*"VECTOR" -> "SGROUP"*/
/*"VECTOR" -> "MONOID"*/
/*"VECTOR" -> "LMODULE"*/
/*"VECTOR" -> "INS"*/
/*"VECTOR" -> "UFD"*/
/*"VECTOR" -> "GCDDOM"*/
/*"VECTOR" -> "INTDOM"*/
/*"VECTOR" -> "COMRING"*/
/*"VECTOR" -> "BMODULE"*/
/*"VECTOR" -> "RMODULE"*/
/*"VECTOR" -> "ALGEBRA"*/
/*"VECTOR" -> "MODULE"*/
/*"VECTOR" -> "ENTIRER"*/
/*"VECTOR" -> "EUCDOM"*/
/*"VECTOR" -> "PID"*/
/*"VECTOR" -> "OINTDOM"*/
/*"VECTOR" -> "ORDRING"*/
/*"VECTOR" -> "OAGROUP"*/
/*"VECTOR" -> "OCAMON"*/
/*"VECTOR" -> "OAMON"*/
/*"VECTOR" -> "OASGP"*/
/*"VECTOR" -> "DIFRING"*/
/*"VECTOR" -> "RETRACT"*/
/*"VECTOR" -> "LINEXP"*/
/*"VECTOR" -> "PATMAB"*/
/*"VECTOR" -> "CFCAT"*/
/*"VECTOR" -> "REAL"*/
/*"VECTOR" -> "CHARZ"*/
/*"VECTOR" -> "STEP"*/
/*"VECTOR" -> "OM"*/

"VIEWDEF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=VIEWDEF"]
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/*"VIEWDEF" -> "INT"*/
/*"VIEWDEF" -> "BOOLEAN"*/
/*"VIEWDEF" -> "LSAGG"*/
/*"VIEWDEF" -> "STAGG"*/
/*"VIEWDEF" -> "URAGG"*/
/*"VIEWDEF" -> "RCAGG"*/
/*"VIEWDEF" -> "HOAGG"*/
/*"VIEWDEF" -> "AGG"*/
/*"VIEWDEF" -> "TYPE"*/
/*"VIEWDEF" -> "SETCAT"*/
/*"VIEWDEF" -> "BASTYPE"*/
/*"VIEWDEF" -> "KOERCE"*/
/*"VIEWDEF" -> "EVALAB"*/
/*"VIEWDEF" -> "IEVALAB"*/
/*"VIEWDEF" -> "LNAGG"*/
/*"VIEWDEF" -> "IXAGG"*/
/*"VIEWDEF" -> "ELTAGG"*/
/*"VIEWDEF" -> "ELTAB"*/
/*"VIEWDEF" -> "CLAGG"*/
/*"VIEWDEF" -> "KONVERT"*/
/*"VIEWDEF" -> "FLAGG"*/
/*"VIEWDEF" -> "ORDSET"*/
/*"VIEWDEF" -> "ELAGG"*/
/*"VIEWDEF" -> "OM"*/
/*"VIEWDEF" -> "LIST"*/
/*"VIEWDEF" -> "ILIST"*/
/*"VIEWDEF" -> "LSAGG-"*/
/*"VIEWDEF" -> "STAGG-"*/
/*"VIEWDEF" -> "ELAGG-"*/
/*"VIEWDEF" -> "FLAGG-"*/
/*"VIEWDEF" -> "URAGG-"*/
/*"VIEWDEF" -> "LNAGG-"*/
/*"VIEWDEF" -> "RCAGG-"*/
/*"VIEWDEF" -> "IXAGG-"*/
/*"VIEWDEF" -> "CLAGG-"*/
/*"VIEWDEF" -> "HOAGG-"*/
/*"VIEWDEF" -> "ORDSET-"*/
/*"VIEWDEF" -> "AGG-"*/
/*"VIEWDEF" -> "ELTAGG-"*/
/*"VIEWDEF" -> "SETCAT-"*/
/*"VIEWDEF" -> "BASTYPE-"*/
"VIEWDEF" -> "STRING"
/*"VIEWDEF" -> "CHAR"*/
/*"VIEWDEF" -> "SINT"*/
/*"VIEWDEF" -> "OUTFORM"*/
/*"VIEWDEF" -> "PRIMARR"*/
/*"VIEWDEF" -> "A1AGG-"*/
/*"VIEWDEF" -> "ISTRING"*/
/*"VIEWDEF" -> "SRAGG-"*/
/*"VIEWDEF" -> "STRICAT"*/
/*"VIEWDEF" -> "SRAGG"*/
/*"VIEWDEF" -> "A1AGG"*/

"VIEW2D" [color="#88FF44",href="bookvol10.3.pdf#nameddest=VIEW2D"]
/*"VIEW2D" -> "SETCAT"*/
/*"VIEW2D" -> "BASTYPE"*/
/*"VIEW2D" -> "KOERCE"*/
/*"VIEW2D" -> "DFLOAT"*/
/*"VIEW2D" -> "INT"*/
/*"VIEW2D" -> "BOOLEAN"*/
/*"VIEW2D" -> "PI"*/
/*"VIEW2D" -> "NNI"*/
/*"VIEW2D" -> "VECTCAT"*/
/*"VIEW2D" -> "A1AGG"*/
/*"VIEW2D" -> "FLAGG"*/
/*"VIEW2D" -> "LNAGG"*/
/*"VIEW2D" -> "IXAGG"*/
/*"VIEW2D" -> "HOAGG"*/
/*"VIEW2D" -> "AGG"*/
/*"VIEW2D" -> "TYPE"*/
/*"VIEW2D" -> "EVALAB"*/
/*"VIEW2D" -> "IEVALAB"*/
/*"VIEW2D" -> "ELTAGG"*/
/*"VIEW2D" -> "ELTAB"*/
/*"VIEW2D" -> "CLAGG"*/
/*"VIEW2D" -> "KONVERT"*/
/*"VIEW2D" -> "ORDSET"*/
/*"VIEW2D" -> "VECTOR"*/
/*"VIEW2D" -> "IVECTOR"*/
/*"VIEW2D" -> "IARRAY1"*/
/*"VIEW2D" -> "LIST"*/
/*"VIEW2D" -> "ILIST"*/
/*"VIEW2D" -> "LSAGG-"*/
/*"VIEW2D" -> "STAGG-"*/
/*"VIEW2D" -> "SINT"*/
"VIEW2D" -> "STRING"
/*"VIEW2D" -> "CHAR"*/
/*"VIEW2D" -> "OUTFORM"*/
/*"VIEW2D" -> "PRIMARR"*/
/*"VIEW2D" -> "A1AGG-"*/
/*"VIEW2D" -> "ISTRING"*/
/*"VIEW2D" -> "INS"*/
/*"VIEW2D" -> "UFD"*/
/*"VIEW2D" -> "GCDDOM"*/
/*"VIEW2D" -> "INTDOM"*/
/*"VIEW2D" -> "COMRING"*/
/*"VIEW2D" -> "RING"*/
/*"VIEW2D" -> "RNG"*/
/*"VIEW2D" -> "ABELGRP"*/
/*"VIEW2D" -> "CABMON"*/
/*"VIEW2D" -> "ABELMON"*/
/*"VIEW2D" -> "ABELSG"*/
/*"VIEW2D" -> "SGROUP"*/
/*"VIEW2D" -> "MONOID"*/
/*"VIEW2D" -> "LMODULE"*/
/*"VIEW2D" -> "BMODULE"*/
/*"VIEW2D" -> "RMODULE"*/
/*"VIEW2D" -> "ALGEBRA"*/
/*"VIEW2D" -> "MODULE"*/
/*"VIEW2D" -> "ENTIRER"*/
/*"VIEW2D" -> "EUCDOM"*/
/*"VIEW2D" -> "PID"*/
/*"VIEW2D" -> "OINTDOM"*/
/*"VIEW2D" -> "ORDRING"*/
/*"VIEW2D" -> "OAGROUP"*/
/*"VIEW2D" -> "OCAMON"*/
/*"VIEW2D" -> "OAMON"*/
/*"VIEW2D" -> "OASGP"*/
/*"VIEW2D" -> "DIFRING"*/
/*"VIEW2D" -> "RETRACT"*/
/*"VIEW2D" -> "LINEXP"*/
/*"VIEW2D" -> "PATMAB"*/
/*"VIEW2D" -> "CFCAT"*/
/*"VIEW2D" -> "REAL"*/
/*"VIEW2D" -> "CHARZ"*/
/*"VIEW2D" -> "STEP"*/
/*"VIEW2D" -> "OM"*/
/*"VIEW2D" -> "SRAGG-"*/
/*"VIEW2D" -> "STRICAT"*/
/*"VIEW2D" -> "SRAGG"*/
/*"VIEW2D" -> "ELAGG-"*/
/*"VIEW2D" -> "FLAGG-"*/
/*"VIEW2D" -> "FPS"*/
/*"VIEW2D" -> "RNS"*/
/*"VIEW2D" -> "FIELD"*/
/*"VIEW2D" -> "DIVRING"*/
/*"VIEW2D" -> "RADCAT"*/

"VOID" [color="#88FF44",href="bookvol10.3.pdf#nameddest=VOID"]
"VOID" -> "STRING"
/*"VOID" -> "CHAR"*/
/*"VOID" -> "SINT"*/
/*"VOID" -> "OUTFORM"*/
/*"VOID" -> "LIST"*/
/*"VOID" -> "INT"*/
/*"VOID" -> "PRIMARR"*/
/*"VOID" -> "A1AGG-"*/
/*"VOID" -> "ISTRING"*/

"WEIER" [color="#FF4488",href="bookvol10.4.pdf#nameddest=WEIER"]
/*"WEIER" -> "FIELD"*/
/*"WEIER" -> "EUCDOM"*/
/*"WEIER" -> "PID"*/
/*"WEIER" -> "GCDDOM"*/
/*"WEIER" -> "INTDOM"*/
/*"WEIER" -> "COMRING"*/
/*"WEIER" -> "RING"*/
/*"WEIER" -> "RNG"*/
/*"WEIER" -> "ABELGRP"*/
/*"WEIER" -> "CABMON"*/
/*"WEIER" -> "ABELMON"*/
/*"WEIER" -> "ABELSG"*/
/*"WEIER" -> "SETCAT"*/
/*"WEIER" -> "BASTYPE"*/
/*"WEIER" -> "KOERCE"*/
/*"WEIER" -> "SGROUP"*/
/*"WEIER" -> "MONOID"*/
/*"WEIER" -> "LMODULE"*/
/*"WEIER" -> "BMODULE"*/
/*"WEIER" -> "RMODULE"*/
/*"WEIER" -> "ALGEBRA"*/
/*"WEIER" -> "MODULE"*/
/*"WEIER" -> "ENTIRER"*/
/*"WEIER" -> "UFD"*/
/*"WEIER" -> "DIVRING"*/
/*"WEIER" -> "INT"*/
/*"WEIER" -> "LIST"*/
/*"WEIER" -> "ILIST"*/
/*"WEIER" -> "NNI"*/
/*"WEIER" -> "POLYCAT"*/
/*"WEIER" -> "PDRING"*/
/*"WEIER" -> "FAMR"*/
/*"WEIER" -> "AMR"*/
/*"WEIER" -> "CHARZ"*/
/*"WEIER" -> "CHARNZ"*/
/*"WEIER" -> "FRETRCT"*/
/*"WEIER" -> "RETRACT"*/
/*"WEIER" -> "EVALAB"*/
/*"WEIER" -> "IEVALAB"*/
/*"WEIER" -> "FLINEXP"*/
/*"WEIER" -> "LINEXP"*/
/*"WEIER" -> "ORDSET"*/
/*"WEIER" -> "KONVERT"*/
/*"WEIER" -> "PATMAB"*/
"WEIER" -> "PFECAT"
/*"WEIER" -> "MTSCAT"*/
/*"WEIER" -> "PSCAT"*/
/*"WEIER" -> "RADCAT"*/
/*"WEIER" -> "TRANFUN"*/
/*"WEIER" -> "TRIGCAT"*/
/*"WEIER" -> "ATRIG"*/
/*"WEIER" -> "HYPCAT"*/
/*"WEIER" -> "AHYP"*/
/*"WEIER" -> "ELEMFUN"*/

"WP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=WP"]
/*"WP" -> "ORDSET"*/
/*"WP" -> "SETCAT"*/
/*"WP" -> "BASTYPE"*/
/*"WP" -> "KOERCE"*/
/*"WP" -> "RING"*/
/*"WP" -> "RNG"*/
/*"WP" -> "ABELGRP"*/
/*"WP" -> "CABMON"*/
/*"WP" -> "ABELMON"*/
/*"WP" -> "ABELSG"*/
/*"WP" -> "SGROUP"*/
/*"WP" -> "MONOID"*/
/*"WP" -> "LMODULE"*/
/*"WP" -> "ALGEBRA"*/
/*"WP" -> "MODULE"*/
/*"WP" -> "BMODULE"*/
/*"WP" -> "RMODULE"*/
/*"WP" -> "OAMONS"*/
/*"WP" -> "OCAMON"*/
/*"WP" -> "OAMON"*/
/*"WP" -> "OASGP"*/
/*"WP" -> "POLYCAT"*/
/*"WP" -> "PDRING"*/
/*"WP" -> "FAMR"*/
/*"WP" -> "AMR"*/
/*"WP" -> "COMRING"*/
/*"WP" -> "CHARZ"*/
/*"WP" -> "CHARNZ"*/
/*"WP" -> "INTDOM"*/
/*"WP" -> "ENTIRER"*/
/*"WP" -> "FRETRCT"*/
/*"WP" -> "RETRACT"*/
/*"WP" -> "EVALAB"*/
/*"WP" -> "IEVALAB"*/
/*"WP" -> "FLINEXP"*/
/*"WP" -> "LINEXP"*/
/*"WP" -> "KONVERT"*/
/*"WP" -> "PATMAB"*/
/*"WP" -> "GCDDOM"*/
"WP" -> "PFECAT"
/*"WP" -> "UFD"*/
/*"WP" -> "LSAGG"*/
/*"WP" -> "STAGG"*/
/*"WP" -> "URAGG"*/
/*"WP" -> "RCAGG"*/
/*"WP" -> "HOAGG"*/
/*"WP" -> "AGG"*/
/*"WP" -> "TYPE"*/
/*"WP" -> "LNAGG"*/
/*"WP" -> "IXAGG"*/
/*"WP" -> "ELTAGG"*/
/*"WP" -> "ELTAB"*/
/*"WP" -> "CLAGG"*/
/*"WP" -> "FLAGG"*/
/*"WP" -> "ELAGG"*/
/*"WP" -> "OM"*/
/*"WP" -> "INT"*/
/*"WP" -> "LIST"*/
/*"WP" -> "ILIST"*/
/*"WP" -> "LSAGG-"*/
/*"WP" -> "STAGG-"*/
/*"WP" -> "ELAGG-"*/
/*"WP" -> "FLAGG-"*/
/*"WP" -> "URAGG-"*/
/*"WP" -> "LNAGG-"*/
/*"WP" -> "RCAGG-"*/
/*"WP" -> "IXAGG-"*/
/*"WP" -> "CLAGG-"*/
/*"WP" -> "HOAGG-"*/
/*"WP" -> "ORDSET-"*/
/*"WP" -> "AGG-"*/
/*"WP" -> "ELTAGG-"*/
/*"WP" -> "SETCAT-"*/
/*"WP" -> "BASTYPE-"*/
/*"WP" -> "NNI"*/
/*"WP" -> "BOOLEAN"*/
/*"WP" -> "FIELD"*/
/*"WP" -> "EUCDOM"*/
/*"WP" -> "PID"*/
/*"WP" -> "DIVRING"*/

/* layer 12 */
/* depends on: DIOPS DPOLCAT FINRALG FRAC RMATCAT RRCC UPXSCAT */

"DFLOAT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DFLOAT",
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/*"DFLOAT" -> "FPS"*/
/*"DFLOAT" -> "RNS"*/
/*"DFLOAT" -> "FIELD"*/
/*"DFLOAT" -> "EUCDOM"*/
/*"DFLOAT" -> "PID"*/
/*"DFLOAT" -> "GCDDOM"*/
/*"DFLOAT" -> "INTDOM"*/
/*"DFLOAT" -> "COMRING"*/
/*"DFLOAT" -> "RING"*/
/*"DFLOAT" -> "RNG"*/
/*"DFLOAT" -> "ABELGRP"*/
/*"DFLOAT" -> "CABMON"*/
/*"DFLOAT" -> "ABELMON"*/
/*"DFLOAT" -> "ABELSG"*/
/*"DFLOAT" -> "SETCAT"*/
/*"DFLOAT" -> "BASTYPE"*/
/*"DFLOAT" -> "KOERCE"*/
/*"DFLOAT" -> "SGROUP"*/
/*"DFLOAT" -> "MONOID"*/
/*"DFLOAT" -> "LMODULE"*/
/*"DFLOAT" -> "BMODULE"*/
/*"DFLOAT" -> "RMODULE"*/
/*"DFLOAT" -> "ALGEBRA"*/
/*"DFLOAT" -> "MODULE"*/
/*"DFLOAT" -> "ENTIRER"*/
/*"DFLOAT" -> "UFD"*/
/*"DFLOAT" -> "DIVRING"*/
/*"DFLOAT" -> "ORDRING"*/
/*"DFLOAT" -> "OAGROUP"*/
/*"DFLOAT" -> "OCAMON"*/
/*"DFLOAT" -> "OAMON"*/
/*"DFLOAT" -> "OASGP"*/
/*"DFLOAT" -> "ORDSET"*/
/*"DFLOAT" -> "REAL"*/
/*"DFLOAT" -> "KONVERT"*/
/*"DFLOAT" -> "RETRACT"*/
/*"DFLOAT" -> "RADCAT"*/
/*"DFLOAT" -> "PATMAB"*/
/*"DFLOAT" -> "CHARZ"*/
/*"DFLOAT" -> "DIFRING"*/
/*"DFLOAT" -> "OM"*/
/*"DFLOAT" -> "TRANFUN"*/
/*"DFLOAT" -> "TRIGCAT"*/
/*"DFLOAT" -> "ATRIG"*/
/*"DFLOAT" -> "HYPCAT"*/
/*"DFLOAT" -> "AHYP"*/
/*"DFLOAT" -> "ELEMFUN"*/
/*"DFLOAT" -> "SPFCAT"*/
/*"DFLOAT" -> "DFLOAT"*/
/*"DFLOAT" -> "INT"*/
/*"DFLOAT" -> "PI"*/
/*"DFLOAT" -> "NNI"*/
/*"DFLOAT" -> "FPS-"*/
/*"DFLOAT" -> "RNS-"*/
/*"DFLOAT" -> "FIELD-"*/
/*"DFLOAT" -> "EUCDOM-"*/
/*"DFLOAT" -> "UFD-"*/
/*"DFLOAT" -> "GCDDOM-"*/
/*"DFLOAT" -> "DIVRING-"*/
/*"DFLOAT" -> "INTDOM-"*/
/*"DFLOAT" -> "ALGEBRA-"*/
/*"DFLOAT" -> "DIFRING-"*/
/*"DFLOAT" -> "ORDRING-"*/
/*"DFLOAT" -> "MODULE-"*/
"DFLOAT" -> "FRAC"
/*"DFLOAT" -> "RING-"*/
/*"DFLOAT" -> "ABELGRP-"*/
/*"DFLOAT" -> "ABELMON-"*/
/*"DFLOAT" -> "INS"*/
/*"DFLOAT" -> "OINTDOM"*/
/*"DFLOAT" -> "LINEXP"*/
/*"DFLOAT" -> "CFCAT"*/
/*"DFLOAT" -> "STEP"*/
/*"DFLOAT" -> "INS"*/

"DIAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=DIAGG"]
"DIAGG" -> "DIOPS"
/*"DIAGG" -> "BGAGG"*/
/*"DIAGG" -> "HOAGG"*/
/*"DIAGG" -> "AGG"*/
/*"DIAGG" -> "TYPE"*/
/*"DIAGG" -> "SETCAT"*/
/*"DIAGG" -> "BASTYPE"*/
/*"DIAGG" -> "KOERCE"*/
/*"DIAGG" -> "EVALAB"*/
/*"DIAGG" -> "IEVALAB"*/
/*"DIAGG" -> "CLAGG"*/
/*"DIAGG" -> "KONVERT"*/
/*"DIAGG" -> "BOOLEAN"*/
/*"DIAGG" -> "NNI"*/
/*"DIAGG" -> "INT"*/

"DIAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DIAGG"]
"DIAGG-" -> "DIOPS"
/*"DIAGG-" -> "BGAGG"*/
/*"DIAGG-" -> "HOAGG"*/
/*"DIAGG-" -> "AGG"*/
/*"DIAGG-" -> "TYPE"*/
/*"DIAGG-" -> "SETCAT"*/
/*"DIAGG-" -> "BASTYPE"*/
/*"DIAGG-" -> "KOERCE"*/
/*"DIAGG-" -> "EVALAB"*/
/*"DIAGG-" -> "IEVALAB"*/
/*"DIAGG-" -> "CLAGG"*/
/*"DIAGG-" -> "KONVERT"*/
/*"DIAGG-" -> "BOOLEAN"*/
/*"DIAGG-" -> "NNI"*/
/*"DIAGG-" -> "INT"*/

"DSMP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DSMP"]
"DSMP" -> "DPOLCAT"
/*"DSMP" -> "POLYCAT"*/
/*"DSMP" -> "PDRING"*/
/*"DSMP" -> "RING"*/
/*"DSMP" -> "RNG"*/
/*"DSMP" -> "ABELGRP"*/
/*"DSMP" -> "CABMON"*/
/*"DSMP" -> "ABELMON"*/
/*"DSMP" -> "ABELSG"*/
/*"DSMP" -> "SETCAT"*/
/*"DSMP" -> "BASTYPE"*/
/*"DSMP" -> "KOERCE"*/
/*"DSMP" -> "SGROUP"*/
/*"DSMP" -> "MONOID"*/
/*"DSMP" -> "LMODULE"*/
/*"DSMP" -> "FAMR"*/
/*"DSMP" -> "AMR"*/
/*"DSMP" -> "BMODULE"*/
/*"DSMP" -> "RMODULE"*/
/*"DSMP" -> "COMRING"*/
/*"DSMP" -> "ALGEBRA"*/
/*"DSMP" -> "MODULE"*/
/*"DSMP" -> "CHARZ"*/
/*"DSMP" -> "CHARNZ"*/
/*"DSMP" -> "INTDOM"*/
/*"DSMP" -> "ENTIRER"*/
/*"DSMP" -> "FRETRCT"*/
/*"DSMP" -> "RETRACT"*/
/*"DSMP" -> "EVALAB"*/
/*"DSMP" -> "IEVALAB"*/
/*"DSMP" -> "FLINEXP"*/
/*"DSMP" -> "LINEXP"*/
/*"DSMP" -> "ORDSET"*/
/*"DSMP" -> "KONVERT"*/
/*"DSMP" -> "PATMAB"*/
/*"DSMP" -> "GCDDOM"*/
/*"DSMP" -> "PFECAT"*/
/*"DSMP" -> "UFD"*/
/*"DSMP" -> "DIFEXT"*/
/*"DSMP" -> "DIFRING"*/
/*"DSMP" -> "DVARCAT"*/
/*"DSMP" -> "NNI"*/
/*"DSMP" -> "INT"*/
/*"DSMP" -> "FPS"*/
/*"DSMP" -> "RNS"*/
/*"DSMP" -> "FIELD"*/
/*"DSMP" -> "EUCDOM"*/
/*"DSMP" -> "PID"*/
/*"DSMP" -> "DIVRING"*/
/*"DSMP" -> "ORDRING"*/
/*"DSMP" -> "OAGROUP"*/
/*"DSMP" -> "OCAMON"*/
/*"DSMP" -> "OAMON"*/
/*"DSMP" -> "OASGP"*/
/*"DSMP" -> "REAL"*/
/*"DSMP" -> "RADCAT"*/
/*"DSMP" -> "INS"*/
/*"DSMP" -> "OINTDOM"*/
/*"DSMP" -> "CFCAT"*/
/*"DSMP" -> "STEP"*/
/*"DSMP" -> "UPOLYC"*/
/*"DSMP" -> "ELTAB"*/

"EXPUPXS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EXPUPXS"]
/*"EXPUPXS" -> "FIELD"*/
/*"EXPUPXS" -> "EUCDOM"*/
/*"EXPUPXS" -> "PID"*/
/*"EXPUPXS" -> "GCDDOM"*/
/*"EXPUPXS" -> "INTDOM"*/
/*"EXPUPXS" -> "COMRING"*/
/*"EXPUPXS" -> "RING"*/
/*"EXPUPXS" -> "RNG"*/
/*"EXPUPXS" -> "ABELGRP"*/
/*"EXPUPXS" -> "CABMON"*/
/*"EXPUPXS" -> "ABELMON"*/
/*"EXPUPXS" -> "ABELSG"*/
/*"EXPUPXS" -> "SETCAT"*/
/*"EXPUPXS" -> "BASTYPE"*/
/*"EXPUPXS" -> "KOERCE"*/
/*"EXPUPXS" -> "SGROUP"*/
/*"EXPUPXS" -> "MONOID"*/
/*"EXPUPXS" -> "LMODULE"*/
/*"EXPUPXS" -> "BMODULE"*/
/*"EXPUPXS" -> "RMODULE"*/
/*"EXPUPXS" -> "ALGEBRA"*/
/*"EXPUPXS" -> "MODULE"*/
/*"EXPUPXS" -> "ENTIRER"*/
/*"EXPUPXS" -> "UFD"*/
/*"EXPUPXS" -> "DIVRING"*/
/*"EXPUPXS" -> "ORDSET"*/
"EXPUPXS" -> "UPXSCAT"
/*"EXPUPXS" -> "UPSCAT"*/
/*"EXPUPXS" -> "PSCAT"*/
/*"EXPUPXS" -> "AMR"*/
/*"EXPUPXS" -> "CHARZ"*/
/*"EXPUPXS" -> "CHARNZ"*/
/*"EXPUPXS" -> "ELTAB"*/
/*"EXPUPXS" -> "DIFRING"*/
/*"EXPUPXS" -> "PDRING"*/
/*"EXPUPXS" -> "RADCAT"*/
/*"EXPUPXS" -> "TRANFUN"*/
/*"EXPUPXS" -> "TRIGCAT"*/
/*"EXPUPXS" -> "ATRIG"*/
/*"EXPUPXS" -> "HYPCAT"*/
/*"EXPUPXS" -> "AHYP"*/
/*"EXPUPXS" -> "ELEMFUN"*/
/*"EXPUPXS" -> "OAMON"*/
/*"EXPUPXS" -> "OASGP"*/
/*"EXPUPXS" -> "INS"*/
/*"EXPUPXS" -> "OINTDOM"*/
/*"EXPUPXS" -> "ORDRING"*/
/*"EXPUPXS" -> "OAGROUP"*/
/*"EXPUPXS" -> "OCAMON"*/
/*"EXPUPXS" -> "KONVERT"*/
/*"EXPUPXS" -> "RETRACT"*/
/*"EXPUPXS" -> "LINEXP"*/
/*"EXPUPXS" -> "PATMAB"*/
/*"EXPUPXS" -> "CFCAT"*/
/*"EXPUPXS" -> "REAL"*/
/*"EXPUPXS" -> "STEP"*/
/*"EXPUPXS" -> "INT"*/
/*"EXPUPXS" -> "LIST"*/
/*"EXPUPXS" -> "ILIST"*/
/*"EXPUPXS" -> "BOOLEAN"*/
/*"EXPUPXS" -> "OM"*/
/*"EXPUPXS" -> "QFCAT"*/
/*"EXPUPXS" -> "FEVALAB"*/
/*"EXPUPXS" -> "EVALAB"*/
/*"EXPUPXS" -> "IEVALAB"*/
/*"EXPUPXS" -> "DIFEXT"*/
/*"EXPUPXS" -> "FLINEXP"*/
/*"EXPUPXS" -> "PATAB"*/
/*"EXPUPXS" -> "FPATMAB"*/
/*"EXPUPXS" -> "TYPE"*/
/*"EXPUPXS" -> "PFECAT"*/

"FRAMALG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FRAMALG"]
"FRAMALG" -> "FINRALG"
/*"FRAMALG" -> "ALGEBRA"*/
/*"FRAMALG" -> "RING"*/
/*"FRAMALG" -> "RNG"*/
/*"FRAMALG" -> "ABELGRP"*/
/*"FRAMALG" -> "CABMON"*/
/*"FRAMALG" -> "ABELMON"*/
/*"FRAMALG" -> "ABELSG"*/
/*"FRAMALG" -> "SETCAT"*/
/*"FRAMALG" -> "BASTYPE"*/
/*"FRAMALG" -> "KOERCE"*/
/*"FRAMALG" -> "SGROUP"*/
/*"FRAMALG" -> "MONOID"*/
/*"FRAMALG" -> "LMODULE"*/
/*"FRAMALG" -> "MODULE"*/
/*"FRAMALG" -> "BMODULE"*/
/*"FRAMALG" -> "RMODULE"*/
/*"FRAMALG" -> "CHARZ"*/
/*"FRAMALG" -> "CHARNZ"*/
/*"FRAMALG" -> "COMRING"*/
/*"FRAMALG" -> "UPOLYC"*/
/*"FRAMALG" -> "POLYCAT"*/
/*"FRAMALG" -> "PDRING"*/
/*"FRAMALG" -> "FAMR"*/
/*"FRAMALG" -> "AMR"*/
/*"FRAMALG" -> "INTDOM"*/
/*"FRAMALG" -> "ENTIRER"*/
/*"FRAMALG" -> "FRETRCT"*/
/*"FRAMALG" -> "RETRACT"*/
/*"FRAMALG" -> "EVALAB"*/
/*"FRAMALG" -> "IEVALAB"*/
/*"FRAMALG" -> "FLINEXP"*/
/*"FRAMALG" -> "LINEXP"*/
/*"FRAMALG" -> "ORDSET"*/
/*"FRAMALG" -> "KONVERT"*/
/*"FRAMALG" -> "PATMAB"*/
/*"FRAMALG" -> "GCDDOM"*/
/*"FRAMALG" -> "PFECAT"*/
/*"FRAMALG" -> "UFD"*/
/*"FRAMALG" -> "ELTAB"*/
/*"FRAMALG" -> "DIFRING"*/
/*"FRAMALG" -> "DIFEXT"*/
/*"FRAMALG" -> "STEP"*/
/*"FRAMALG" -> "EUCDOM"*/
/*"FRAMALG" -> "PID"*/
/*"FRAMALG" -> "FIELD"*/
/*"FRAMALG" -> "DIVRING"*/
/*"FRAMALG" -> "VECTCAT"*/
/*"FRAMALG" -> "A1AGG"*/
/*"FRAMALG" -> "FLAGG"*/
/*"FRAMALG" -> "LNAGG"*/
/*"FRAMALG" -> "IXAGG"*/
/*"FRAMALG" -> "HOAGG"*/
/*"FRAMALG" -> "AGG"*/
/*"FRAMALG" -> "TYPE"*/
/*"FRAMALG" -> "ELTAGG"*/
/*"FRAMALG" -> "CLAGG"*/
/*"FRAMALG" -> "INT"*/
/*"FRAMALG" -> "VECTOR"*/
/*"FRAMALG" -> "IVECTOR"*/
/*"FRAMALG" -> "IARRAY1"*/
/*"FRAMALG" -> "INS"*/
/*"FRAMALG" -> "OINTDOM"*/
/*"FRAMALG" -> "ORDRING"*/
/*"FRAMALG" -> "OAGROUP"*/
/*"FRAMALG" -> "OCAMON"*/
/*"FRAMALG" -> "OAMON"*/
/*"FRAMALG" -> "OASGP"*/
/*"FRAMALG" -> "CFCAT"*/
/*"FRAMALG" -> "REAL"*/
/*"FRAMALG" -> "OM"*/
/*"FRAMALG" -> "NNI"*/
/*"FRAMALG" -> "PI"*/
/*"FRAMALG" -> "SINT"*/
/*"FRAMALG" -> "LIST"*/
/*"FRAMALG" -> "ILIST"*/

"FRAMALG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FRAMALG"]
"FRAMALG-" -> "FINRALG"
/*"FRAMALG-" -> "ALGEBRA"*/
/*"FRAMALG-" -> "RING"*/
/*"FRAMALG-" -> "RNG"*/
/*"FRAMALG-" -> "ABELGRP"*/
/*"FRAMALG-" -> "CABMON"*/
/*"FRAMALG-" -> "ABELMON"*/
/*"FRAMALG-" -> "ABELSG"*/
/*"FRAMALG-" -> "SETCAT"*/
/*"FRAMALG-" -> "BASTYPE"*/
/*"FRAMALG-" -> "KOERCE"*/
/*"FRAMALG-" -> "SGROUP"*/
/*"FRAMALG-" -> "MONOID"*/
/*"FRAMALG-" -> "LMODULE"*/
/*"FRAMALG-" -> "MODULE"*/
/*"FRAMALG-" -> "BMODULE"*/
/*"FRAMALG-" -> "RMODULE"*/
/*"FRAMALG-" -> "CHARZ"*/
/*"FRAMALG-" -> "CHARNZ"*/
/*"FRAMALG-" -> "COMRING"*/
/*"FRAMALG-" -> "UPOLYC"*/
/*"FRAMALG-" -> "POLYCAT"*/
/*"FRAMALG-" -> "PDRING"*/
/*"FRAMALG-" -> "FAMR"*/
/*"FRAMALG-" -> "AMR"*/
/*"FRAMALG-" -> "INTDOM"*/
/*"FRAMALG-" -> "ENTIRER"*/
/*"FRAMALG-" -> "FRETRCT"*/
/*"FRAMALG-" -> "RETRACT"*/
/*"FRAMALG-" -> "EVALAB"*/
/*"FRAMALG-" -> "IEVALAB"*/
/*"FRAMALG-" -> "FLINEXP"*/
/*"FRAMALG-" -> "LINEXP"*/
/*"FRAMALG-" -> "ORDSET"*/
/*"FRAMALG-" -> "KONVERT"*/
/*"FRAMALG-" -> "PATMAB"*/
/*"FRAMALG-" -> "GCDDOM"*/
/*"FRAMALG-" -> "PFECAT"*/
/*"FRAMALG-" -> "UFD"*/
/*"FRAMALG-" -> "ELTAB"*/
/*"FRAMALG-" -> "DIFRING"*/
/*"FRAMALG-" -> "DIFEXT"*/
/*"FRAMALG-" -> "STEP"*/
/*"FRAMALG-" -> "EUCDOM"*/
/*"FRAMALG-" -> "PID"*/
/*"FRAMALG-" -> "FIELD"*/
/*"FRAMALG-" -> "DIVRING"*/
/*"FRAMALG-" -> "VECTCAT"*/
/*"FRAMALG-" -> "A1AGG"*/
/*"FRAMALG-" -> "FLAGG"*/
/*"FRAMALG-" -> "LNAGG"*/
/*"FRAMALG-" -> "IXAGG"*/
/*"FRAMALG-" -> "HOAGG"*/
/*"FRAMALG-" -> "AGG"*/
/*"FRAMALG-" -> "TYPE"*/
/*"FRAMALG-" -> "ELTAGG"*/
/*"FRAMALG-" -> "CLAGG"*/
/*"FRAMALG-" -> "INT"*/
/*"FRAMALG-" -> "VECTOR"*/
/*"FRAMALG-" -> "IVECTOR"*/
/*"FRAMALG-" -> "IARRAY1"*/
/*"FRAMALG-" -> "INS"*/
/*"FRAMALG-" -> "OINTDOM"*/
/*"FRAMALG-" -> "ORDRING"*/
/*"FRAMALG-" -> "OAGROUP"*/
/*"FRAMALG-" -> "OCAMON"*/
/*"FRAMALG-" -> "OAMON"*/
/*"FRAMALG-" -> "OASGP"*/
/*"FRAMALG-" -> "CFCAT"*/
/*"FRAMALG-" -> "REAL"*/
/*"FRAMALG-" -> "OM"*/
/*"FRAMALG-" -> "NNI"*/
/*"FRAMALG-" -> "PI"*/
/*"FRAMALG-" -> "SINT"*/
/*"FRAMALG-" -> "LIST"*/
/*"FRAMALG-" -> "ILIST"*/

"MDAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MDAGG"]
"MDAGG" -> "DIOPS"
/*"MDAGG" -> "BGAGG"*/
/*"MDAGG" -> "HOAGG"*/
/*"MDAGG" -> "AGG"*/
/*"MDAGG" -> "TYPE"*/
/*"MDAGG" -> "SETCAT"*/
/*"MDAGG" -> "BASTYPE"*/
/*"MDAGG" -> "KOERCE"*/
/*"MDAGG" -> "EVALAB"*/
/*"MDAGG" -> "IEVALAB"*/
/*"MDAGG" -> "CLAGG"*/
/*"MDAGG" -> "KONVERT"*/

"ODPOL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ODPOL"]
"ODPOL" -> "DPOLCAT"
/*"ODPOL" -> "POLYCAT"*/
/*"ODPOL" -> "PDRING"*/
/*"ODPOL" -> "RING"*/
/*"ODPOL" -> "RNG"*/
/*"ODPOL" -> "ABELGRP"*/
/*"ODPOL" -> "CABMON"*/
/*"ODPOL" -> "ABELMON"*/
/*"ODPOL" -> "ABELSG"*/
/*"ODPOL" -> "SETCAT"*/
/*"ODPOL" -> "BASTYPE"*/
/*"ODPOL" -> "KOERCE"*/
/*"ODPOL" -> "SGROUP"*/
/*"ODPOL" -> "MONOID"*/
/*"ODPOL" -> "LMODULE"*/
/*"ODPOL" -> "FAMR"*/
/*"ODPOL" -> "AMR"*/
/*"ODPOL" -> "BMODULE"*/
/*"ODPOL" -> "RMODULE"*/
/*"ODPOL" -> "COMRING"*/
/*"ODPOL" -> "ALGEBRA"*/
/*"ODPOL" -> "MODULE"*/
/*"ODPOL" -> "CHARZ"*/
/*"ODPOL" -> "CHARNZ"*/
/*"ODPOL" -> "INTDOM"*/
/*"ODPOL" -> "ENTIRER"*/
/*"ODPOL" -> "FRETRCT"*/
/*"ODPOL" -> "RETRACT"*/
/*"ODPOL" -> "EVALAB"*/
/*"ODPOL" -> "IEVALAB"*/
/*"ODPOL" -> "FLINEXP"*/
/*"ODPOL" -> "LINEXP"*/
/*"ODPOL" -> "ORDSET"*/
/*"ODPOL" -> "KONVERT"*/
/*"ODPOL" -> "PATMAB"*/
/*"ODPOL" -> "GCDDOM"*/
/*"ODPOL" -> "PFECAT"*/
/*"ODPOL" -> "UFD"*/
/*"ODPOL" -> "DIFEXT"*/
/*"ODPOL" -> "DIFRING"*/
/*"ODPOL" -> "DVARCAT"*/
/*"ODPOL" -> "FPS"*/
/*"ODPOL" -> "RNS"*/
/*"ODPOL" -> "FIELD"*/
/*"ODPOL" -> "EUCDOM"*/
/*"ODPOL" -> "PID"*/
/*"ODPOL" -> "DIVRING"*/
/*"ODPOL" -> "ORDRING"*/
/*"ODPOL" -> "OAGROUP"*/
/*"ODPOL" -> "OCAMON"*/
/*"ODPOL" -> "OAMON"*/
/*"ODPOL" -> "OASGP"*/
/*"ODPOL" -> "REAL"*/
/*"ODPOL" -> "RADCAT"*/
/*"ODPOL" -> "INS"*/
/*"ODPOL" -> "OINTDOM"*/
/*"ODPOL" -> "CFCAT"*/
/*"ODPOL" -> "STEP"*/
/*"ODPOL" -> "UPOLYC"*/
/*"ODPOL" -> "ELTAB"*/

"PLOT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PLOT"]
/*"PLOT" -> "PPCURVE"*/
/*"PLOT" -> "KOERCE"*/
/*"PLOT" -> "BOOLEAN"*/
/*"PLOT" -> "INT"*/
/*"PLOT" -> "DFLOAT"*/
/*"PLOT" -> "FPS-"*/
/*"PLOT" -> "RNS-"*/
/*"PLOT" -> "FIELD-"*/
/*"PLOT" -> "EUCDOM-"*/
/*"PLOT" -> "UFD-"*/
/*"PLOT" -> "GCDDOM-"*/
/*"PLOT" -> "DIVRING-"*/
/*"PLOT" -> "INTDOM-"*/
/*"PLOT" -> "ALGEBRA-"*/
/*"PLOT" -> "DIFRING-"*/
/*"PLOT" -> "ORDRING-"*/
/*"PLOT" -> "MODULE-"*/
/*"PLOT" -> "RING-"*/
/*"PLOT" -> "ABELGRP-"*/
/*"PLOT" -> "ABELMON-"*/
/*"PLOT" -> "MONOID-"*/
/*"PLOT" -> "ORDSET-"*/
/*"PLOT" -> "ABELSG-"*/
/*"PLOT" -> "SGROUP-"*/
/*"PLOT" -> "TRANFUN-"*/
/*"PLOT" -> "SETCAT-"*/
/*"PLOT" -> "ELEMFUN-"*/
/*"PLOT" -> "HYPCAT-"*/
/*"PLOT" -> "ATRIG-"*/
/*"PLOT" -> "TRIGCAT-"*/
/*"PLOT" -> "RADCAT-"*/
/*"PLOT" -> "RETRACT-"*/
/*"PLOT" -> "BASTYPE-"*/
/*"PLOT" -> "FPS"*/
/*"PLOT" -> "RNS"*/
/*"PLOT" -> "FIELD"*/
/*"PLOT" -> "EUCDOM"*/
/*"PLOT" -> "PID"*/
/*"PLOT" -> "GCDDOM"*/
/*"PLOT" -> "INTDOM"*/
/*"PLOT" -> "COMRING"*/
/*"PLOT" -> "RING"*/
/*"PLOT" -> "RNG"*/
/*"PLOT" -> "ABELGRP"*/
/*"PLOT" -> "CABMON"*/
/*"PLOT" -> "ABELMON"*/
/*"PLOT" -> "ABELSG"*/
/*"PLOT" -> "SETCAT"*/
/*"PLOT" -> "BASTYPE"*/
/*"PLOT" -> "SGROUP"*/
/*"PLOT" -> "MONOID"*/
/*"PLOT" -> "LMODULE"*/
/*"PLOT" -> "BMODULE"*/
/*"PLOT" -> "RMODULE"*/
/*"PLOT" -> "ALGEBRA"*/
/*"PLOT" -> "MODULE"*/
/*"PLOT" -> "ENTIRER"*/
/*"PLOT" -> "UFD"*/
/*"PLOT" -> "DIVRING"*/
/*"PLOT" -> "ORDRING"*/
/*"PLOT" -> "OAGROUP"*/
/*"PLOT" -> "OCAMON"*/
/*"PLOT" -> "OAMON"*/
/*"PLOT" -> "OASGP"*/
/*"PLOT" -> "ORDSET"*/
/*"PLOT" -> "REAL"*/
/*"PLOT" -> "KONVERT"*/
/*"PLOT" -> "RETRACT"*/
/*"PLOT" -> "RADCAT"*/
/*"PLOT" -> "PATMAB"*/
/*"PLOT" -> "CHARZ"*/
/*"PLOT" -> "PTCAT"*/
/*"PLOT" -> "VECTCAT"*/
/*"PLOT" -> "A1AGG"*/
/*"PLOT" -> "FLAGG"*/
/*"PLOT" -> "LNAGG"*/
/*"PLOT" -> "IXAGG"*/
/*"PLOT" -> "HOAGG"*/
/*"PLOT" -> "AGG"*/
/*"PLOT" -> "TYPE"*/
/*"PLOT" -> "EVALAB"*/
/*"PLOT" -> "IEVALAB"*/
/*"PLOT" -> "ELTAGG"*/
/*"PLOT" -> "ELTAB"*/
/*"PLOT" -> "CLAGG"*/
/*"PLOT" -> "LIST"*/
/*"PLOT" -> "ILIST"*/
/*"PLOT" -> "LSAGG"*/
/*"PLOT" -> "STAGG"*/
/*"PLOT" -> "URAGG"*/
/*"PLOT" -> "RCAGG"*/
/*"PLOT" -> "ELAGG"*/
/*"PLOT" -> "OM"*/
/*"PLOT" -> "NNI"*/
/*"PLOT" -> "PI"*/
/*"PLOT" -> "LSAGG-"*/
/*"PLOT" -> "STAGG-"*/
/*"PLOT" -> "ELAGG-"*/
/*"PLOT" -> "FLAGG-"*/
/*"PLOT" -> "URAGG-"*/
/*"PLOT" -> "SINT"*/
/*"PLOT" -> "INS"*/
/*"PLOT" -> "OINTDOM"*/
/*"PLOT" -> "DIFRING"*/
/*"PLOT" -> "LINEXP"*/
/*"PLOT" -> "CFCAT"*/
/*"PLOT" -> "STEP"*/
/*"PLOT" -> "TRANFUN"*/
/*"PLOT" -> "TRIGCAT"*/
/*"PLOT" -> "ATRIG"*/
/*"PLOT" -> "HYPCAT"*/
/*"PLOT" -> "AHYP"*/
/*"PLOT" -> "ELEMFUN"*/
/*"PLOT" -> "SPFCAT"*/
"PLOT" -> "FRAC"

"RMCAT2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RMCAT2"]
/*"RMCAT2" -> "RING"*/
/*"RMCAT2" -> "RNG"*/
/*"RMCAT2" -> "ABELGRP"*/
/*"RMCAT2" -> "CABMON"*/
/*"RMCAT2" -> "ABELMON"*/
/*"RMCAT2" -> "ABELSG"*/
/*"RMCAT2" -> "SETCAT"*/
/*"RMCAT2" -> "BASTYPE"*/
/*"RMCAT2" -> "KOERCE"*/
/*"RMCAT2" -> "SGROUP"*/
/*"RMCAT2" -> "MONOID"*/
/*"RMCAT2" -> "LMODULE"*/
/*"RMCAT2" -> "DIRPCAT"*/
/*"RMCAT2" -> "IXAGG"*/
/*"RMCAT2" -> "HOAGG"*/
/*"RMCAT2" -> "AGG"*/
/*"RMCAT2" -> "TYPE"*/
/*"RMCAT2" -> "EVALAB"*/
/*"RMCAT2" -> "IEVALAB"*/
/*"RMCAT2" -> "ELTAGG"*/
/*"RMCAT2" -> "ELTAB"*/
/*"RMCAT2" -> "FRETRCT"*/
/*"RMCAT2" -> "RETRACT"*/
/*"RMCAT2" -> "BMODULE"*/
/*"RMCAT2" -> "RMODULE"*/
/*"RMCAT2" -> "DIFEXT"*/
/*"RMCAT2" -> "DIFRING"*/
/*"RMCAT2" -> "PDRING"*/
/*"RMCAT2" -> "FLINEXP"*/
/*"RMCAT2" -> "LINEXP"*/
/*"RMCAT2" -> "FINITE"*/
/*"RMCAT2" -> "ALGEBRA"*/
/*"RMCAT2" -> "MODULE"*/
/*"RMCAT2" -> "COMRING"*/
/*"RMCAT2" -> "ORDRING"*/
/*"RMCAT2" -> "OAGROUP"*/
/*"RMCAT2" -> "OCAMON"*/
/*"RMCAT2" -> "OAMON"*/
/*"RMCAT2" -> "OASGP"*/
/*"RMCAT2" -> "ORDSET"*/
/*"RMCAT2" -> "OAMONS"*/
/*"RMCAT2" -> "VSPACE"*/
/*"RMCAT2" -> "FIELD"*/
/*"RMCAT2" -> "EUCDOM"*/
/*"RMCAT2" -> "PID"*/
/*"RMCAT2" -> "GCDDOM"*/
/*"RMCAT2" -> "INTDOM"*/
/*"RMCAT2" -> "ENTIRER"*/
/*"RMCAT2" -> "UFD"*/
/*"RMCAT2" -> "DIVRING"*/
"RMCAT2" -> "RMATCAT"
/*"RMCAT2" -> "NNI"*/
/*"RMCAT2" -> "INT"*/

"ROIRC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ROIRC"]
"ROIRC" -> "RRCC"
/*"ROIRC" -> "SETCAT"*/
/*"ROIRC" -> "BASTYPE"*/
/*"ROIRC" -> "KOERCE"*/
/*"ROIRC" -> "ORDRING"*/
/*"ROIRC" -> "OAGROUP"*/
/*"ROIRC" -> "OCAMON"*/
/*"ROIRC" -> "OAMON"*/
/*"ROIRC" -> "OASGP"*/
/*"ROIRC" -> "ORDSET"*/
/*"ROIRC" -> "ABELMON"*/
/*"ROIRC" -> "ABELSG"*/
/*"ROIRC" -> "CABMON"*/
/*"ROIRC" -> "ABELGRP"*/
/*"ROIRC" -> "RING"*/
/*"ROIRC" -> "RNG"*/
/*"ROIRC" -> "SGROUP"*/
/*"ROIRC" -> "MONOID"*/
/*"ROIRC" -> "LMODULE"*/
/*"ROIRC" -> "FIELD"*/
/*"ROIRC" -> "EUCDOM"*/
/*"ROIRC" -> "PID"*/
/*"ROIRC" -> "GCDDOM"*/
/*"ROIRC" -> "INTDOM"*/
/*"ROIRC" -> "COMRING"*/
/*"ROIRC" -> "BMODULE"*/
/*"ROIRC" -> "RMODULE"*/
/*"ROIRC" -> "ALGEBRA"*/
/*"ROIRC" -> "MODULE"*/
/*"ROIRC" -> "ENTIRER"*/
/*"ROIRC" -> "UFD"*/
/*"ROIRC" -> "DIVRING"*/
/*"ROIRC" -> "UPOLYC"*/
/*"ROIRC" -> "POLYCAT"*/
/*"ROIRC" -> "PDRING"*/
/*"ROIRC" -> "FAMR"*/
/*"ROIRC" -> "AMR"*/
/*"ROIRC" -> "CHARZ"*/
/*"ROIRC" -> "CHARNZ"*/
/*"ROIRC" -> "FRETRCT"*/
/*"ROIRC" -> "RETRACT"*/
/*"ROIRC" -> "EVALAB"*/
/*"ROIRC" -> "IEVALAB"*/
/*"ROIRC" -> "FLINEXP"*/
/*"ROIRC" -> "LINEXP"*/
/*"ROIRC" -> "KONVERT"*/
/*"ROIRC" -> "PATMAB"*/
/*"ROIRC" -> "PFECAT"*/
/*"ROIRC" -> "ELTAB"*/
/*"ROIRC" -> "DIFRING"*/
/*"ROIRC" -> "DIFEXT"*/
/*"ROIRC" -> "STEP"*/
/*"ROIRC" -> "NNI"*/
/*"ROIRC" -> "INT"*/
/*"ROIRC" -> "LIST"*/
/*"ROIRC" -> "LSAGG"*/
/*"ROIRC" -> "STAGG"*/
/*"ROIRC" -> "URAGG"*/
/*"ROIRC" -> "RCAGG"*/
/*"ROIRC" -> "HOAGG"*/
/*"ROIRC" -> "AGG"*/
/*"ROIRC" -> "TYPE"*/
/*"ROIRC" -> "LNAGG"*/
/*"ROIRC" -> "IXAGG"*/
/*"ROIRC" -> "ELTAGG"*/
/*"ROIRC" -> "CLAGG"*/
/*"ROIRC" -> "FLAGG"*/
/*"ROIRC" -> "ELAGG"*/
/*"ROIRC" -> "OM"*/
/*"ROIRC" -> "ILIST"*/
/*"ROIRC" -> "PI"*/
/*"ROIRC" -> "BOOLEAN"*/
/*"ROIRC" -> "INS"*/
/*"ROIRC" -> "OINTDOM"*/
/*"ROIRC" -> "CFCAT"*/
/*"ROIRC" -> "REAL"*/

"SDPOL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SDPOL"]
"SDPOL" -> "DPOLCAT"
/*"SDPOL" -> "POLYCAT"*/
/*"SDPOL" -> "PDRING"*/
/*"SDPOL" -> "RING"*/
/*"SDPOL" -> "RNG"*/
/*"SDPOL" -> "ABELGRP"*/
/*"SDPOL" -> "CABMON"*/
/*"SDPOL" -> "ABELMON"*/
/*"SDPOL" -> "ABELSG"*/
/*"SDPOL" -> "SETCAT"*/
/*"SDPOL" -> "BASTYPE"*/
/*"SDPOL" -> "KOERCE"*/
/*"SDPOL" -> "SGROUP"*/
/*"SDPOL" -> "MONOID"*/
/*"SDPOL" -> "LMODULE"*/
/*"SDPOL" -> "FAMR"*/
/*"SDPOL" -> "AMR"*/
/*"SDPOL" -> "BMODULE"*/
/*"SDPOL" -> "RMODULE"*/
/*"SDPOL" -> "COMRING"*/
/*"SDPOL" -> "ALGEBRA"*/
/*"SDPOL" -> "MODULE"*/
/*"SDPOL" -> "CHARZ"*/
/*"SDPOL" -> "CHARNZ"*/
/*"SDPOL" -> "INTDOM"*/
/*"SDPOL" -> "ENTIRER"*/
/*"SDPOL" -> "FRETRCT"*/
/*"SDPOL" -> "RETRACT"*/
/*"SDPOL" -> "EVALAB"*/
/*"SDPOL" -> "IEVALAB"*/
/*"SDPOL" -> "FLINEXP"*/
/*"SDPOL" -> "LINEXP"*/
/*"SDPOL" -> "ORDSET"*/
/*"SDPOL" -> "KONVERT"*/
/*"SDPOL" -> "PATMAB"*/
/*"SDPOL" -> "GCDDOM"*/
/*"SDPOL" -> "PFECAT"*/
/*"SDPOL" -> "UFD"*/
/*"SDPOL" -> "DIFEXT"*/
/*"SDPOL" -> "DIFRING"*/
/*"SDPOL" -> "DVARCAT"*/
/*"SDPOL" -> "FPS"*/
/*"SDPOL" -> "RNS"*/
/*"SDPOL" -> "FIELD"*/
/*"SDPOL" -> "EUCDOM"*/
/*"SDPOL" -> "PID"*/
/*"SDPOL" -> "DIVRING"*/
/*"SDPOL" -> "ORDRING"*/
/*"SDPOL" -> "OAGROUP"*/
/*"SDPOL" -> "OCAMON"*/
/*"SDPOL" -> "OAMON"*/
/*"SDPOL" -> "OASGP"*/
/*"SDPOL" -> "REAL"*/
/*"SDPOL" -> "RADCAT"*/
/*"SDPOL" -> "INS"*/
/*"SDPOL" -> "OINTDOM"*/
/*"SDPOL" -> "CFCAT"*/
/*"SDPOL" -> "STEP"*/
/*"SDPOL" -> "UPOLYC"*/
/*"SDPOL" -> "ELTAB"*/

"SMATCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SMATCAT"]
/*"SMATCAT" -> "DIFEXT"*/
/*"SMATCAT" -> "RING"*/
/*"SMATCAT" -> "RNG"*/
/*"SMATCAT" -> "ABELGRP"*/
/*"SMATCAT" -> "CABMON"*/
/*"SMATCAT" -> "ABELMON"*/
/*"SMATCAT" -> "ABELSG"*/
/*"SMATCAT" -> "SETCAT"*/
/*"SMATCAT" -> "BASTYPE"*/
/*"SMATCAT" -> "KOERCE"*/
/*"SMATCAT" -> "SGROUP"*/
/*"SMATCAT" -> "MONOID"*/
/*"SMATCAT" -> "LMODULE"*/
/*"SMATCAT" -> "DIFRING"*/
/*"SMATCAT" -> "PDRING"*/
/*"SMATCAT" -> "BMODULE"*/
/*"SMATCAT" -> "RMODULE"*/
"SMATCAT" -> "RMATCAT"
/*"SMATCAT" -> "HOAGG"*/
/*"SMATCAT" -> "AGG"*/
/*"SMATCAT" -> "TYPE"*/
/*"SMATCAT" -> "EVALAB"*/
/*"SMATCAT" -> "IEVALAB"*/
/*"SMATCAT" -> "MODULE"*/
/*"SMATCAT" -> "COMRING"*/
/*"SMATCAT" -> "FRETRCT"*/
/*"SMATCAT" -> "RETRACT"*/
/*"SMATCAT" -> "FLINEXP"*/
/*"SMATCAT" -> "LINEXP"*/
/*"SMATCAT" -> "ALGEBRA"*/
/*"SMATCAT" -> "DIRPCAT"*/
/*"SMATCAT" -> "IXAGG"*/
/*"SMATCAT" -> "ELTAGG"*/
/*"SMATCAT" -> "ELTAB"*/
/*"SMATCAT" -> "FINITE"*/
/*"SMATCAT" -> "ORDRING"*/
/*"SMATCAT" -> "OAGROUP"*/
/*"SMATCAT" -> "OCAMON"*/
/*"SMATCAT" -> "OAMON"*/
/*"SMATCAT" -> "OASGP"*/
/*"SMATCAT" -> "ORDSET"*/
/*"SMATCAT" -> "OAMONS"*/
/*"SMATCAT" -> "VSPACE"*/
/*"SMATCAT" -> "FIELD"*/
/*"SMATCAT" -> "EUCDOM"*/
/*"SMATCAT" -> "PID"*/
/*"SMATCAT" -> "GCDDOM"*/
/*"SMATCAT" -> "INTDOM"*/
/*"SMATCAT" -> "ENTIRER"*/
/*"SMATCAT" -> "UFD"*/
/*"SMATCAT" -> "DIVRING"*/
/*"SMATCAT" -> "NNI"*/
/*"SMATCAT" -> "INT"*/
/*"SMATCAT" -> "VECTOR"*/
/*"SMATCAT" -> "IVECTOR"*/
/*"SMATCAT" -> "IARRAY1"*/
/*"SMATCAT" -> "INS"*/
/*"SMATCAT" -> "OINTDOM"*/
/*"SMATCAT" -> "KONVERT"*/
/*"SMATCAT" -> "PATMAB"*/
/*"SMATCAT" -> "CFCAT"*/
/*"SMATCAT" -> "REAL"*/
/*"SMATCAT" -> "CHARZ"*/
/*"SMATCAT" -> "STEP"*/
/*"SMATCAT" -> "OM"*/
/*"SMATCAT" -> "VECTCAT"*/
/*"SMATCAT" -> "A1AGG"*/
/*"SMATCAT" -> "FLAGG"*/
/*"SMATCAT" -> "LNAGG"*/
/*"SMATCAT" -> "CLAGG"*/
/*"SMATCAT" -> "LSAGG"*/
/*"SMATCAT" -> "STAGG"*/
/*"SMATCAT" -> "URAGG"*/
/*"SMATCAT" -> "RCAGG"*/
/*"SMATCAT" -> "ELAGG"*/
/*"SMATCAT" -> "LIST"*/
/*"SMATCAT" -> "ILIST"*/
/*"SMATCAT" -> "LSAGG-"*/
/*"SMATCAT" -> "VECTCAT-"*/
/*"SMATCAT" -> "A1AGG-"*/
/*"SMATCAT" -> "FLAGG-"*/
/*"SMATCAT" -> "LNAGG-"*/
/*"SMATCAT" -> "IXAGG-"*/
/*"SMATCAT" -> "CLAGG-"*/
/*"SMATCAT" -> "HOAGG-"*/
/*"SMATCAT" -> "ORDSET-"*/
/*"SMATCAT" -> "AGG-"*/
/*"SMATCAT" -> "INS-"*/

"SMATCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SMATCAT"]
/*"SMATCAT-" -> "DIFEXT"*/
/*"SMATCAT-" -> "RING"*/
/*"SMATCAT-" -> "RNG"*/
/*"SMATCAT-" -> "ABELGRP"*/
/*"SMATCAT-" -> "CABMON"*/
/*"SMATCAT-" -> "ABELMON"*/
/*"SMATCAT-" -> "ABELSG"*/
/*"SMATCAT-" -> "SETCAT"*/
/*"SMATCAT-" -> "BASTYPE"*/
/*"SMATCAT-" -> "KOERCE"*/
/*"SMATCAT-" -> "SGROUP"*/
/*"SMATCAT-" -> "MONOID"*/
/*"SMATCAT-" -> "LMODULE"*/
/*"SMATCAT-" -> "DIFRING"*/
/*"SMATCAT-" -> "PDRING"*/
/*"SMATCAT-" -> "BMODULE"*/
/*"SMATCAT-" -> "RMODULE"*/
"SMATCAT-" -> "RMATCAT"
/*"SMATCAT-" -> "HOAGG"*/
/*"SMATCAT-" -> "AGG"*/
/*"SMATCAT-" -> "TYPE"*/
/*"SMATCAT-" -> "EVALAB"*/
/*"SMATCAT-" -> "IEVALAB"*/
/*"SMATCAT-" -> "MODULE"*/
/*"SMATCAT-" -> "COMRING"*/
/*"SMATCAT-" -> "FRETRCT"*/
/*"SMATCAT-" -> "RETRACT"*/
/*"SMATCAT-" -> "FLINEXP"*/
/*"SMATCAT-" -> "LINEXP"*/
/*"SMATCAT-" -> "ALGEBRA"*/
/*"SMATCAT-" -> "DIRPCAT"*/
/*"SMATCAT-" -> "IXAGG"*/
/*"SMATCAT-" -> "ELTAGG"*/
/*"SMATCAT-" -> "ELTAB"*/
/*"SMATCAT-" -> "FINITE"*/
/*"SMATCAT-" -> "ORDRING"*/
/*"SMATCAT-" -> "OAGROUP"*/
/*"SMATCAT-" -> "OCAMON"*/
/*"SMATCAT-" -> "OAMON"*/
/*"SMATCAT-" -> "OASGP"*/
/*"SMATCAT-" -> "ORDSET"*/
/*"SMATCAT-" -> "OAMONS"*/
/*"SMATCAT-" -> "VSPACE"*/
/*"SMATCAT-" -> "FIELD"*/
/*"SMATCAT-" -> "EUCDOM"*/
/*"SMATCAT-" -> "PID"*/
/*"SMATCAT-" -> "GCDDOM"*/
/*"SMATCAT-" -> "INTDOM"*/
/*"SMATCAT-" -> "ENTIRER"*/
/*"SMATCAT-" -> "UFD"*/
/*"SMATCAT-" -> "DIVRING"*/
/*"SMATCAT-" -> "NNI"*/
/*"SMATCAT-" -> "INT"*/
/*"SMATCAT-" -> "VECTOR"*/
/*"SMATCAT-" -> "IVECTOR"*/
/*"SMATCAT-" -> "IARRAY1"*/
/*"SMATCAT-" -> "INS"*/
/*"SMATCAT-" -> "OINTDOM"*/
/*"SMATCAT-" -> "KONVERT"*/
/*"SMATCAT-" -> "PATMAB"*/
/*"SMATCAT-" -> "CFCAT"*/
/*"SMATCAT-" -> "REAL"*/
/*"SMATCAT-" -> "CHARZ"*/
/*"SMATCAT-" -> "STEP"*/
/*"SMATCAT-" -> "OM"*/
/*"SMATCAT-" -> "VECTCAT"*/
/*"SMATCAT-" -> "A1AGG"*/
/*"SMATCAT-" -> "FLAGG"*/
/*"SMATCAT-" -> "LNAGG"*/
/*"SMATCAT-" -> "CLAGG"*/
/*"SMATCAT-" -> "LSAGG"*/
/*"SMATCAT-" -> "STAGG"*/
/*"SMATCAT-" -> "URAGG"*/
/*"SMATCAT-" -> "RCAGG"*/
/*"SMATCAT-" -> "ELAGG"*/
/*"SMATCAT-" -> "LIST"*/
/*"SMATCAT-" -> "ILIST"*/
/*"SMATCAT-" -> "LSAGG-"*/
/*"SMATCAT-" -> "VECTCAT-"*/
/*"SMATCAT-" -> "A1AGG-"*/
/*"SMATCAT-" -> "FLAGG-"*/
/*"SMATCAT-" -> "LNAGG-"*/
/*"SMATCAT-" -> "IXAGG-"*/
/*"SMATCAT-" -> "CLAGG-"*/
/*"SMATCAT-" -> "HOAGG-"*/
/*"SMATCAT-" -> "ORDSET-"*/
/*"SMATCAT-" -> "AGG-"*/
/*"SMATCAT-" -> "INS-"*/

"TUBETOOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TUBETOOL"]
/*"TUBETOOL" -> "FPS"*/
/*"TUBETOOL" -> "RNS"*/
/*"TUBETOOL" -> "FIELD"*/
/*"TUBETOOL" -> "EUCDOM"*/
/*"TUBETOOL" -> "PID"*/
/*"TUBETOOL" -> "GCDDOM"*/
/*"TUBETOOL" -> "INTDOM"*/
/*"TUBETOOL" -> "COMRING"*/
/*"TUBETOOL" -> "RING"*/
/*"TUBETOOL" -> "RNG"*/
/*"TUBETOOL" -> "ABELGRP"*/
/*"TUBETOOL" -> "CABMON"*/
/*"TUBETOOL" -> "ABELMON"*/
/*"TUBETOOL" -> "ABELSG"*/
/*"TUBETOOL" -> "SETCAT"*/
/*"TUBETOOL" -> "BASTYPE"*/
/*"TUBETOOL" -> "KOERCE"*/
/*"TUBETOOL" -> "SGROUP"*/
/*"TUBETOOL" -> "MONOID"*/
/*"TUBETOOL" -> "LMODULE"*/
/*"TUBETOOL" -> "BMODULE"*/
/*"TUBETOOL" -> "RMODULE"*/
/*"TUBETOOL" -> "ALGEBRA"*/
/*"TUBETOOL" -> "MODULE"*/
/*"TUBETOOL" -> "ENTIRER"*/
/*"TUBETOOL" -> "UFD"*/
/*"TUBETOOL" -> "DIVRING"*/
/*"TUBETOOL" -> "ORDRING"*/
/*"TUBETOOL" -> "OAGROUP"*/
/*"TUBETOOL" -> "OCAMON"*/
/*"TUBETOOL" -> "OAMON"*/
/*"TUBETOOL" -> "OASGP"*/
/*"TUBETOOL" -> "ORDSET"*/
/*"TUBETOOL" -> "REAL"*/
/*"TUBETOOL" -> "KONVERT"*/
/*"TUBETOOL" -> "RETRACT"*/
/*"TUBETOOL" -> "RADCAT"*/
/*"TUBETOOL" -> "PATMAB"*/
/*"TUBETOOL" -> "CHARZ"*/
/*"TUBETOOL" -> "INS"*/
/*"TUBETOOL" -> "OINTDOM"*/
/*"TUBETOOL" -> "DIFRING"*/
/*"TUBETOOL" -> "LINEXP"*/
/*"TUBETOOL" -> "CFCAT"*/
/*"TUBETOOL" -> "STEP"*/
/*"TUBETOOL" -> "OM"*/
/*"TUBETOOL" -> "INT"*/
/*"TUBETOOL" -> "DFLOAT"*/
/*"TUBETOOL" -> "FPS-"*/
/*"TUBETOOL" -> "RNS-"*/
/*"TUBETOOL" -> "FIELD-"*/
/*"TUBETOOL" -> "LIST"*/
/*"TUBETOOL" -> "EUCDOM-"*/
/*"TUBETOOL" -> "UFD-"*/
/*"TUBETOOL" -> "GCDDOM-"*/
/*"TUBETOOL" -> "DIVRING-"*/
/*"TUBETOOL" -> "INTDOM-"*/
/*"TUBETOOL" -> "ALGEBRA-"*/
/*"TUBETOOL" -> "DIFRING-"*/
/*"TUBETOOL" -> "ORDRING-"*/
/*"TUBETOOL" -> "MODULE-"*/
"TUBETOOL" -> "FRAC"
/*"TUBETOOL" -> "RING-"*/
/*"TUBETOOL" -> "ABELGRP-"*/
/*"TUBETOOL" -> "ABELMON-"*/
/*"TUBETOOL" -> "SINT"*/
/*"TUBETOOL" -> "PI"*/
/*"TUBETOOL" -> "NNI"*/
/*"TUBETOOL" -> "ILIST"*/
/*"TUBETOOL" -> "BOOLEAN"*/
/*"TUBETOOL" -> "LSAGG-"*/
/*"TUBETOOL" -> "STAGG-"*/
/*"TUBETOOL" -> "ELAGG-"*/
/*"TUBETOOL" -> "FLAGG-"*/
/*"TUBETOOL" -> "URAGG-"*/

"UPXSCCA" [color="#4488FF",href="bookvol10.2.pdf#nameddest=UPXSCCA"]
"UPXSCCA" -> "UPXSCAT"
/*"UPXSCCA" -> "UPSCAT"*/
/*"UPXSCCA" -> "PSCAT"*/
/*"UPXSCCA" -> "AMR"*/
/*"UPXSCCA" -> "RING"*/
/*"UPXSCCA" -> "RNG"*/
/*"UPXSCCA" -> "ABELGRP"*/
/*"UPXSCCA" -> "CABMON"*/
/*"UPXSCCA" -> "ABELMON"*/
/*"UPXSCCA" -> "ABELSG"*/
/*"UPXSCCA" -> "SETCAT"*/
/*"UPXSCCA" -> "BASTYPE"*/
/*"UPXSCCA" -> "KOERCE"*/
/*"UPXSCCA" -> "SGROUP"*/
/*"UPXSCCA" -> "MONOID"*/
/*"UPXSCCA" -> "LMODULE"*/
/*"UPXSCCA" -> "BMODULE"*/
/*"UPXSCCA" -> "RMODULE"*/
/*"UPXSCCA" -> "COMRING"*/
/*"UPXSCCA" -> "ALGEBRA"*/
/*"UPXSCCA" -> "MODULE"*/
/*"UPXSCCA" -> "CHARZ"*/
/*"UPXSCCA" -> "CHARNZ"*/
/*"UPXSCCA" -> "INTDOM"*/
/*"UPXSCCA" -> "ENTIRER"*/
/*"UPXSCCA" -> "ELTAB"*/
/*"UPXSCCA" -> "DIFRING"*/
/*"UPXSCCA" -> "PDRING"*/
/*"UPXSCCA" -> "RADCAT"*/
/*"UPXSCCA" -> "TRANFUN"*/
/*"UPXSCCA" -> "TRIGCAT"*/
/*"UPXSCCA" -> "ATRIG"*/
/*"UPXSCCA" -> "HYPCAT"*/
/*"UPXSCCA" -> "AHYP"*/
/*"UPXSCCA" -> "ELEMFUN"*/
/*"UPXSCCA" -> "FIELD"*/
/*"UPXSCCA" -> "EUCDOM"*/
/*"UPXSCCA" -> "PID"*/
/*"UPXSCCA" -> "GCDDOM"*/
/*"UPXSCCA" -> "UFD"*/
/*"UPXSCCA" -> "DIVRING"*/
/*"UPXSCCA" -> "RETRACT"*/
/*"UPXSCCA" -> "ULSCAT"*/

"UPXSCCA-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UPXSCCA"]
"UPXSCCA-" -> "UPXSCAT"
/*"UPXSCCA-" -> "UPSCAT"*/
/*"UPXSCCA-" -> "PSCAT"*/
/*"UPXSCCA-" -> "AMR"*/
/*"UPXSCCA-" -> "RING"*/
/*"UPXSCCA-" -> "RNG"*/
/*"UPXSCCA-" -> "ABELGRP"*/
/*"UPXSCCA-" -> "CABMON"*/
/*"UPXSCCA-" -> "ABELMON"*/
/*"UPXSCCA-" -> "ABELSG"*/
/*"UPXSCCA-" -> "SETCAT"*/
/*"UPXSCCA-" -> "BASTYPE"*/
/*"UPXSCCA-" -> "KOERCE"*/
/*"UPXSCCA-" -> "SGROUP"*/
/*"UPXSCCA-" -> "MONOID"*/
/*"UPXSCCA-" -> "LMODULE"*/
/*"UPXSCCA-" -> "BMODULE"*/
/*"UPXSCCA-" -> "RMODULE"*/
/*"UPXSCCA-" -> "COMRING"*/
/*"UPXSCCA-" -> "ALGEBRA"*/
/*"UPXSCCA-" -> "MODULE"*/
/*"UPXSCCA-" -> "CHARZ"*/
/*"UPXSCCA-" -> "CHARNZ"*/
/*"UPXSCCA-" -> "INTDOM"*/
/*"UPXSCCA-" -> "ENTIRER"*/
/*"UPXSCCA-" -> "ELTAB"*/
/*"UPXSCCA-" -> "DIFRING"*/
/*"UPXSCCA-" -> "PDRING"*/
/*"UPXSCCA-" -> "RADCAT"*/
/*"UPXSCCA-" -> "TRANFUN"*/
/*"UPXSCCA-" -> "TRIGCAT"*/
/*"UPXSCCA-" -> "ATRIG"*/
/*"UPXSCCA-" -> "HYPCAT"*/
/*"UPXSCCA-" -> "AHYP"*/
/*"UPXSCCA-" -> "ELEMFUN"*/
/*"UPXSCCA-" -> "FIELD"*/
/*"UPXSCCA-" -> "EUCDOM"*/
/*"UPXSCCA-" -> "PID"*/
/*"UPXSCCA-" -> "GCDDOM"*/
/*"UPXSCCA-" -> "UFD"*/
/*"UPXSCCA-" -> "DIVRING"*/
/*"UPXSCCA-" -> "RETRACT"*/
/*"UPXSCCA-" -> "ULSCAT"*/

/* layer 13 */
/* depends on: DIAGG FRAMALG MDAGG SMATCAT UPXSCCA */

"DPMM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DPMM"]
/*"DPMM" -> "DIRPCAT"*/
/*"DPMM" -> "IXAGG"*/
/*"DPMM" -> "HOAGG"*/
/*"DPMM" -> "AGG"*/
/*"DPMM" -> "TYPE"*/
/*"DPMM" -> "SETCAT"*/
/*"DPMM" -> "BASTYPE"*/
/*"DPMM" -> "KOERCE"*/
/*"DPMM" -> "EVALAB"*/
/*"DPMM" -> "IEVALAB"*/
/*"DPMM" -> "ELTAGG"*/
/*"DPMM" -> "ELTAB"*/
/*"DPMM" -> "FRETRCT"*/
/*"DPMM" -> "RETRACT"*/
/*"DPMM" -> "BMODULE"*/
/*"DPMM" -> "LMODULE"*/
/*"DPMM" -> "ABELGRP"*/
/*"DPMM" -> "CABMON"*/
/*"DPMM" -> "ABELMON"*/
/*"DPMM" -> "ABELSG"*/
/*"DPMM" -> "RMODULE"*/
/*"DPMM" -> "DIFEXT"*/
/*"DPMM" -> "RING"*/
/*"DPMM" -> "RNG"*/
/*"DPMM" -> "SGROUP"*/
/*"DPMM" -> "MONOID"*/
/*"DPMM" -> "DIFRING"*/
/*"DPMM" -> "PDRING"*/
/*"DPMM" -> "FLINEXP"*/
/*"DPMM" -> "LINEXP"*/
/*"DPMM" -> "FINITE"*/
/*"DPMM" -> "ALGEBRA"*/
/*"DPMM" -> "MODULE"*/
/*"DPMM" -> "COMRING"*/
/*"DPMM" -> "ORDRING"*/
/*"DPMM" -> "OAGROUP"*/
/*"DPMM" -> "OCAMON"*/
/*"DPMM" -> "OAMON"*/
/*"DPMM" -> "OASGP"*/
/*"DPMM" -> "ORDSET"*/
/*"DPMM" -> "OAMONS"*/
/*"DPMM" -> "VSPACE"*/
/*"DPMM" -> "FIELD"*/
/*"DPMM" -> "EUCDOM"*/
/*"DPMM" -> "PID"*/
/*"DPMM" -> "GCDDOM"*/
/*"DPMM" -> "INTDOM"*/
/*"DPMM" -> "ENTIRER"*/
/*"DPMM" -> "UFD"*/
/*"DPMM" -> "DIVRING"*/
"DPMM" -> "SMATCAT"
/*"DPMM" -> "RMATCAT"*/
/*"DPMM" -> "SINT"*/
/*"DPMM" -> "PI"*/
/*"DPMM" -> "NNI"*/
/*"DPMM" -> "INT"*/
/*"DPMM" -> "INS"*/
/*"DPMM" -> "OINTDOM"*/
/*"DPMM" -> "KONVERT"*/
/*"DPMM" -> "PATMAB"*/
/*"DPMM" -> "CFCAT"*/
/*"DPMM" -> "REAL"*/
/*"DPMM" -> "CHARZ"*/
/*"DPMM" -> "STEP"*/
/*"DPMM" -> "OM"*/


"EFUPXS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EFUPXS"]
/*"EFUPXS" -> "PTRANFN"*/
"EFUPXS" -> "UPXSCCA"
/*"EFUPXS" -> "UPXSCAT"*/
/*"EFUPXS" -> "UPSCAT"*/
/*"EFUPXS" -> "PSCAT"*/
/*"EFUPXS" -> "AMR"*/
/*"EFUPXS" -> "RING"*/
/*"EFUPXS" -> "RNG"*/
/*"EFUPXS" -> "ABELGRP"*/
/*"EFUPXS" -> "CABMON"*/
/*"EFUPXS" -> "ABELMON"*/
/*"EFUPXS" -> "ABELSG"*/
/*"EFUPXS" -> "SETCAT"*/
/*"EFUPXS" -> "BASTYPE"*/
/*"EFUPXS" -> "KOERCE"*/
/*"EFUPXS" -> "SGROUP"*/
/*"EFUPXS" -> "MONOID"*/
/*"EFUPXS" -> "LMODULE"*/
/*"EFUPXS" -> "BMODULE"*/
/*"EFUPXS" -> "RMODULE"*/
/*"EFUPXS" -> "COMRING"*/
/*"EFUPXS" -> "ALGEBRA"*/
/*"EFUPXS" -> "MODULE"*/
/*"EFUPXS" -> "CHARZ"*/
/*"EFUPXS" -> "CHARNZ"*/
/*"EFUPXS" -> "INTDOM"*/
/*"EFUPXS" -> "ENTIRER"*/
/*"EFUPXS" -> "ELTAB"*/
/*"EFUPXS" -> "DIFRING"*/
/*"EFUPXS" -> "PDRING"*/
/*"EFUPXS" -> "RADCAT"*/
/*"EFUPXS" -> "TRANFUN"*/
/*"EFUPXS" -> "TRIGCAT"*/
/*"EFUPXS" -> "ATRIG"*/
/*"EFUPXS" -> "HYPCAT"*/
/*"EFUPXS" -> "AHYP"*/
/*"EFUPXS" -> "ELEMFUN"*/
/*"EFUPXS" -> "FIELD"*/
/*"EFUPXS" -> "EUCDOM"*/
/*"EFUPXS" -> "PID"*/
/*"EFUPXS" -> "GCDDOM"*/
/*"EFUPXS" -> "UFD"*/
/*"EFUPXS" -> "DIVRING"*/
/*"EFUPXS" -> "RETRACT"*/
/*"EFUPXS" -> "ULSCAT"*/
/*"EFUPXS" -> "NNI"*/
/*"EFUPXS" -> "INT"*/
/*"EFUPXS" -> "INS"*/
/*"EFUPXS" -> "OINTDOM"*/
/*"EFUPXS" -> "ORDRING"*/
/*"EFUPXS" -> "OAGROUP"*/
/*"EFUPXS" -> "OCAMON"*/
/*"EFUPXS" -> "OAMON"*/
/*"EFUPXS" -> "OASGP"*/
/*"EFUPXS" -> "ORDSET"*/
/*"EFUPXS" -> "KONVERT"*/
/*"EFUPXS" -> "LINEXP"*/
/*"EFUPXS" -> "PATMAB"*/
/*"EFUPXS" -> "CFCAT"*/
/*"EFUPXS" -> "REAL"*/
/*"EFUPXS" -> "STEP"*/
/*"EFUPXS" -> "OM"*/
/*"EFUPXS" -> "PI"*/
/*"EFUPXS" -> "STRING"*/
/*"EFUPXS" -> "CHAR"*/
/*"EFUPXS" -> "SINT"*/
/*"EFUPXS" -> "OUTFORM"*/
/*"EFUPXS" -> "LIST"*/
/*"EFUPXS" -> "PRIMARR"*/
/*"EFUPXS" -> "A1AGG-"*/
/*"EFUPXS" -> "ISTRING"*/

"FFINTBAS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FFINTBAS"]
/*"FFINTBAS" -> "EUCDOM"*/
/*"FFINTBAS" -> "PID"*/
/*"FFINTBAS" -> "GCDDOM"*/
/*"FFINTBAS" -> "INTDOM"*/
/*"FFINTBAS" -> "COMRING"*/
/*"FFINTBAS" -> "RING"*/
/*"FFINTBAS" -> "RNG"*/
/*"FFINTBAS" -> "ABELGRP"*/
/*"FFINTBAS" -> "CABMON"*/
/*"FFINTBAS" -> "ABELMON"*/
/*"FFINTBAS" -> "ABELSG"*/
/*"FFINTBAS" -> "SETCAT"*/
/*"FFINTBAS" -> "BASTYPE"*/
/*"FFINTBAS" -> "KOERCE"*/
/*"FFINTBAS" -> "SGROUP"*/
/*"FFINTBAS" -> "MONOID"*/
/*"FFINTBAS" -> "LMODULE"*/
/*"FFINTBAS" -> "BMODULE"*/
/*"FFINTBAS" -> "RMODULE"*/
/*"FFINTBAS" -> "ALGEBRA"*/
/*"FFINTBAS" -> "MODULE"*/
/*"FFINTBAS" -> "ENTIRER"*/
/*"FFINTBAS" -> "UPOLYC"*/
/*"FFINTBAS" -> "POLYCAT"*/
/*"FFINTBAS" -> "PDRING"*/
/*"FFINTBAS" -> "FAMR"*/
/*"FFINTBAS" -> "AMR"*/
/*"FFINTBAS" -> "CHARZ"*/
/*"FFINTBAS" -> "CHARNZ"*/
/*"FFINTBAS" -> "FRETRCT"*/
/*"FFINTBAS" -> "RETRACT"*/
/*"FFINTBAS" -> "EVALAB"*/
/*"FFINTBAS" -> "IEVALAB"*/
/*"FFINTBAS" -> "FLINEXP"*/
/*"FFINTBAS" -> "LINEXP"*/
/*"FFINTBAS" -> "ORDSET"*/
/*"FFINTBAS" -> "KONVERT"*/
/*"FFINTBAS" -> "PATMAB"*/
/*"FFINTBAS" -> "PFECAT"*/
/*"FFINTBAS" -> "UFD"*/
/*"FFINTBAS" -> "ELTAB"*/
/*"FFINTBAS" -> "DIFRING"*/
/*"FFINTBAS" -> "DIFEXT"*/
/*"FFINTBAS" -> "STEP"*/
/*"FFINTBAS" -> "FIELD"*/
/*"FFINTBAS" -> "DIVRING"*/
"FFINTBAS" -> "FRAMALG"
/*"FFINTBAS" -> "FINRALG"*/
/*"FFINTBAS" -> "INT"*/
/*"FFINTBAS" -> "VECTCAT"*/
/*"FFINTBAS" -> "A1AGG"*/
/*"FFINTBAS" -> "FLAGG"*/
/*"FFINTBAS" -> "LNAGG"*/
/*"FFINTBAS" -> "IXAGG"*/
/*"FFINTBAS" -> "HOAGG"*/
/*"FFINTBAS" -> "AGG"*/
/*"FFINTBAS" -> "TYPE"*/
/*"FFINTBAS" -> "ELTAGG"*/
/*"FFINTBAS" -> "CLAGG"*/
/*"FFINTBAS" -> "NNI"*/

"FRIDEAL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FRIDEAL"]
/*"FRIDEAL" -> "GROUP"*/
/*"FRIDEAL" -> "MONOID"*/
/*"FRIDEAL" -> "SGROUP"*/
/*"FRIDEAL" -> "SETCAT"*/
/*"FRIDEAL" -> "BASTYPE"*/
/*"FRIDEAL" -> "KOERCE"*/
/*"FRIDEAL" -> "EUCDOM"*/
/*"FRIDEAL" -> "PID"*/
/*"FRIDEAL" -> "GCDDOM"*/
/*"FRIDEAL" -> "INTDOM"*/
/*"FRIDEAL" -> "COMRING"*/
/*"FRIDEAL" -> "RING"*/
/*"FRIDEAL" -> "RNG"*/
/*"FRIDEAL" -> "ABELGRP"*/
/*"FRIDEAL" -> "CABMON"*/
/*"FRIDEAL" -> "ABELMON"*/
/*"FRIDEAL" -> "ABELSG"*/
/*"FRIDEAL" -> "LMODULE"*/
/*"FRIDEAL" -> "BMODULE"*/
/*"FRIDEAL" -> "RMODULE"*/
/*"FRIDEAL" -> "ALGEBRA"*/
/*"FRIDEAL" -> "MODULE"*/
/*"FRIDEAL" -> "ENTIRER"*/
/*"FRIDEAL" -> "QFCAT"*/
/*"FRIDEAL" -> "FIELD"*/
/*"FRIDEAL" -> "UFD"*/
/*"FRIDEAL" -> "DIVRING"*/
/*"FRIDEAL" -> "RETRACT"*/
/*"FRIDEAL" -> "FEVALAB"*/
/*"FRIDEAL" -> "ELTAB"*/
/*"FRIDEAL" -> "EVALAB"*/
/*"FRIDEAL" -> "IEVALAB"*/
/*"FRIDEAL" -> "DIFEXT"*/
/*"FRIDEAL" -> "DIFRING"*/
/*"FRIDEAL" -> "PDRING"*/
/*"FRIDEAL" -> "FLINEXP"*/
/*"FRIDEAL" -> "LINEXP"*/
/*"FRIDEAL" -> "PATAB"*/
/*"FRIDEAL" -> "KONVERT"*/
/*"FRIDEAL" -> "FPATMAB"*/
/*"FRIDEAL" -> "TYPE"*/
/*"FRIDEAL" -> "PATMAB"*/
/*"FRIDEAL" -> "STEP"*/
/*"FRIDEAL" -> "ORDSET"*/
/*"FRIDEAL" -> "OINTDOM"*/
/*"FRIDEAL" -> "ORDRING"*/
/*"FRIDEAL" -> "OAGROUP"*/
/*"FRIDEAL" -> "OCAMON"*/
/*"FRIDEAL" -> "OAMON"*/
/*"FRIDEAL" -> "OASGP"*/
/*"FRIDEAL" -> "REAL"*/
/*"FRIDEAL" -> "CHARZ"*/
/*"FRIDEAL" -> "CHARNZ"*/
/*"FRIDEAL" -> "PFECAT"*/
/*"FRIDEAL" -> "UPOLYC"*/
/*"FRIDEAL" -> "POLYCAT"*/
/*"FRIDEAL" -> "FAMR"*/
/*"FRIDEAL" -> "AMR"*/
/*"FRIDEAL" -> "FRETRCT"*/
"FRIDEAL" -> "FRAMALG"
/*"FRIDEAL" -> "FINRALG"*/
/*"FRIDEAL" -> "VECTCAT"*/
/*"FRIDEAL" -> "A1AGG"*/
/*"FRIDEAL" -> "FLAGG"*/
/*"FRIDEAL" -> "LNAGG"*/
/*"FRIDEAL" -> "IXAGG"*/
/*"FRIDEAL" -> "HOAGG"*/
/*"FRIDEAL" -> "AGG"*/
/*"FRIDEAL" -> "ELTAGG"*/
/*"FRIDEAL" -> "CLAGG"*/
/*"FRIDEAL" -> "INT"*/
/*"FRIDEAL" -> "VECTOR"*/
/*"FRIDEAL" -> "IVECTOR"*/
/*"FRIDEAL" -> "IARRAY1"*/
/*"FRIDEAL" -> "VECTCAT-"*/
/*"FRIDEAL" -> "A1AGG-"*/
/*"FRIDEAL" -> "BOOLEAN"*/
/*"FRIDEAL" -> "LSAGG"*/
/*"FRIDEAL" -> "STAGG"*/
/*"FRIDEAL" -> "URAGG"*/
/*"FRIDEAL" -> "RCAGG"*/
/*"FRIDEAL" -> "ELAGG"*/
/*"FRIDEAL" -> "OM"*/
/*"FRIDEAL" -> "LIST"*/
/*"FRIDEAL" -> "ILIST"*/
/*"FRIDEAL" -> "LSAGG-"*/
/*"FRIDEAL" -> "SINT"*/
/*"FRIDEAL" -> "NNI"*/
/*"FRIDEAL" -> "MONOID-"*/
/*"FRIDEAL" -> "ABELMON-"*/
/*"FRIDEAL" -> "INS"*/
/*"FRIDEAL" -> "CFCAT"*/
/*"FRIDEAL" -> "STAGG-"*/
/*"FRIDEAL" -> "ELAGG-"*/
/*"FRIDEAL" -> "FLAGG-"*/
/*"FRIDEAL" -> "LNAGG-"*/
/*"FRIDEAL" -> "FINITE"*/
/*"FRIDEAL" -> "PI"*/

"FRIDEAL2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FRIDEAL2"]
/*"FRIDEAL2" -> "EUCDOM"*/
/*"FRIDEAL2" -> "PID"*/
/*"FRIDEAL2" -> "GCDDOM"*/
/*"FRIDEAL2" -> "INTDOM"*/
/*"FRIDEAL2" -> "COMRING"*/
/*"FRIDEAL2" -> "RING"*/
/*"FRIDEAL2" -> "RNG"*/
/*"FRIDEAL2" -> "ABELGRP"*/
/*"FRIDEAL2" -> "CABMON"*/
/*"FRIDEAL2" -> "ABELMON"*/
/*"FRIDEAL2" -> "ABELSG"*/
/*"FRIDEAL2" -> "SETCAT"*/
/*"FRIDEAL2" -> "BASTYPE"*/
/*"FRIDEAL2" -> "KOERCE"*/
/*"FRIDEAL2" -> "SGROUP"*/
/*"FRIDEAL2" -> "MONOID"*/
/*"FRIDEAL2" -> "LMODULE"*/
/*"FRIDEAL2" -> "BMODULE"*/
/*"FRIDEAL2" -> "RMODULE"*/
/*"FRIDEAL2" -> "ALGEBRA"*/
/*"FRIDEAL2" -> "MODULE"*/
/*"FRIDEAL2" -> "ENTIRER"*/
/*"FRIDEAL2" -> "QFCAT"*/
/*"FRIDEAL2" -> "FIELD"*/
/*"FRIDEAL2" -> "UFD"*/
/*"FRIDEAL2" -> "DIVRING"*/
/*"FRIDEAL2" -> "RETRACT"*/
/*"FRIDEAL2" -> "FEVALAB"*/
/*"FRIDEAL2" -> "ELTAB"*/
/*"FRIDEAL2" -> "EVALAB"*/
/*"FRIDEAL2" -> "IEVALAB"*/
/*"FRIDEAL2" -> "DIFEXT"*/
/*"FRIDEAL2" -> "DIFRING"*/
/*"FRIDEAL2" -> "PDRING"*/
/*"FRIDEAL2" -> "FLINEXP"*/
/*"FRIDEAL2" -> "LINEXP"*/
/*"FRIDEAL2" -> "PATAB"*/
/*"FRIDEAL2" -> "KONVERT"*/
/*"FRIDEAL2" -> "FPATMAB"*/
/*"FRIDEAL2" -> "TYPE"*/
/*"FRIDEAL2" -> "PATMAB"*/
/*"FRIDEAL2" -> "STEP"*/
/*"FRIDEAL2" -> "ORDSET"*/
/*"FRIDEAL2" -> "OINTDOM"*/
/*"FRIDEAL2" -> "ORDRING"*/
/*"FRIDEAL2" -> "OAGROUP"*/
/*"FRIDEAL2" -> "OCAMON"*/
/*"FRIDEAL2" -> "OAMON"*/
/*"FRIDEAL2" -> "OASGP"*/
/*"FRIDEAL2" -> "REAL"*/
/*"FRIDEAL2" -> "CHARZ"*/
/*"FRIDEAL2" -> "CHARNZ"*/
/*"FRIDEAL2" -> "PFECAT"*/
/*"FRIDEAL2" -> "UPOLYC"*/
/*"FRIDEAL2" -> "POLYCAT"*/
/*"FRIDEAL2" -> "FAMR"*/
/*"FRIDEAL2" -> "AMR"*/
/*"FRIDEAL2" -> "FRETRCT"*/
"FRIDEAL2" -> "FRAMALG"
/*"FRIDEAL2" -> "FINRALG"*/
/*"FRIDEAL2" -> "INS"*/
/*"FRIDEAL2" -> "CFCAT"*/
/*"FRIDEAL2" -> "OM"*/
/*"FRIDEAL2" -> "INT"*/
/*"FRIDEAL2" -> "VECTOR"*/
/*"FRIDEAL2" -> "IVECTOR"*/
/*"FRIDEAL2" -> "IARRAY1"*/

"FRMOD" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FRMOD"]
"FRMOD" -> "FRAMALG"
/*"FRMOD" -> "FINRALG"*/
/*"FRMOD" -> "ALGEBRA"*/
/*"FRMOD" -> "RING"*/
/*"FRMOD" -> "RNG"*/
/*"FRMOD" -> "ABELGRP"*/
/*"FRMOD" -> "CABMON"*/
/*"FRMOD" -> "ABELMON"*/
/*"FRMOD" -> "ABELSG"*/
/*"FRMOD" -> "SETCAT"*/
/*"FRMOD" -> "BASTYPE"*/
/*"FRMOD" -> "KOERCE"*/
/*"FRMOD" -> "SGROUP"*/
/*"FRMOD" -> "MONOID"*/
/*"FRMOD" -> "LMODULE"*/
/*"FRMOD" -> "MODULE"*/
/*"FRMOD" -> "BMODULE"*/
/*"FRMOD" -> "RMODULE"*/
/*"FRMOD" -> "CHARZ"*/
/*"FRMOD" -> "CHARNZ"*/
/*"FRMOD" -> "EUCDOM"*/
/*"FRMOD" -> "PID"*/
/*"FRMOD" -> "GCDDOM"*/
/*"FRMOD" -> "INTDOM"*/
/*"FRMOD" -> "COMRING"*/
/*"FRMOD" -> "ENTIRER"*/
/*"FRMOD" -> "QFCAT"*/
/*"FRMOD" -> "FIELD"*/
/*"FRMOD" -> "UFD"*/
/*"FRMOD" -> "DIVRING"*/
/*"FRMOD" -> "RETRACT"*/
/*"FRMOD" -> "FEVALAB"*/
/*"FRMOD" -> "ELTAB"*/
/*"FRMOD" -> "EVALAB"*/
/*"FRMOD" -> "IEVALAB"*/
/*"FRMOD" -> "DIFEXT"*/
/*"FRMOD" -> "DIFRING"*/
/*"FRMOD" -> "PDRING"*/
/*"FRMOD" -> "FLINEXP"*/
/*"FRMOD" -> "LINEXP"*/
/*"FRMOD" -> "PATAB"*/
/*"FRMOD" -> "KONVERT"*/
/*"FRMOD" -> "FPATMAB"*/
/*"FRMOD" -> "TYPE"*/
/*"FRMOD" -> "PATMAB"*/
/*"FRMOD" -> "STEP"*/
/*"FRMOD" -> "ORDSET"*/
/*"FRMOD" -> "OINTDOM"*/
/*"FRMOD" -> "ORDRING"*/
/*"FRMOD" -> "OAGROUP"*/
/*"FRMOD" -> "OCAMON"*/
/*"FRMOD" -> "OAMON"*/
/*"FRMOD" -> "OASGP"*/
/*"FRMOD" -> "REAL"*/
/*"FRMOD" -> "PFECAT"*/
/*"FRMOD" -> "UPOLYC"*/
/*"FRMOD" -> "POLYCAT"*/
/*"FRMOD" -> "FAMR"*/
/*"FRMOD" -> "AMR"*/
/*"FRMOD" -> "FRETRCT"*/
/*"FRMOD" -> "BOOLEAN"*/
/*"FRMOD" -> "VECTCAT"*/
/*"FRMOD" -> "A1AGG"*/
/*"FRMOD" -> "FLAGG"*/
/*"FRMOD" -> "LNAGG"*/
/*"FRMOD" -> "IXAGG"*/
/*"FRMOD" -> "HOAGG"*/
/*"FRMOD" -> "AGG"*/
/*"FRMOD" -> "ELTAGG"*/
/*"FRMOD" -> "CLAGG"*/
/*"FRMOD" -> "INT"*/
/*"FRMOD" -> "VECTOR"*/
/*"FRMOD" -> "IVECTOR"*/
/*"FRMOD" -> "IARRAY1"*/
/*"FRMOD" -> "INS"*/
/*"FRMOD" -> "CFCAT"*/
/*"FRMOD" -> "OM"*/
/*"FRMOD" -> "VECTCAT-"*/
/*"FRMOD" -> "A1AGG-"*/
/*"FRMOD" -> "NNI"*/
/*"FRMOD" -> "PI"*/

"FSAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FSAGG"]
"FSAGG" -> "DIAGG"
/*"FSAGG" -> "DIOPS"*/
/*"FSAGG" -> "BGAGG"*/
/*"FSAGG" -> "HOAGG"*/
/*"FSAGG" -> "AGG"*/
/*"FSAGG" -> "TYPE"*/
/*"FSAGG" -> "SETCAT"*/
/*"FSAGG" -> "BASTYPE"*/
/*"FSAGG" -> "KOERCE"*/
/*"FSAGG" -> "EVALAB"*/
/*"FSAGG" -> "IEVALAB"*/
/*"FSAGG" -> "CLAGG"*/
/*"FSAGG" -> "KONVERT"*/
/*"FSAGG" -> "SETAGG"*/
/*"FSAGG" -> "FINITE"*/
/*"FSAGG" -> "NNI"*/
/*"FSAGG" -> "INT"*/
/*"FSAGG" -> "BOOLEAN"*/
/*"FSAGG" -> "SINT"*/
/*"FSAGG" -> "PI"*/
/*"FSAGG" -> "INS-"*/
/*"FSAGG" -> "ORDSET"*/
/*"FSAGG" -> "LIST"*/
/*"FSAGG" -> "ILIST"*/
/*"FSAGG" -> "LSAGG"*/
/*"FSAGG" -> "STAGG"*/
/*"FSAGG" -> "URAGG"*/
/*"FSAGG" -> "RCAGG"*/
/*"FSAGG" -> "LNAGG"*/
/*"FSAGG" -> "IXAGG"*/
/*"FSAGG" -> "ELTAGG"*/
/*"FSAGG" -> "ELTAB"*/
/*"FSAGG" -> "FLAGG"*/
/*"FSAGG" -> "ELAGG"*/
/*"FSAGG" -> "OM"*/
/*"FSAGG" -> "LSAGG-"*/

"FSAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FSAGG"]
"FSAGG-" -> "DIAGG"
/*"FSAGG-" -> "DIOPS"*/
/*"FSAGG-" -> "BGAGG"*/
/*"FSAGG-" -> "HOAGG"*/
/*"FSAGG-" -> "AGG"*/
/*"FSAGG-" -> "TYPE"*/
/*"FSAGG-" -> "SETCAT"*/
/*"FSAGG-" -> "BASTYPE"*/
/*"FSAGG-" -> "KOERCE"*/
/*"FSAGG-" -> "EVALAB"*/
/*"FSAGG-" -> "IEVALAB"*/
/*"FSAGG-" -> "CLAGG"*/
/*"FSAGG-" -> "KONVERT"*/
/*"FSAGG-" -> "SETAGG"*/
/*"FSAGG-" -> "FINITE"*/
/*"FSAGG-" -> "NNI"*/
/*"FSAGG-" -> "INT"*/
/*"FSAGG-" -> "BOOLEAN"*/
/*"FSAGG-" -> "SINT"*/
/*"FSAGG-" -> "PI"*/
/*"FSAGG-" -> "INS-"*/
/*"FSAGG-" -> "ORDSET"*/
/*"FSAGG-" -> "LIST"*/
/*"FSAGG-" -> "ILIST"*/
/*"FSAGG-" -> "LSAGG"*/
/*"FSAGG-" -> "STAGG"*/
/*"FSAGG-" -> "URAGG"*/
/*"FSAGG-" -> "RCAGG"*/
/*"FSAGG-" -> "LNAGG"*/
/*"FSAGG-" -> "IXAGG"*/
/*"FSAGG-" -> "ELTAGG"*/
/*"FSAGG-" -> "ELTAB"*/
/*"FSAGG-" -> "FLAGG"*/
/*"FSAGG-" -> "ELAGG"*/
/*"FSAGG-" -> "OM"*/
/*"FSAGG-" -> "LSAGG-"*/

"IBATOOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IBATOOL"]
/*"IBATOOL" -> "EUCDOM"*/
/*"IBATOOL" -> "PID"*/
/*"IBATOOL" -> "GCDDOM"*/
/*"IBATOOL" -> "INTDOM"*/
/*"IBATOOL" -> "COMRING"*/
/*"IBATOOL" -> "RING"*/
/*"IBATOOL" -> "RNG"*/
/*"IBATOOL" -> "ABELGRP"*/
/*"IBATOOL" -> "CABMON"*/
/*"IBATOOL" -> "ABELMON"*/
/*"IBATOOL" -> "ABELSG"*/
/*"IBATOOL" -> "SETCAT"*/
/*"IBATOOL" -> "BASTYPE"*/
/*"IBATOOL" -> "KOERCE"*/
/*"IBATOOL" -> "SGROUP"*/
/*"IBATOOL" -> "MONOID"*/
/*"IBATOOL" -> "LMODULE"*/
/*"IBATOOL" -> "BMODULE"*/
/*"IBATOOL" -> "RMODULE"*/
/*"IBATOOL" -> "ALGEBRA"*/
/*"IBATOOL" -> "MODULE"*/
/*"IBATOOL" -> "ENTIRER"*/
/*"IBATOOL" -> "UPOLYC"*/
/*"IBATOOL" -> "POLYCAT"*/
/*"IBATOOL" -> "PDRING"*/
/*"IBATOOL" -> "FAMR"*/
/*"IBATOOL" -> "AMR"*/
/*"IBATOOL" -> "CHARZ"*/
/*"IBATOOL" -> "CHARNZ"*/
/*"IBATOOL" -> "FRETRCT"*/
/*"IBATOOL" -> "RETRACT"*/
/*"IBATOOL" -> "EVALAB"*/
/*"IBATOOL" -> "IEVALAB"*/
/*"IBATOOL" -> "FLINEXP"*/
/*"IBATOOL" -> "LINEXP"*/
/*"IBATOOL" -> "ORDSET"*/
/*"IBATOOL" -> "KONVERT"*/
/*"IBATOOL" -> "PATMAB"*/
/*"IBATOOL" -> "PFECAT"*/
/*"IBATOOL" -> "UFD"*/
/*"IBATOOL" -> "ELTAB"*/
/*"IBATOOL" -> "DIFRING"*/
/*"IBATOOL" -> "DIFEXT"*/
/*"IBATOOL" -> "STEP"*/
/*"IBATOOL" -> "FIELD"*/
/*"IBATOOL" -> "DIVRING"*/
"IBATOOL" -> "FRAMALG"
/*"IBATOOL" -> "FINRALG"*/
/*"IBATOOL" -> "SINT"*/
/*"IBATOOL" -> "NNI"*/
/*"IBATOOL" -> "INT"*/
/*"IBATOOL" -> "PI"*/
/*"IBATOOL" -> "INS"*/
/*"IBATOOL" -> "OINTDOM"*/
/*"IBATOOL" -> "ORDRING"*/
/*"IBATOOL" -> "OAGROUP"*/
/*"IBATOOL" -> "OCAMON"*/
/*"IBATOOL" -> "OAMON"*/
/*"IBATOOL" -> "OASGP"*/
/*"IBATOOL" -> "CFCAT"*/
/*"IBATOOL" -> "REAL"*/
/*"IBATOOL" -> "OM"*/
/*"IBATOOL" -> "VECTOR"*/
/*"IBATOOL" -> "IVECTOR"*/
/*"IBATOOL" -> "IARRAY1"*/
/*"IBATOOL" -> "VECTCAT"*/
/*"IBATOOL" -> "A1AGG"*/
/*"IBATOOL" -> "FLAGG"*/
/*"IBATOOL" -> "LNAGG"*/
/*"IBATOOL" -> "IXAGG"*/
/*"IBATOOL" -> "HOAGG"*/
/*"IBATOOL" -> "AGG"*/
/*"IBATOOL" -> "TYPE"*/
/*"IBATOOL" -> "ELTAGG"*/
/*"IBATOOL" -> "CLAGG"*/

"INTFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTFACT"]
/*"INTFACT" -> "INS"*/
/*"INTFACT" -> "UFD"*/
/*"INTFACT" -> "GCDDOM"*/
/*"INTFACT" -> "INTDOM"*/
/*"INTFACT" -> "COMRING"*/
/*"INTFACT" -> "RING"*/
/*"INTFACT" -> "RNG"*/
/*"INTFACT" -> "ABELGRP"*/
/*"INTFACT" -> "CABMON"*/
/*"INTFACT" -> "ABELMON"*/
/*"INTFACT" -> "ABELSG"*/
/*"INTFACT" -> "SETCAT"*/
/*"INTFACT" -> "BASTYPE"*/
/*"INTFACT" -> "KOERCE"*/
/*"INTFACT" -> "SGROUP"*/
/*"INTFACT" -> "MONOID"*/
/*"INTFACT" -> "LMODULE"*/
/*"INTFACT" -> "BMODULE"*/
/*"INTFACT" -> "RMODULE"*/
/*"INTFACT" -> "ALGEBRA"*/
/*"INTFACT" -> "MODULE"*/
/*"INTFACT" -> "ENTIRER"*/
/*"INTFACT" -> "EUCDOM"*/
/*"INTFACT" -> "PID"*/
/*"INTFACT" -> "OINTDOM"*/
/*"INTFACT" -> "ORDRING"*/
/*"INTFACT" -> "OAGROUP"*/
/*"INTFACT" -> "OCAMON"*/
/*"INTFACT" -> "OAMON"*/
/*"INTFACT" -> "OASGP"*/
/*"INTFACT" -> "ORDSET"*/
/*"INTFACT" -> "DIFRING"*/
/*"INTFACT" -> "KONVERT"*/
/*"INTFACT" -> "RETRACT"*/
/*"INTFACT" -> "LINEXP"*/
/*"INTFACT" -> "PATMAB"*/
/*"INTFACT" -> "CFCAT"*/
/*"INTFACT" -> "REAL"*/
/*"INTFACT" -> "CHARZ"*/
/*"INTFACT" -> "STEP"*/
/*"INTFACT" -> "INT"*/
/*"INTFACT" -> "INS-"*/
/*"INTFACT" -> "EUCDOM-"*/
/*"INTFACT" -> "UFD-"*/
/*"INTFACT" -> "GCDDOM-"*/
/*"INTFACT" -> "INTDOM-"*/
/*"INTFACT" -> "ALGEBRA-"*/
/*"INTFACT" -> "DIFRING-"*/
/*"INTFACT" -> "ORDRING-"*/
/*"INTFACT" -> "MODULE-"*/
/*"INTFACT" -> "RING-"*/
/*"INTFACT" -> "ABELGRP-"*/
/*"INTFACT" -> "ABELMON-"*/
/*"INTFACT" -> "LIST"*/
/*"INTFACT" -> "ILIST"*/
/*"INTFACT" -> "LSAGG-"*/
/*"INTFACT" -> "STAGG-"*/
/*"INTFACT" -> "ELAGG-"*/
/*"INTFACT" -> "PI"*/
/*"INTFACT" -> "NNI"*/
/*"INTFACT" -> "SINT"*/
/*"INTFACT" -> "BOOLEAN"*/
"INTFACT" -> "MDAGG"
/*"INTFACT" -> "DIOPS"*/
/*"INTFACT" -> "BGAGG"*/
/*"INTFACT" -> "HOAGG"*/
/*"INTFACT" -> "AGG"*/
/*"INTFACT" -> "TYPE"*/
/*"INTFACT" -> "EVALAB"*/
/*"INTFACT" -> "IEVALAB"*/
/*"INTFACT" -> "CLAGG"*/

"KDAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=KDAGG"]
"KDAGG" -> "DIAGG"
/*"KDAGG" -> "DIOPS"*/
/*"KDAGG" -> "BGAGG"*/
/*"KDAGG" -> "HOAGG"*/
/*"KDAGG" -> "AGG"*/
/*"KDAGG" -> "TYPE"*/
/*"KDAGG" -> "SETCAT"*/
/*"KDAGG" -> "BASTYPE"*/
/*"KDAGG" -> "KOERCE"*/
/*"KDAGG" -> "EVALAB"*/
/*"KDAGG" -> "IEVALAB"*/
/*"KDAGG" -> "CLAGG"*/
/*"KDAGG" -> "KONVERT"*/
/*"KDAGG" -> "BOOLEAN"*/

"KDAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=KDAGG"]
"KDAGG-" -> "DIAGG"
/*"KDAGG-" -> "DIOPS"*/
/*"KDAGG-" -> "BGAGG"*/
/*"KDAGG-" -> "HOAGG"*/
/*"KDAGG-" -> "AGG"*/
/*"KDAGG-" -> "TYPE"*/
/*"KDAGG-" -> "SETCAT"*/
/*"KDAGG-" -> "BASTYPE"*/
/*"KDAGG-" -> "KOERCE"*/
/*"KDAGG-" -> "EVALAB"*/
/*"KDAGG-" -> "IEVALAB"*/
/*"KDAGG-" -> "CLAGG"*/
/*"KDAGG-" -> "KONVERT"*/
/*"KDAGG-" -> "BOOLEAN"*/

"MSETAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MSETAGG"]
"MSETAGG" -> "MDAGG"
/*"MSETAGG" -> "DIOPS"*/
/*"MSETAGG" -> "BGAGG"*/
/*"MSETAGG" -> "HOAGG"*/
/*"MSETAGG" -> "AGG"*/
/*"MSETAGG" -> "TYPE"*/
/*"MSETAGG" -> "SETCAT"*/
/*"MSETAGG" -> "BASTYPE"*/
/*"MSETAGG" -> "KOERCE"*/
/*"MSETAGG" -> "EVALAB"*/
/*"MSETAGG" -> "IEVALAB"*/
/*"MSETAGG" -> "CLAGG"*/
/*"MSETAGG" -> "KONVERT"*/
/*"MSETAGG" -> "SETAGG"*/

"MONOGEN" [color="#4488FF",href="bookvol10.2.pdf#nameddest=MONOGEN"]
/*"MONOGEN" -> "COMRING"*/
/*"MONOGEN" -> "RING"*/
/*"MONOGEN" -> "RNG"*/
/*"MONOGEN" -> "ABELGRP"*/
/*"MONOGEN" -> "CABMON"*/
/*"MONOGEN" -> "ABELMON"*/
/*"MONOGEN" -> "ABELSG"*/
/*"MONOGEN" -> "SETCAT"*/
/*"MONOGEN" -> "BASTYPE"*/
/*"MONOGEN" -> "KOERCE"*/
/*"MONOGEN" -> "SGROUP"*/
/*"MONOGEN" -> "MONOID"*/
/*"MONOGEN" -> "LMODULE"*/
/*"MONOGEN" -> "BMODULE"*/
/*"MONOGEN" -> "RMODULE"*/
"MONOGEN" -> "FRAMALG"
/*"MONOGEN" -> "FINRALG"*/
/*"MONOGEN" -> "ALGEBRA"*/
/*"MONOGEN" -> "MODULE"*/
/*"MONOGEN" -> "CHARZ"*/
/*"MONOGEN" -> "CHARNZ"*/
/*"MONOGEN" -> "KONVERT"*/
/*"MONOGEN" -> "FRETRCT"*/
/*"MONOGEN" -> "RETRACT"*/
/*"MONOGEN" -> "FLINEXP"*/
/*"MONOGEN" -> "LINEXP"*/
/*"MONOGEN" -> "FINITE"*/
/*"MONOGEN" -> "FIELD"*/
/*"MONOGEN" -> "EUCDOM"*/
/*"MONOGEN" -> "PID"*/
/*"MONOGEN" -> "GCDDOM"*/
/*"MONOGEN" -> "INTDOM"*/
/*"MONOGEN" -> "ENTIRER"*/
/*"MONOGEN" -> "UFD"*/
/*"MONOGEN" -> "DIVRING"*/
/*"MONOGEN" -> "DIFEXT"*/
/*"MONOGEN" -> "DIFRING"*/
/*"MONOGEN" -> "PDRING"*/
/*"MONOGEN" -> "FFIELDC"*/
/*"MONOGEN" -> "FPC"*/
/*"MONOGEN" -> "STEP"*/
/*"MONOGEN" -> "UPOLYC"*/
/*"MONOGEN" -> "POLYCAT"*/
/*"MONOGEN" -> "FAMR"*/
/*"MONOGEN" -> "AMR"*/
/*"MONOGEN" -> "EVALAB"*/
/*"MONOGEN" -> "IEVALAB"*/
/*"MONOGEN" -> "ORDSET"*/
/*"MONOGEN" -> "PATMAB"*/
/*"MONOGEN" -> "PFECAT"*/
/*"MONOGEN" -> "ELTAB"*/
/*"MONOGEN" -> "NNI"*/
/*"MONOGEN" -> "INT"*/
/*"MONOGEN" -> "SINT"*/
/*"MONOGEN" -> "MONOID-"*/
/*"MONOGEN" -> "ABELMON-"*/
/*"MONOGEN" -> "ORDSET-"*/
/*"MONOGEN" -> "SGROUP-"*/
/*"MONOGEN" -> "PI"*/
/*"MONOGEN" -> "VECTOR"*/
/*"MONOGEN" -> "IVECTOR"*/
/*"MONOGEN" -> "IARRAY1"*/
/*"MONOGEN" -> "INS"*/
/*"MONOGEN" -> "OINTDOM"*/
/*"MONOGEN" -> "ORDRING"*/
/*"MONOGEN" -> "OAGROUP"*/
/*"MONOGEN" -> "OCAMON"*/
/*"MONOGEN" -> "OAMON"*/
/*"MONOGEN" -> "OASGP"*/
/*"MONOGEN" -> "CFCAT"*/
/*"MONOGEN" -> "REAL"*/

"MONOGEN-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MONOGEN"]
/*"MONOGEN-" -> "COMRING"*/
/*"MONOGEN-" -> "RING"*/
/*"MONOGEN-" -> "RNG"*/
/*"MONOGEN-" -> "ABELGRP"*/
/*"MONOGEN-" -> "CABMON"*/
/*"MONOGEN-" -> "ABELMON"*/
/*"MONOGEN-" -> "ABELSG"*/
/*"MONOGEN-" -> "SETCAT"*/
/*"MONOGEN-" -> "BASTYPE"*/
/*"MONOGEN-" -> "KOERCE"*/
/*"MONOGEN-" -> "SGROUP"*/
/*"MONOGEN-" -> "MONOID"*/
/*"MONOGEN-" -> "LMODULE"*/
/*"MONOGEN-" -> "BMODULE"*/
/*"MONOGEN-" -> "RMODULE"*/
"MONOGEN-" -> "FRAMALG"
/*"MONOGEN-" -> "FINRALG"*/
/*"MONOGEN-" -> "ALGEBRA"*/
/*"MONOGEN-" -> "MODULE"*/
/*"MONOGEN-" -> "CHARZ"*/
/*"MONOGEN-" -> "CHARNZ"*/
/*"MONOGEN-" -> "KONVERT"*/
/*"MONOGEN-" -> "FRETRCT"*/
/*"MONOGEN-" -> "RETRACT"*/
/*"MONOGEN-" -> "FLINEXP"*/
/*"MONOGEN-" -> "LINEXP"*/
/*"MONOGEN-" -> "FINITE"*/
/*"MONOGEN-" -> "FIELD"*/
/*"MONOGEN-" -> "EUCDOM"*/
/*"MONOGEN-" -> "PID"*/
/*"MONOGEN-" -> "GCDDOM"*/
/*"MONOGEN-" -> "INTDOM"*/
/*"MONOGEN-" -> "ENTIRER"*/
/*"MONOGEN-" -> "UFD"*/
/*"MONOGEN-" -> "DIVRING"*/
/*"MONOGEN-" -> "DIFEXT"*/
/*"MONOGEN-" -> "DIFRING"*/
/*"MONOGEN-" -> "PDRING"*/
/*"MONOGEN-" -> "FFIELDC"*/
/*"MONOGEN-" -> "FPC"*/
/*"MONOGEN-" -> "STEP"*/
/*"MONOGEN-" -> "UPOLYC"*/
/*"MONOGEN-" -> "POLYCAT"*/
/*"MONOGEN-" -> "FAMR"*/
/*"MONOGEN-" -> "AMR"*/
/*"MONOGEN-" -> "EVALAB"*/
/*"MONOGEN-" -> "IEVALAB"*/
/*"MONOGEN-" -> "ORDSET"*/
/*"MONOGEN-" -> "PATMAB"*/
/*"MONOGEN-" -> "PFECAT"*/
/*"MONOGEN-" -> "ELTAB"*/
/*"MONOGEN-" -> "NNI"*/
/*"MONOGEN-" -> "INT"*/
/*"MONOGEN-" -> "SINT"*/
/*"MONOGEN-" -> "MONOID-"*/
/*"MONOGEN-" -> "ABELMON-"*/
/*"MONOGEN-" -> "ORDSET-"*/
/*"MONOGEN-" -> "SGROUP-"*/
/*"MONOGEN-" -> "PI"*/
/*"MONOGEN-" -> "VECTOR"*/
/*"MONOGEN-" -> "IVECTOR"*/
/*"MONOGEN-" -> "IARRAY1"*/
/*"MONOGEN-" -> "INS"*/
/*"MONOGEN-" -> "OINTDOM"*/
/*"MONOGEN-" -> "ORDRING"*/
/*"MONOGEN-" -> "OAGROUP"*/
/*"MONOGEN-" -> "OCAMON"*/
/*"MONOGEN-" -> "OAMON"*/
/*"MONOGEN-" -> "OASGP"*/
/*"MONOGEN-" -> "CFCAT"*/
/*"MONOGEN-" -> "REAL"*/

"NFINTBAS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NFINTBAS"]
/*"NFINTBAS" -> "UPOLYC"*/
/*"NFINTBAS" -> "POLYCAT"*/
/*"NFINTBAS" -> "PDRING"*/
/*"NFINTBAS" -> "RING"*/
/*"NFINTBAS" -> "RNG"*/
/*"NFINTBAS" -> "ABELGRP"*/
/*"NFINTBAS" -> "CABMON"*/
/*"NFINTBAS" -> "ABELMON"*/
/*"NFINTBAS" -> "ABELSG"*/
/*"NFINTBAS" -> "SETCAT"*/
/*"NFINTBAS" -> "BASTYPE"*/
/*"NFINTBAS" -> "KOERCE"*/
/*"NFINTBAS" -> "SGROUP"*/
/*"NFINTBAS" -> "MONOID"*/
/*"NFINTBAS" -> "LMODULE"*/
/*"NFINTBAS" -> "FAMR"*/
/*"NFINTBAS" -> "AMR"*/
/*"NFINTBAS" -> "BMODULE"*/
/*"NFINTBAS" -> "RMODULE"*/
/*"NFINTBAS" -> "COMRING"*/
/*"NFINTBAS" -> "ALGEBRA"*/
/*"NFINTBAS" -> "MODULE"*/
/*"NFINTBAS" -> "CHARZ"*/
/*"NFINTBAS" -> "CHARNZ"*/
/*"NFINTBAS" -> "INTDOM"*/
/*"NFINTBAS" -> "ENTIRER"*/
/*"NFINTBAS" -> "FRETRCT"*/
/*"NFINTBAS" -> "RETRACT"*/
/*"NFINTBAS" -> "EVALAB"*/
/*"NFINTBAS" -> "IEVALAB"*/
/*"NFINTBAS" -> "FLINEXP"*/
/*"NFINTBAS" -> "LINEXP"*/
/*"NFINTBAS" -> "ORDSET"*/
/*"NFINTBAS" -> "KONVERT"*/
/*"NFINTBAS" -> "PATMAB"*/
/*"NFINTBAS" -> "GCDDOM"*/
/*"NFINTBAS" -> "PFECAT"*/
/*"NFINTBAS" -> "UFD"*/
/*"NFINTBAS" -> "ELTAB"*/
/*"NFINTBAS" -> "DIFRING"*/
/*"NFINTBAS" -> "DIFEXT"*/
/*"NFINTBAS" -> "STEP"*/
/*"NFINTBAS" -> "EUCDOM"*/
/*"NFINTBAS" -> "PID"*/
/*"NFINTBAS" -> "FIELD"*/
/*"NFINTBAS" -> "DIVRING"*/
"NFINTBAS" -> "FRAMALG"
/*"NFINTBAS" -> "FINRALG"*/
/*"NFINTBAS" -> "INT"*/
/*"NFINTBAS" -> "VECTOR"*/
/*"NFINTBAS" -> "IVECTOR"*/
/*"NFINTBAS" -> "IARRAY1"*/
/*"NFINTBAS" -> "INS"*/
/*"NFINTBAS" -> "OINTDOM"*/
/*"NFINTBAS" -> "ORDRING"*/
/*"NFINTBAS" -> "OAGROUP"*/
/*"NFINTBAS" -> "OCAMON"*/
/*"NFINTBAS" -> "OAMON"*/
/*"NFINTBAS" -> "OASGP"*/
/*"NFINTBAS" -> "CFCAT"*/
/*"NFINTBAS" -> "REAL"*/
/*"NFINTBAS" -> "OM"*/
/*"NFINTBAS" -> "VECTCAT"*/
/*"NFINTBAS" -> "A1AGG"*/
/*"NFINTBAS" -> "FLAGG"*/
/*"NFINTBAS" -> "LNAGG"*/
/*"NFINTBAS" -> "IXAGG"*/
/*"NFINTBAS" -> "HOAGG"*/
/*"NFINTBAS" -> "AGG"*/
/*"NFINTBAS" -> "TYPE"*/
/*"NFINTBAS" -> "ELTAGG"*/
/*"NFINTBAS" -> "CLAGG"*/
/*"NFINTBAS" -> "LIST"*/
/*"NFINTBAS" -> "ILIST"*/
/*"NFINTBAS" -> "PI"*/
/*"NFINTBAS" -> "NNI"*/
/*"NFINTBAS" -> "INS-"*/
/*"NFINTBAS" -> "EUCDOM-"*/

"SPACE3" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SPACE3"]
/*"SPACE3" -> "SPACEC"*/
/*"SPACE3" -> "SETCAT"*/
/*"SPACE3" -> "BASTYPE"*/
/*"SPACE3" -> "KOERCE"*/
/*"SPACE3" -> "RING"*/
/*"SPACE3" -> "RNG"*/
/*"SPACE3" -> "ABELGRP"*/
/*"SPACE3" -> "CABMON"*/
/*"SPACE3" -> "ABELMON"*/
/*"SPACE3" -> "ABELSG"*/
/*"SPACE3" -> "SGROUP"*/
/*"SPACE3" -> "MONOID"*/
/*"SPACE3" -> "LMODULE"*/
/*"SPACE3" -> "BOOLEAN"*/
/*"SPACE3" -> "INT"*/
/*"SPACE3" -> "LIST"*/
/*"SPACE3" -> "LSAGG"*/
/*"SPACE3" -> "STAGG"*/
/*"SPACE3" -> "URAGG"*/
/*"SPACE3" -> "RCAGG"*/
/*"SPACE3" -> "HOAGG"*/
/*"SPACE3" -> "AGG"*/
/*"SPACE3" -> "TYPE"*/
/*"SPACE3" -> "EVALAB"*/
/*"SPACE3" -> "IEVALAB"*/
/*"SPACE3" -> "LNAGG"*/
/*"SPACE3" -> "IXAGG"*/
/*"SPACE3" -> "ELTAGG"*/
/*"SPACE3" -> "ELTAB"*/
/*"SPACE3" -> "CLAGG"*/
/*"SPACE3" -> "KONVERT"*/
/*"SPACE3" -> "FLAGG"*/
/*"SPACE3" -> "ORDSET"*/
/*"SPACE3" -> "ELAGG"*/
/*"SPACE3" -> "OM"*/
/*"SPACE3" -> "ILIST"*/
/*"SPACE3" -> "NNI"*/
/*"SPACE3" -> "PI"*/
/*"SPACE3" -> "LSAGG-"*/
/*"SPACE3" -> "STAGG-"*/
/*"SPACE3" -> "ELAGG-"*/
/*"SPACE3" -> "FLAGG-"*/
/*"SPACE3" -> "URAGG-"*/
/*"SPACE3" -> "OAMONS"*/
/*"SPACE3" -> "OCAMON"*/
/*"SPACE3" -> "OAMON"*/
/*"SPACE3" -> "OASGP"*/
/*"SPACE3" -> "FSAGG"*/
"SPACE3" -> "DIAGG"
/*"SPACE3" -> "DIOPS"*/
/*"SPACE3" -> "BGAGG"*/
/*"SPACE3" -> "SETAGG"*/
/*"SPACE3" -> "FINITE"*/

/* layer 14 */
/* depends on: FSAGG KDAGG MSETAGG MONOGEN */

"CHAR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=CHAR",
        shape=ellipse]
/*"CHAR" -> "ORDFIN"*/
/*"CHAR" -> "ORDSET"*/
/*"CHAR" -> "SETCAT"*/
/*"CHAR" -> "BASTYPE"*/
/*"CHAR" -> "KOERCE"*/
/*"CHAR" -> "FINITE"*/
/*"CHAR" -> "SINT"*/
/*"CHAR" -> "INT"*/
/*"CHAR" -> "NNI"*/
/*"CHAR" -> "PRIMARR"*/
/*"CHAR" -> "A1AGG-"*/
/*"CHAR" -> "INS"*/
/*"CHAR" -> "UFD"*/
/*"CHAR" -> "GCDDOM"*/
/*"CHAR" -> "INTDOM"*/
/*"CHAR" -> "COMRING"*/
/*"CHAR" -> "RING"*/
/*"CHAR" -> "RNG"*/
/*"CHAR" -> "ABELGRP"*/
/*"CHAR" -> "CABMON"*/
/*"CHAR" -> "ABELMON"*/
/*"CHAR" -> "ABELSG"*/
/*"CHAR" -> "SGROUP"*/
/*"CHAR" -> "MONOID"*/
/*"CHAR" -> "LMODULE"*/
/*"CHAR" -> "BMODULE"*/
/*"CHAR" -> "RMODULE"*/
/*"CHAR" -> "ALGEBRA"*/
/*"CHAR" -> "MODULE"*/
/*"CHAR" -> "ENTIRER"*/
/*"CHAR" -> "EUCDOM"*/
/*"CHAR" -> "PID"*/
/*"CHAR" -> "OINTDOM"*/
/*"CHAR" -> "ORDRING"*/
/*"CHAR" -> "OAGROUP"*/
/*"CHAR" -> "OCAMON"*/
/*"CHAR" -> "OAMON"*/
/*"CHAR" -> "OASGP"*/
/*"CHAR" -> "DIFRING"*/
/*"CHAR" -> "KONVERT"*/
/*"CHAR" -> "RETRACT"*/
/*"CHAR" -> "LINEXP"*/
/*"CHAR" -> "PATMAB"*/
/*"CHAR" -> "CFCAT"*/
/*"CHAR" -> "REAL"*/
/*"CHAR" -> "CHARZ"*/
/*"CHAR" -> "STEP"*/
/*"CHAR" -> "OM"*/
/*"CHAR" -> "PI"*/
"CHAR" -> "FSAGG" 
/*"CHAR" -> "DIAGG"*/
/*"CHAR" -> "DIOPS"*/
/*"CHAR" -> "BGAGG"*/
/*"CHAR" -> "HOAGG"*/
/*"CHAR" -> "AGG"*/
/*"CHAR" -> "TYPE"*/
/*"CHAR" -> "EVALAB"*/
/*"CHAR" -> "IEVALAB"*/
/*"CHAR" -> "CLAGG"*/
/*"CHAR" -> "SETAGG"*/
/*"CHAR" -> "STRING"*/
/*"CHAR" -> "CHAR"*/
/*"CHAR" -> "OUTFORM"*/
/*"CHAR" -> "LIST"*/
/*"CHAR" -> "ISTRING"*/
/*"CHAR" -> "STRICAT"*/
/*"CHAR" -> "SRAGG"*/
/*"CHAR" -> "A1AGG"*/
/*"CHAR" -> "FLAGG"*/
/*"CHAR" -> "LNAGG"*/
/*"CHAR" -> "IXAGG"*/
/*"CHAR" -> "ELTAGG"*/
/*"CHAR" -> "ELTAB"*/

"CPIMA" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CPIMA"]
/*"CPIMA" -> "COMRING"*/
/*"CPIMA" -> "RING"*/
/*"CPIMA" -> "RNG"*/
/*"CPIMA" -> "ABELGRP"*/
/*"CPIMA" -> "CABMON"*/
/*"CPIMA" -> "ABELMON"*/
/*"CPIMA" -> "ABELSG"*/
/*"CPIMA" -> "SETCAT"*/
/*"CPIMA" -> "BASTYPE"*/
/*"CPIMA" -> "KOERCE"*/
/*"CPIMA" -> "SGROUP"*/
/*"CPIMA" -> "MONOID"*/
/*"CPIMA" -> "LMODULE"*/
/*"CPIMA" -> "BMODULE"*/
/*"CPIMA" -> "RMODULE"*/
/*"CPIMA" -> "UPOLYC"*/
/*"CPIMA" -> "POLYCAT"*/
/*"CPIMA" -> "PDRING"*/
/*"CPIMA" -> "FAMR"*/
/*"CPIMA" -> "AMR"*/
/*"CPIMA" -> "ALGEBRA"*/
/*"CPIMA" -> "MODULE"*/
/*"CPIMA" -> "CHARZ"*/
/*"CPIMA" -> "CHARNZ"*/
/*"CPIMA" -> "INTDOM"*/
/*"CPIMA" -> "ENTIRER"*/
/*"CPIMA" -> "FRETRCT"*/
/*"CPIMA" -> "RETRACT"*/
/*"CPIMA" -> "EVALAB"*/
/*"CPIMA" -> "IEVALAB"*/
/*"CPIMA" -> "FLINEXP"*/
/*"CPIMA" -> "LINEXP"*/
/*"CPIMA" -> "ORDSET"*/
/*"CPIMA" -> "KONVERT"*/
/*"CPIMA" -> "PATMAB"*/
/*"CPIMA" -> "GCDDOM"*/
/*"CPIMA" -> "PFECAT"*/
/*"CPIMA" -> "UFD"*/
/*"CPIMA" -> "ELTAB"*/
/*"CPIMA" -> "DIFRING"*/
/*"CPIMA" -> "DIFEXT"*/
/*"CPIMA" -> "STEP"*/
/*"CPIMA" -> "EUCDOM"*/
/*"CPIMA" -> "PID"*/
/*"CPIMA" -> "FIELD"*/
/*"CPIMA" -> "DIVRING"*/
"CPIMA" -> "MONOGEN"
/*"CPIMA" -> "FRAMALG"*/
/*"CPIMA" -> "FINRALG"*/
/*"CPIMA" -> "FINITE"*/
/*"CPIMA" -> "FFIELDC"*/
/*"CPIMA" -> "FPC"*/
/*"CPIMA" -> "NNI"*/
/*"CPIMA" -> "INT"*/

"CCLASS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=CCLASS"]
/*"CCLASS" -> "SETCAT"*/
/*"CCLASS" -> "BASTYPE"*/
/*"CCLASS" -> "KOERCE"*/
/*"CCLASS" -> "KONVERT"*/
"CCLASS" -> "FSAGG"
/*"CCLASS" -> "DIAGG"*/
/*"CCLASS" -> "DIOPS"*/
/*"CCLASS" -> "BGAGG"*/
/*"CCLASS" -> "HOAGG"*/
/*"CCLASS" -> "AGG"*/
/*"CCLASS" -> "TYPE"*/
/*"CCLASS" -> "EVALAB"*/
/*"CCLASS" -> "IEVALAB"*/
/*"CCLASS" -> "CLAGG"*/
/*"CCLASS" -> "SETAGG"*/
/*"CCLASS" -> "FINITE"*/
/*"CCLASS" -> "ORDFIN"*/
/*"CCLASS" -> "ORDSET"*/
/*"CCLASS" -> "INT"*/
/*"CCLASS" -> "STRING"*/
/*"CCLASS" -> "CHAR"*/
/*"CCLASS" -> "SINT"*/
/*"CCLASS" -> "OUTFORM"*/
/*"CCLASS" -> "LIST"*/
/*"CCLASS" -> "PRIMARR"*/
/*"CCLASS" -> "A1AGG-"*/
/*"CCLASS" -> "ISTRING"*/
/*"CCLASS" -> "SRAGG-"*/
/*"CCLASS" -> "NNI"*/
/*"CCLASS" -> "BOOLEAN"*/
/*"CCLASS" -> "INS"*/
/*"CCLASS" -> "UFD"*/
/*"CCLASS" -> "GCDDOM"*/
/*"CCLASS" -> "INTDOM"*/
/*"CCLASS" -> "COMRING"*/
/*"CCLASS" -> "RING"*/
/*"CCLASS" -> "RNG"*/
/*"CCLASS" -> "ABELGRP"*/
/*"CCLASS" -> "CABMON"*/
/*"CCLASS" -> "ABELMON"*/
/*"CCLASS" -> "ABELSG"*/
/*"CCLASS" -> "SGROUP"*/
/*"CCLASS" -> "MONOID"*/
/*"CCLASS" -> "LMODULE"*/
/*"CCLASS" -> "BMODULE"*/
/*"CCLASS" -> "RMODULE"*/
/*"CCLASS" -> "ALGEBRA"*/
/*"CCLASS" -> "MODULE"*/
/*"CCLASS" -> "ENTIRER"*/
/*"CCLASS" -> "EUCDOM"*/
/*"CCLASS" -> "PID"*/
/*"CCLASS" -> "OINTDOM"*/
/*"CCLASS" -> "ORDRING"*/
/*"CCLASS" -> "OAGROUP"*/
/*"CCLASS" -> "OCAMON"*/
/*"CCLASS" -> "OAMON"*/
/*"CCLASS" -> "OASGP"*/
/*"CCLASS" -> "DIFRING"*/
/*"CCLASS" -> "RETRACT"*/
/*"CCLASS" -> "LINEXP"*/
/*"CCLASS" -> "PATMAB"*/
/*"CCLASS" -> "CFCAT"*/
/*"CCLASS" -> "REAL"*/
/*"CCLASS" -> "CHARZ"*/
/*"CCLASS" -> "STEP"*/
/*"CCLASS" -> "OM"*/
/*"CCLASS" -> "FLAGG-"*/
/*"CCLASS" -> "LNAGG-"*/
/*"CCLASS" -> "BTAGG"*/
/*"CCLASS" -> "LOGIC"*/
/*"CCLASS" -> "A1AGG"*/
/*"CCLASS" -> "FLAGG"*/
/*"CCLASS" -> "LNAGG"*/
/*"CCLASS" -> "IXAGG"*/
/*"CCLASS" -> "ELTAGG"*/
/*"CCLASS" -> "ELTAB"*/

"FSAGG2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FSAGG2"]
/*"FSAGG2" -> "SETCAT"*/
/*"FSAGG2" -> "BASTYPE"*/
/*"FSAGG2" -> "KOERCE"*/
"FSAGG2" -> "FSAGG"
/*"FSAGG2" -> "DIAGG"*/
/*"FSAGG2" -> "DIOPS"*/
/*"FSAGG2" -> "BGAGG"*/
/*"FSAGG2" -> "HOAGG"*/
/*"FSAGG2" -> "AGG"*/
/*"FSAGG2" -> "TYPE"*/
/*"FSAGG2" -> "EVALAB"*/
/*"FSAGG2" -> "IEVALAB"*/
/*"FSAGG2" -> "CLAGG"*/
/*"FSAGG2" -> "KONVERT"*/
/*"FSAGG2" -> "SETAGG"*/
/*"FSAGG2" -> "FINITE"*/

"GALFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GALFACT"]
/*"GALFACT" -> "UPOLYC"*/
/*"GALFACT" -> "POLYCAT"*/
/*"GALFACT" -> "PDRING"*/
/*"GALFACT" -> "RING"*/
/*"GALFACT" -> "RNG"*/
/*"GALFACT" -> "ABELGRP"*/
/*"GALFACT" -> "CABMON"*/
/*"GALFACT" -> "ABELMON"*/
/*"GALFACT" -> "ABELSG"*/
/*"GALFACT" -> "SETCAT"*/
/*"GALFACT" -> "BASTYPE"*/
/*"GALFACT" -> "KOERCE"*/
/*"GALFACT" -> "SGROUP"*/
/*"GALFACT" -> "MONOID"*/
/*"GALFACT" -> "LMODULE"*/
/*"GALFACT" -> "FAMR"*/
/*"GALFACT" -> "AMR"*/
/*"GALFACT" -> "BMODULE"*/
/*"GALFACT" -> "RMODULE"*/
/*"GALFACT" -> "COMRING"*/
/*"GALFACT" -> "ALGEBRA"*/
/*"GALFACT" -> "MODULE"*/
/*"GALFACT" -> "CHARZ"*/
/*"GALFACT" -> "CHARNZ"*/
/*"GALFACT" -> "INTDOM"*/
/*"GALFACT" -> "ENTIRER"*/
/*"GALFACT" -> "FRETRCT"*/
/*"GALFACT" -> "RETRACT"*/
/*"GALFACT" -> "EVALAB"*/
/*"GALFACT" -> "IEVALAB"*/
/*"GALFACT" -> "FLINEXP"*/
/*"GALFACT" -> "LINEXP"*/
/*"GALFACT" -> "ORDSET"*/
/*"GALFACT" -> "KONVERT"*/
/*"GALFACT" -> "PATMAB"*/
/*"GALFACT" -> "GCDDOM"*/
/*"GALFACT" -> "PFECAT"*/
/*"GALFACT" -> "UFD"*/
/*"GALFACT" -> "ELTAB"*/
/*"GALFACT" -> "DIFRING"*/
/*"GALFACT" -> "DIFEXT"*/
/*"GALFACT" -> "STEP"*/
/*"GALFACT" -> "EUCDOM"*/
/*"GALFACT" -> "PID"*/
/*"GALFACT" -> "FIELD"*/
/*"GALFACT" -> "DIVRING"*/
/*"GALFACT" -> "BOOLEAN"*/
/*"GALFACT" -> "INS"*/
/*"GALFACT" -> "OINTDOM"*/
/*"GALFACT" -> "ORDRING"*/
/*"GALFACT" -> "OAGROUP"*/
/*"GALFACT" -> "OCAMON"*/
/*"GALFACT" -> "OAMON"*/
/*"GALFACT" -> "OASGP"*/
/*"GALFACT" -> "CFCAT"*/
/*"GALFACT" -> "REAL"*/
/*"GALFACT" -> "OM"*/
/*"GALFACT" -> "INT"*/
/*"GALFACT" -> "INS-"*/
/*"GALFACT" -> "EUCDOM-"*/
/*"GALFACT" -> "UFD-"*/
/*"GALFACT" -> "GCDDOM-"*/
/*"GALFACT" -> "INTDOM-"*/
/*"GALFACT" -> "PI"*/
/*"GALFACT" -> "NNI"*/
/*"GALFACT" -> "OAMONS"*/
"GALFACT" -> "FSAGG"
/*"GALFACT" -> "DIAGG"*/
/*"GALFACT" -> "DIOPS"*/
/*"GALFACT" -> "BGAGG"*/
/*"GALFACT" -> "HOAGG"*/
/*"GALFACT" -> "AGG"*/
/*"GALFACT" -> "TYPE"*/
/*"GALFACT" -> "CLAGG"*/
/*"GALFACT" -> "SETAGG"*/
/*"GALFACT" -> "FINITE"*/
/*"GALFACT" -> "SINT"*/
/*"GALFACT" -> "LIST"*/
/*"GALFACT" -> "ILIST"*/
/*"GALFACT" -> "ALGEBRA-"*/
/*"GALFACT" -> "DIFRING-"*/
/*"GALFACT" -> "ORDRING-"*/
/*"GALFACT" -> "MODULE-"*/
/*"GALFACT" -> "RING-"*/
/*"GALFACT" -> "ABELGRP-"*/
/*"GALFACT" -> "ABELMON-"*/
/*"GALFACT" -> "FPS"*/
/*"GALFACT" -> "RNS"*/
/*"GALFACT" -> "RADCAT"*/
/*"GALFACT" -> "TRANFUN"*/
/*"GALFACT" -> "TRIGCAT"*/
/*"GALFACT" -> "ATRIG"*/
/*"GALFACT" -> "HYPCAT"*/
/*"GALFACT" -> "AHYP"*/
/*"GALFACT" -> "ELEMFUN"*/
/*"GALFACT" -> "LSAGG"*/
/*"GALFACT" -> "STAGG"*/
/*"GALFACT" -> "URAGG"*/
/*"GALFACT" -> "RCAGG"*/
/*"GALFACT" -> "LNAGG"*/
/*"GALFACT" -> "IXAGG"*/
/*"GALFACT" -> "ELTAGG"*/
/*"GALFACT" -> "FLAGG"*/
/*"GALFACT" -> "ELAGG"*/
/*"GALFACT" -> "LSAGG-"*/
/*"GALFACT" -> "STAGG-"*/
/*"GALFACT" -> "ELAGG-"*/
/*"GALFACT" -> "FLAGG-"*/
/*"GALFACT" -> "URAGG-"*/
/*"GALFACT" -> "LNAGG-"*/
/*"GALFACT" -> "RCAGG-"*/
/*"GALFACT" -> "IXAGG-"*/
/*"GALFACT" -> "MONOID-"*/
/*"GALFACT" -> "ORDSET-"*/
/*"GALFACT" -> "ABELSG-"*/
/*"GALFACT" -> "SGROUP-"*/
/*"GALFACT" -> "CLAGG-"*/
/*"GALFACT" -> "HOAGG-"*/
/*"GALFACT" -> "AGG-"*/
/*"GALFACT" -> "ELTAGG-"*/
/*"GALFACT" -> "SETCAT-"*/
/*"GALFACT" -> "BASTYPE-"*/

"IALGFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IALGFACT"]
/*"IALGFACT" -> "FIELD"*/
/*"IALGFACT" -> "EUCDOM"*/
/*"IALGFACT" -> "PID"*/
/*"IALGFACT" -> "GCDDOM"*/
/*"IALGFACT" -> "INTDOM"*/
/*"IALGFACT" -> "COMRING"*/
/*"IALGFACT" -> "RING"*/
/*"IALGFACT" -> "RNG"*/
/*"IALGFACT" -> "ABELGRP"*/
/*"IALGFACT" -> "CABMON"*/
/*"IALGFACT" -> "ABELMON"*/
/*"IALGFACT" -> "ABELSG"*/
/*"IALGFACT" -> "SETCAT"*/
/*"IALGFACT" -> "BASTYPE"*/
/*"IALGFACT" -> "KOERCE"*/
/*"IALGFACT" -> "SGROUP"*/
/*"IALGFACT" -> "MONOID"*/
/*"IALGFACT" -> "LMODULE"*/
/*"IALGFACT" -> "BMODULE"*/
/*"IALGFACT" -> "RMODULE"*/
/*"IALGFACT" -> "ALGEBRA"*/
/*"IALGFACT" -> "MODULE"*/
/*"IALGFACT" -> "ENTIRER"*/
/*"IALGFACT" -> "UFD"*/
/*"IALGFACT" -> "DIVRING"*/
/*"IALGFACT" -> "UPOLYC"*/
/*"IALGFACT" -> "POLYCAT"*/
/*"IALGFACT" -> "PDRING"*/
/*"IALGFACT" -> "FAMR"*/
/*"IALGFACT" -> "AMR"*/
/*"IALGFACT" -> "CHARZ"*/
/*"IALGFACT" -> "CHARNZ"*/
/*"IALGFACT" -> "FRETRCT"*/
/*"IALGFACT" -> "RETRACT"*/
/*"IALGFACT" -> "EVALAB"*/
/*"IALGFACT" -> "IEVALAB"*/
/*"IALGFACT" -> "FLINEXP"*/
/*"IALGFACT" -> "LINEXP"*/
/*"IALGFACT" -> "ORDSET"*/
/*"IALGFACT" -> "KONVERT"*/
/*"IALGFACT" -> "PATMAB"*/
/*"IALGFACT" -> "PFECAT"*/
/*"IALGFACT" -> "ELTAB"*/
/*"IALGFACT" -> "DIFRING"*/
/*"IALGFACT" -> "DIFEXT"*/
/*"IALGFACT" -> "STEP"*/
"IALGFACT" -> "MONOGEN"
/*"IALGFACT" -> "FRAMALG"*/
/*"IALGFACT" -> "FINRALG"*/
/*"IALGFACT" -> "FINITE"*/
/*"IALGFACT" -> "FFIELDC"*/
/*"IALGFACT" -> "FPC"*/
/*"IALGFACT" -> "NNI"*/
/*"IALGFACT" -> "INT"*/
/*"IALGFACT" -> "LSAGG"*/
/*"IALGFACT" -> "STAGG"*/
/*"IALGFACT" -> "URAGG"*/
/*"IALGFACT" -> "RCAGG"*/
/*"IALGFACT" -> "HOAGG"*/
/*"IALGFACT" -> "AGG"*/
/*"IALGFACT" -> "TYPE"*/
/*"IALGFACT" -> "LNAGG"*/
/*"IALGFACT" -> "IXAGG"*/
/*"IALGFACT" -> "ELTAGG"*/
/*"IALGFACT" -> "CLAGG"*/
/*"IALGFACT" -> "FLAGG"*/
/*"IALGFACT" -> "ELAGG"*/
/*"IALGFACT" -> "OM"*/
/*"IALGFACT" -> "LIST"*/
/*"IALGFACT" -> "ILIST"*/

"IBACHIN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IBACHIN"]
/*"IBACHIN" -> "FFIELDC"*/
/*"IBACHIN" -> "FPC"*/
/*"IBACHIN" -> "FIELD"*/
/*"IBACHIN" -> "EUCDOM"*/
/*"IBACHIN" -> "PID"*/
/*"IBACHIN" -> "GCDDOM"*/
/*"IBACHIN" -> "INTDOM"*/
/*"IBACHIN" -> "COMRING"*/
/*"IBACHIN" -> "RING"*/
/*"IBACHIN" -> "RNG"*/
/*"IBACHIN" -> "ABELGRP"*/
/*"IBACHIN" -> "CABMON"*/
/*"IBACHIN" -> "ABELMON"*/
/*"IBACHIN" -> "ABELSG"*/
/*"IBACHIN" -> "SETCAT"*/
/*"IBACHIN" -> "BASTYPE"*/
/*"IBACHIN" -> "KOERCE"*/
/*"IBACHIN" -> "SGROUP"*/
/*"IBACHIN" -> "MONOID"*/
/*"IBACHIN" -> "LMODULE"*/
/*"IBACHIN" -> "BMODULE"*/
/*"IBACHIN" -> "RMODULE"*/
/*"IBACHIN" -> "ALGEBRA"*/
/*"IBACHIN" -> "MODULE"*/
/*"IBACHIN" -> "ENTIRER"*/
/*"IBACHIN" -> "UFD"*/
/*"IBACHIN" -> "DIVRING"*/
/*"IBACHIN" -> "CHARNZ"*/
/*"IBACHIN" -> "FINITE"*/
/*"IBACHIN" -> "STEP"*/
/*"IBACHIN" -> "DIFRING"*/
/*"IBACHIN" -> "UPOLYC"*/
/*"IBACHIN" -> "POLYCAT"*/
/*"IBACHIN" -> "PDRING"*/
/*"IBACHIN" -> "FAMR"*/
/*"IBACHIN" -> "AMR"*/
/*"IBACHIN" -> "CHARZ"*/
/*"IBACHIN" -> "FRETRCT"*/
/*"IBACHIN" -> "RETRACT"*/
/*"IBACHIN" -> "EVALAB"*/
/*"IBACHIN" -> "IEVALAB"*/
/*"IBACHIN" -> "FLINEXP"*/
/*"IBACHIN" -> "LINEXP"*/
/*"IBACHIN" -> "ORDSET"*/
/*"IBACHIN" -> "KONVERT"*/
/*"IBACHIN" -> "PATMAB"*/
/*"IBACHIN" -> "PFECAT"*/
/*"IBACHIN" -> "ELTAB"*/
/*"IBACHIN" -> "DIFEXT"*/
/*"IBACHIN" -> "SINT"*/
/*"IBACHIN" -> "NNI"*/
/*"IBACHIN" -> "INT"*/
/*"IBACHIN" -> "LIST"*/
/*"IBACHIN" -> "ILIST"*/
/*"IBACHIN" -> "LSAGG-"*/
/*"IBACHIN" -> "LSAGG"*/
/*"IBACHIN" -> "STAGG"*/
/*"IBACHIN" -> "URAGG"*/
/*"IBACHIN" -> "RCAGG"*/
/*"IBACHIN" -> "HOAGG"*/
/*"IBACHIN" -> "AGG"*/
/*"IBACHIN" -> "TYPE"*/
/*"IBACHIN" -> "LNAGG"*/
/*"IBACHIN" -> "IXAGG"*/
/*"IBACHIN" -> "ELTAGG"*/
/*"IBACHIN" -> "CLAGG"*/
/*"IBACHIN" -> "FLAGG"*/
/*"IBACHIN" -> "ELAGG"*/
/*"IBACHIN" -> "OM"*/
/*"IBACHIN" -> "PI"*/
"IBACHIN" -> "MONOGEN"
/*"IBACHIN" -> "FRAMALG"*/
/*"IBACHIN" -> "FINRALG"*/
/*"IBACHIN" -> "BOOLEAN"*/
/*"IBACHIN" -> "STAGG-"*/
/*"IBACHIN" -> "VECTCAT"*/
/*"IBACHIN" -> "A1AGG"*/

"ISTRING" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ISTRING",
          shape=ellipse]
/*"ISTRING" -> "SRAGG"*/
/*"ISTRING" -> "A1AGG"*/
/*"ISTRING" -> "FLAGG"*/
/*"ISTRING" -> "LNAGG"*/
/*"ISTRING" -> "IXAGG"*/
/*"ISTRING" -> "HOAGG"*/
/*"ISTRING" -> "AGG"*/
/*"ISTRING" -> "TYPE"*/
/*"ISTRING" -> "SETCAT"*/
/*"ISTRING" -> "BASTYPE"*/
/*"ISTRING" -> "KOERCE"*/
/*"ISTRING" -> "EVALAB"*/
/*"ISTRING" -> "IEVALAB"*/
/*"ISTRING" -> "ELTAGG"*/
/*"ISTRING" -> "ELTAB"*/
/*"ISTRING" -> "CLAGG"*/
/*"ISTRING" -> "KONVERT"*/
/*"ISTRING" -> "ORDSET"*/
/*"ISTRING" -> "INT"*/
/*"ISTRING" -> "STRING"*/
/*"ISTRING" -> "CHAR"*/
/*"ISTRING" -> "SINT"*/
/*"ISTRING" -> "OUTFORM"*/
/*"ISTRING" -> "LIST"*/
/*"ISTRING" -> "PRIMARR"*/
/*"ISTRING" -> "A1AGG-"*/
/*"ISTRING" -> "ISTRING"*/
/*"ISTRING" -> "INS"*/
/*"ISTRING" -> "UFD"*/
/*"ISTRING" -> "GCDDOM"*/
/*"ISTRING" -> "INTDOM"*/
/*"ISTRING" -> "COMRING"*/
/*"ISTRING" -> "RING"*/
/*"ISTRING" -> "RNG"*/
/*"ISTRING" -> "ABELGRP"*/
/*"ISTRING" -> "CABMON"*/
/*"ISTRING" -> "ABELMON"*/
/*"ISTRING" -> "ABELSG"*/
/*"ISTRING" -> "SGROUP"*/
/*"ISTRING" -> "MONOID"*/
/*"ISTRING" -> "LMODULE"*/
/*"ISTRING" -> "BMODULE"*/
/*"ISTRING" -> "RMODULE"*/
/*"ISTRING" -> "ALGEBRA"*/
/*"ISTRING" -> "MODULE"*/
/*"ISTRING" -> "ENTIRER"*/
/*"ISTRING" -> "EUCDOM"*/
/*"ISTRING" -> "PID"*/
/*"ISTRING" -> "OINTDOM"*/
/*"ISTRING" -> "ORDRING"*/
/*"ISTRING" -> "OAGROUP"*/
/*"ISTRING" -> "OCAMON"*/
/*"ISTRING" -> "OAMON"*/
/*"ISTRING" -> "OASGP"*/
/*"ISTRING" -> "DIFRING"*/
/*"ISTRING" -> "RETRACT"*/
/*"ISTRING" -> "LINEXP"*/
/*"ISTRING" -> "PATMAB"*/
/*"ISTRING" -> "CFCAT"*/
/*"ISTRING" -> "REAL"*/
/*"ISTRING" -> "CHARZ"*/
/*"ISTRING" -> "STEP"*/
/*"ISTRING" -> "OM"*/
/*"ISTRING" -> "NNI"*/
/*"ISTRING" -> "BOOLEAN"*/
"ISTRING" -> "FSAGG"
/*"ISTRING" -> "DIAGG"*/
/*"ISTRING" -> "DIOPS"*/
/*"ISTRING" -> "BGAGG"*/
/*"ISTRING" -> "SETAGG"*/
/*"ISTRING" -> "FINITE"*/
/*"ISTRING" -> "ORDFIN"*/
/*"ISTRING" -> "ILIST"*/
/*"ISTRING" -> "LSAGG-"*/
/*"ISTRING" -> "STAGG-"*/
/*"ISTRING" -> "ELAGG-"*/
/*"ISTRING" -> "FLAGG-"*/
/*"ISTRING" -> "URAGG-"*/
/*"ISTRING" -> "LNAGG-"*/
/*"ISTRING" -> "RCAGG-"*/
/*"ISTRING" -> "IXAGG-"*/
/*"ISTRING" -> "CLAGG-"*/
/*"ISTRING" -> "HOAGG-"*/
/*"ISTRING" -> "ORDSET-"*/
/*"ISTRING" -> "AGG-"*/
/*"ISTRING" -> "ELTAGG-"*/
/*"ISTRING" -> "SETCAT-"*/
/*"ISTRING" -> "BASTYPE-"*/
/*"ISTRING" -> "LSAGG"*/
/*"ISTRING" -> "STAGG"*/
/*"ISTRING" -> "URAGG"*/
/*"ISTRING" -> "RCAGG"*/
/*"ISTRING" -> "ELAGG"*/

"MMLFORM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MMLFORM"]
/*"MMLFORM" -> "SETCAT"*/
/*"MMLFORM" -> "BASTYPE"*/
/*"MMLFORM" -> "KOERCE"*/
/*"MMLFORM" -> "INT"*/
/*"MMLFORM" -> "NNI"*/
/*"MMLFORM" -> "STRING"*/
/*"MMLFORM" -> "CHAR"*/
/*"MMLFORM" -> "SINT"*/
/*"MMLFORM" -> "OUTFORM"*/
/*"MMLFORM" -> "LIST"*/
/*"MMLFORM" -> "PRIMARR"*/
/*"MMLFORM" -> "A1AGG-"*/
/*"MMLFORM" -> "ISTRING"*/
/*"MMLFORM" -> "ILIST"*/
/*"MMLFORM" -> "LSAGG"*/
/*"MMLFORM" -> "STAGG"*/
/*"MMLFORM" -> "URAGG"*/
/*"MMLFORM" -> "RCAGG"*/
/*"MMLFORM" -> "HOAGG"*/
/*"MMLFORM" -> "AGG"*/
/*"MMLFORM" -> "TYPE"*/
/*"MMLFORM" -> "EVALAB"*/
/*"MMLFORM" -> "IEVALAB"*/
/*"MMLFORM" -> "LNAGG"*/
/*"MMLFORM" -> "IXAGG"*/
/*"MMLFORM" -> "ELTAGG"*/
/*"MMLFORM" -> "ELTAB"*/
/*"MMLFORM" -> "CLAGG"*/
/*"MMLFORM" -> "KONVERT"*/
/*"MMLFORM" -> "FLAGG"*/
/*"MMLFORM" -> "ORDSET"*/
/*"MMLFORM" -> "ELAGG"*/
/*"MMLFORM" -> "OM"*/
/*"MMLFORM" -> "STRICAT"*/
/*"MMLFORM" -> "SRAGG"*/
/*"MMLFORM" -> "A1AGG"*/
/*"MMLFORM" -> "PI"*/
"MMLFORM" -> "FSAGG"
/*"MMLFORM" -> "DIAGG"*/
/*"MMLFORM" -> "DIOPS"*/
/*"MMLFORM" -> "BGAGG"*/
/*"MMLFORM" -> "SETAGG"*/
/*"MMLFORM" -> "FINITE"*/
/*"MMLFORM" -> "ORDFIN"*/
/*"MMLFORM" -> "BOOLEAN"*/
/*"MMLFORM" -> "LSAGG-"*/
/*"MMLFORM" -> "STAGG-"*/
/*"MMLFORM" -> "ELAGG-"*/
/*"MMLFORM" -> "FLAGG-"*/
/*"MMLFORM" -> "URAGG-"*/
/*"MMLFORM" -> "SRAGG-"*/

"NORMMA" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NORMMA"]
/*"NORMMA" -> "GCDDOM"*/
/*"NORMMA" -> "INTDOM"*/
/*"NORMMA" -> "COMRING"*/
/*"NORMMA" -> "RING"*/
/*"NORMMA" -> "RNG"*/
/*"NORMMA" -> "ABELGRP"*/
/*"NORMMA" -> "CABMON"*/
/*"NORMMA" -> "ABELMON"*/
/*"NORMMA" -> "ABELSG"*/
/*"NORMMA" -> "SETCAT"*/
/*"NORMMA" -> "BASTYPE"*/
/*"NORMMA" -> "KOERCE"*/
/*"NORMMA" -> "SGROUP"*/
/*"NORMMA" -> "MONOID"*/
/*"NORMMA" -> "LMODULE"*/
/*"NORMMA" -> "BMODULE"*/
/*"NORMMA" -> "RMODULE"*/
/*"NORMMA" -> "ALGEBRA"*/
/*"NORMMA" -> "MODULE"*/
/*"NORMMA" -> "ENTIRER"*/
/*"NORMMA" -> "UPOLYC"*/
/*"NORMMA" -> "POLYCAT"*/
/*"NORMMA" -> "PDRING"*/
/*"NORMMA" -> "FAMR"*/
/*"NORMMA" -> "AMR"*/
/*"NORMMA" -> "CHARZ"*/
/*"NORMMA" -> "CHARNZ"*/
/*"NORMMA" -> "FRETRCT"*/
/*"NORMMA" -> "RETRACT"*/
/*"NORMMA" -> "EVALAB"*/
/*"NORMMA" -> "IEVALAB"*/
/*"NORMMA" -> "FLINEXP"*/
/*"NORMMA" -> "LINEXP"*/
/*"NORMMA" -> "ORDSET"*/
/*"NORMMA" -> "KONVERT"*/
/*"NORMMA" -> "PATMAB"*/
/*"NORMMA" -> "PFECAT"*/
/*"NORMMA" -> "UFD"*/
/*"NORMMA" -> "ELTAB"*/
/*"NORMMA" -> "DIFRING"*/
/*"NORMMA" -> "DIFEXT"*/
/*"NORMMA" -> "STEP"*/
/*"NORMMA" -> "EUCDOM"*/
/*"NORMMA" -> "PID"*/
/*"NORMMA" -> "FIELD"*/
/*"NORMMA" -> "DIVRING"*/
"NORMMA" -> "MONOGEN"
/*"NORMMA" -> "FRAMALG"*/
/*"NORMMA" -> "FINRALG"*/
/*"NORMMA" -> "FINITE"*/
/*"NORMMA" -> "FFIELDC"*/
/*"NORMMA" -> "FPC"*/

"ODERED" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODERED"]
/*"ODERED" -> "FIELD"*/
/*"ODERED" -> "EUCDOM"*/
/*"ODERED" -> "PID"*/
/*"ODERED" -> "GCDDOM"*/
/*"ODERED" -> "INTDOM"*/
/*"ODERED" -> "COMRING"*/
/*"ODERED" -> "RING"*/
/*"ODERED" -> "RNG"*/
/*"ODERED" -> "ABELGRP"*/
/*"ODERED" -> "CABMON"*/
/*"ODERED" -> "ABELMON"*/
/*"ODERED" -> "ABELSG"*/
/*"ODERED" -> "SETCAT"*/
/*"ODERED" -> "BASTYPE"*/
/*"ODERED" -> "KOERCE"*/
/*"ODERED" -> "SGROUP"*/
/*"ODERED" -> "MONOID"*/
/*"ODERED" -> "LMODULE"*/
/*"ODERED" -> "BMODULE"*/
/*"ODERED" -> "RMODULE"*/
/*"ODERED" -> "ALGEBRA"*/
/*"ODERED" -> "MODULE"*/
/*"ODERED" -> "ENTIRER"*/
/*"ODERED" -> "UFD"*/
/*"ODERED" -> "DIVRING"*/
/*"ODERED" -> "LODOCAT"*/
/*"ODERED" -> "OREPCAT"*/
/*"ODERED" -> "FRETRCT"*/
/*"ODERED" -> "RETRACT"*/
/*"ODERED" -> "ELTAB"*/
/*"ODERED" -> "UPOLYC"*/
/*"ODERED" -> "POLYCAT"*/
/*"ODERED" -> "PDRING"*/
/*"ODERED" -> "FAMR"*/
/*"ODERED" -> "AMR"*/
/*"ODERED" -> "CHARZ"*/
/*"ODERED" -> "CHARNZ"*/
/*"ODERED" -> "EVALAB"*/
/*"ODERED" -> "IEVALAB"*/
/*"ODERED" -> "FLINEXP"*/
/*"ODERED" -> "LINEXP"*/
/*"ODERED" -> "ORDSET"*/
/*"ODERED" -> "KONVERT"*/
/*"ODERED" -> "PATMAB"*/
/*"ODERED" -> "PFECAT"*/
/*"ODERED" -> "DIFRING"*/
/*"ODERED" -> "DIFEXT"*/
/*"ODERED" -> "STEP"*/
"ODERED" -> "MONOGEN"
/*"ODERED" -> "FRAMALG"*/
/*"ODERED" -> "FINRALG"*/
/*"ODERED" -> "FINITE"*/
/*"ODERED" -> "FFIELDC"*/
/*"ODERED" -> "FPC"*/
/*"ODERED" -> "VECTCAT"*/
/*"ODERED" -> "A1AGG"*/
/*"ODERED" -> "FLAGG"*/
/*"ODERED" -> "LNAGG"*/
/*"ODERED" -> "IXAGG"*/
/*"ODERED" -> "HOAGG"*/
/*"ODERED" -> "AGG"*/
/*"ODERED" -> "TYPE"*/
/*"ODERED" -> "ELTAGG"*/
/*"ODERED" -> "CLAGG"*/
/*"ODERED" -> "NNI"*/
/*"ODERED" -> "INT"*/
/*"ODERED" -> "SINT"*/
/*"ODERED" -> "PI"*/

"OMSAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=OMSAGG"]
/*"OMSAGG" -> "ORDSET"*/
/*"OMSAGG" -> "SETCAT"*/
/*"OMSAGG" -> "BASTYPE"*/
/*"OMSAGG" -> "KOERCE"*/
"OMSAGG" -> "MSETAGG"
/*"OMSAGG" -> "MDAGG"*/
/*"OMSAGG" -> "DIOPS"*/
/*"OMSAGG" -> "BGAGG"*/
/*"OMSAGG" -> "HOAGG"*/
/*"OMSAGG" -> "AGG"*/
/*"OMSAGG" -> "TYPE"*/
/*"OMSAGG" -> "EVALAB"*/
/*"OMSAGG" -> "IEVALAB"*/
/*"OMSAGG" -> "CLAGG"*/
/*"OMSAGG" -> "KONVERT"*/
/*"OMSAGG" -> "SETAGG"*/
/*"OMSAGG" -> "PRQAGG"*/

"PERM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PERM"]
/*"PERM" -> "PERMCAT"*/
/*"PERM" -> "GROUP"*/
/*"PERM" -> "MONOID"*/
/*"PERM" -> "SGROUP"*/
/*"PERM" -> "SETCAT"*/
/*"PERM" -> "BASTYPE"*/
/*"PERM" -> "KOERCE"*/
/*"PERM" -> "ORDSET"*/
/*"PERM" -> "FINITE"*/
/*"PERM" -> "INT"*/
/*"PERM" -> "BOOLEAN"*/
/*"PERM" -> "LIST"*/
/*"PERM" -> "ILIST"*/
/*"PERM" -> "INS"*/
/*"PERM" -> "UFD"*/
/*"PERM" -> "GCDDOM"*/
/*"PERM" -> "INTDOM"*/
/*"PERM" -> "COMRING"*/
/*"PERM" -> "RING"*/
/*"PERM" -> "RNG"*/
/*"PERM" -> "ABELGRP"*/
/*"PERM" -> "CABMON"*/
/*"PERM" -> "ABELMON"*/
/*"PERM" -> "ABELSG"*/
/*"PERM" -> "LMODULE"*/
/*"PERM" -> "BMODULE"*/
/*"PERM" -> "RMODULE"*/
/*"PERM" -> "ALGEBRA"*/
/*"PERM" -> "MODULE"*/
/*"PERM" -> "ENTIRER"*/
/*"PERM" -> "EUCDOM"*/
/*"PERM" -> "PID"*/
/*"PERM" -> "OINTDOM"*/
/*"PERM" -> "ORDRING"*/
/*"PERM" -> "OAGROUP"*/
/*"PERM" -> "OCAMON"*/
/*"PERM" -> "OAMON"*/
/*"PERM" -> "OASGP"*/
/*"PERM" -> "DIFRING"*/
/*"PERM" -> "KONVERT"*/
/*"PERM" -> "RETRACT"*/
/*"PERM" -> "LINEXP"*/
/*"PERM" -> "PATMAB"*/
/*"PERM" -> "CFCAT"*/
/*"PERM" -> "REAL"*/
/*"PERM" -> "CHARZ"*/
/*"PERM" -> "STEP"*/
/*"PERM" -> "OM"*/
/*"PERM" -> "LSAGG-"*/
/*"PERM" -> "STAGG-"*/
/*"PERM" -> "ELAGG-"*/
/*"PERM" -> "FLAGG-"*/
/*"PERM" -> "URAGG-"*/
/*"PERM" -> "LNAGG-"*/
/*"PERM" -> "SINT"*/
/*"PERM" -> "LSAGG"*/
/*"PERM" -> "STAGG"*/
/*"PERM" -> "URAGG"*/
/*"PERM" -> "RCAGG"*/
/*"PERM" -> "HOAGG"*/
/*"PERM" -> "AGG"*/
/*"PERM" -> "TYPE"*/
/*"PERM" -> "EVALAB"*/
/*"PERM" -> "IEVALAB"*/
/*"PERM" -> "LNAGG"*/
/*"PERM" -> "IXAGG"*/
/*"PERM" -> "ELTAGG"*/
/*"PERM" -> "ELTAB"*/
/*"PERM" -> "CLAGG"*/
/*"PERM" -> "FLAGG"*/
/*"PERM" -> "ELAGG"*/
/*"PERM" -> "VECTOR"*/
/*"PERM" -> "IVECTOR"*/
/*"PERM" -> "IARRAY1"*/
"PERM" -> "FSAGG"
/*"PERM" -> "DIAGG"*/
/*"PERM" -> "DIOPS"*/
/*"PERM" -> "BGAGG"*/
/*"PERM" -> "SETAGG"*/
/*"PERM" -> "NNI"*/
/*"PERM" -> "INS-"*/
/*"PERM" -> "EUCDOM-"*/
/*"PERM" -> "UFD-"*/
/*"PERM" -> "GCDDOM-"*/
/*"PERM" -> "RCAGG-"*/
/*"PERM" -> "IXAGG-"*/
/*"PERM" -> "CLAGG-"*/
/*"PERM" -> "HOAGG-"*/
/*"PERM" -> "ORDSET-"*/
/*"PERM" -> "AGG-"*/
/*"PERM" -> "ELTAGG-"*/
/*"PERM" -> "SETCAT-"*/
/*"PERM" -> "BASTYPE-"*/
/*"PERM" -> "VECTCAT-"*/
/*"PERM" -> "A1AGG-"*/
/*"PERM" -> "PI"*/

"PERMGRP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PERMGRP"]
/*"PERMGRP" -> "SETCAT"*/
/*"PERMGRP" -> "BASTYPE"*/
/*"PERMGRP" -> "KOERCE"*/
/*"PERMGRP" -> "NNI"*/
/*"PERMGRP" -> "INT"*/
/*"PERMGRP" -> "BOOLEAN"*/
/*"PERMGRP" -> "LIST"*/
/*"PERMGRP" -> "ILIST"*/
/*"PERMGRP" -> "SINT"*/
/*"PERMGRP" -> "INS"*/
/*"PERMGRP" -> "UFD"*/
/*"PERMGRP" -> "GCDDOM"*/
/*"PERMGRP" -> "INTDOM"*/
/*"PERMGRP" -> "COMRING"*/
/*"PERMGRP" -> "RING"*/
/*"PERMGRP" -> "RNG"*/
/*"PERMGRP" -> "ABELGRP"*/
/*"PERMGRP" -> "CABMON"*/
/*"PERMGRP" -> "ABELMON"*/
/*"PERMGRP" -> "ABELSG"*/
/*"PERMGRP" -> "SGROUP"*/
/*"PERMGRP" -> "MONOID"*/
/*"PERMGRP" -> "LMODULE"*/
/*"PERMGRP" -> "BMODULE"*/
/*"PERMGRP" -> "RMODULE"*/
/*"PERMGRP" -> "ALGEBRA"*/
/*"PERMGRP" -> "MODULE"*/
/*"PERMGRP" -> "ENTIRER"*/
/*"PERMGRP" -> "EUCDOM"*/
/*"PERMGRP" -> "PID"*/
/*"PERMGRP" -> "OINTDOM"*/
/*"PERMGRP" -> "ORDRING"*/
/*"PERMGRP" -> "OAGROUP"*/
/*"PERMGRP" -> "OCAMON"*/
/*"PERMGRP" -> "OAMON"*/
/*"PERMGRP" -> "OASGP"*/
/*"PERMGRP" -> "ORDSET"*/
/*"PERMGRP" -> "DIFRING"*/
/*"PERMGRP" -> "KONVERT"*/
/*"PERMGRP" -> "RETRACT"*/
/*"PERMGRP" -> "LINEXP"*/
/*"PERMGRP" -> "PATMAB"*/
/*"PERMGRP" -> "CFCAT"*/
/*"PERMGRP" -> "REAL"*/
/*"PERMGRP" -> "CHARZ"*/
/*"PERMGRP" -> "STEP"*/
/*"PERMGRP" -> "OM"*/
/*"PERMGRP" -> "LSAGG-"*/
/*"PERMGRP" -> "STAGG-"*/
/*"PERMGRP" -> "ELAGG-"*/
/*"PERMGRP" -> "FLAGG-"*/
/*"PERMGRP" -> "URAGG-"*/
/*"PERMGRP" -> "LNAGG-"*/
/*"PERMGRP" -> "LSAGG"*/
/*"PERMGRP" -> "STAGG"*/
/*"PERMGRP" -> "URAGG"*/
/*"PERMGRP" -> "RCAGG"*/
/*"PERMGRP" -> "HOAGG"*/
/*"PERMGRP" -> "AGG"*/
/*"PERMGRP" -> "TYPE"*/
/*"PERMGRP" -> "EVALAB"*/
/*"PERMGRP" -> "IEVALAB"*/
/*"PERMGRP" -> "LNAGG"*/
/*"PERMGRP" -> "IXAGG"*/
/*"PERMGRP" -> "ELTAGG"*/
/*"PERMGRP" -> "ELTAB"*/
/*"PERMGRP" -> "CLAGG"*/
/*"PERMGRP" -> "FLAGG"*/
/*"PERMGRP" -> "ELAGG"*/
/*"PERMGRP" -> "OAMONS"*/
/*"PERMGRP" -> "RCAGG-"*/
/*"PERMGRP" -> "IXAGG-"*/
/*"PERMGRP" -> "CLAGG-"*/
/*"PERMGRP" -> "HOAGG-"*/
/*"PERMGRP" -> "ORDSET-"*/
/*"PERMGRP" -> "AGG-"*/
/*"PERMGRP" -> "ELTAGG-"*/
/*"PERMGRP" -> "SETCAT-"*/
/*"PERMGRP" -> "BASTYPE-"*/
/*"PERMGRP" -> "VECTOR"*/
/*"PERMGRP" -> "IVECTOR"*/
/*"PERMGRP" -> "IARRAY1"*/
/*"PERMGRP" -> "VECTCAT-"*/
/*"PERMGRP" -> "A1AGG-"*/
/*"PERMGRP" -> "VECTCAT"*/
/*"PERMGRP" -> "A1AGG"*/
"PERMGRP" -> "FSAGG"
/*"PERMGRP" -> "DIAGG"*/
/*"PERMGRP" -> "DIOPS"*/
/*"PERMGRP" -> "BGAGG"*/
/*"PERMGRP" -> "SETAGG"*/
/*"PERMGRP" -> "FINITE"*/
/*"PERMGRP" -> "PI"*/
/*"PERMGRP" -> "PERMCAT"*/
/*"PERMGRP" -> "GROUP"*/

"PRIMES" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PRIMES"]
/*"PRIMES" -> "INS"*/
/*"PRIMES" -> "UFD"*/
/*"PRIMES" -> "GCDDOM"*/
/*"PRIMES" -> "INTDOM"*/
/*"PRIMES" -> "COMRING"*/
/*"PRIMES" -> "RING"*/
/*"PRIMES" -> "RNG"*/
/*"PRIMES" -> "ABELGRP"*/
/*"PRIMES" -> "CABMON"*/
/*"PRIMES" -> "ABELMON"*/
/*"PRIMES" -> "ABELSG"*/
/*"PRIMES" -> "SETCAT"*/
/*"PRIMES" -> "BASTYPE"*/
/*"PRIMES" -> "KOERCE"*/
/*"PRIMES" -> "SGROUP"*/
/*"PRIMES" -> "MONOID"*/
/*"PRIMES" -> "LMODULE"*/
/*"PRIMES" -> "BMODULE"*/
/*"PRIMES" -> "RMODULE"*/
/*"PRIMES" -> "ALGEBRA"*/
/*"PRIMES" -> "MODULE"*/
/*"PRIMES" -> "ENTIRER"*/
/*"PRIMES" -> "EUCDOM"*/
/*"PRIMES" -> "PID"*/
/*"PRIMES" -> "OINTDOM"*/
/*"PRIMES" -> "ORDRING"*/
/*"PRIMES" -> "OAGROUP"*/
/*"PRIMES" -> "OCAMON"*/
/*"PRIMES" -> "OAMON"*/
/*"PRIMES" -> "OASGP"*/
/*"PRIMES" -> "ORDSET"*/
/*"PRIMES" -> "DIFRING"*/
/*"PRIMES" -> "KONVERT"*/
/*"PRIMES" -> "RETRACT"*/
/*"PRIMES" -> "LINEXP"*/
/*"PRIMES" -> "PATMAB"*/
/*"PRIMES" -> "CFCAT"*/
/*"PRIMES" -> "REAL"*/
/*"PRIMES" -> "CHARZ"*/
/*"PRIMES" -> "STEP"*/
/*"PRIMES" -> "PI"*/
/*"PRIMES" -> "NNI"*/
/*"PRIMES" -> "INT"*/
/*"PRIMES" -> "MONOID-"*/
/*"PRIMES" -> "ABELSG-"*/
/*"PRIMES" -> "SGROUP-"*/
/*"PRIMES" -> "VECTOR"*/
/*"PRIMES" -> "IVECTOR"*/
/*"PRIMES" -> "IARRAY1"*/
/*"PRIMES" -> "VECTCAT-"*/
/*"PRIMES" -> "A1AGG-"*/
/*"PRIMES" -> "FLAGG-"*/
/*"PRIMES" -> "LNAGG-"*/
/*"PRIMES" -> "IXAGG-"*/
/*"PRIMES" -> "CLAGG-"*/
/*"PRIMES" -> "HOAGG-"*/
/*"PRIMES" -> "ORDSET-"*/
/*"PRIMES" -> "AGG-"*/
/*"PRIMES" -> "ELTAGG-"*/
/*"PRIMES" -> "SETCAT-"*/
/*"PRIMES" -> "BASTYPE-"*/
/*"PRIMES" -> "LIST"*/
/*"PRIMES" -> "ILIST"*/
/*"PRIMES" -> "LSAGG"*/
/*"PRIMES" -> "STAGG"*/
/*"PRIMES" -> "URAGG"*/
/*"PRIMES" -> "RCAGG"*/
/*"PRIMES" -> "HOAGG"*/
/*"PRIMES" -> "AGG"*/
/*"PRIMES" -> "TYPE"*/
/*"PRIMES" -> "EVALAB"*/
/*"PRIMES" -> "IEVALAB"*/
/*"PRIMES" -> "LNAGG"*/
/*"PRIMES" -> "IXAGG"*/
/*"PRIMES" -> "ELTAGG"*/
/*"PRIMES" -> "ELTAB"*/
/*"PRIMES" -> "CLAGG"*/
/*"PRIMES" -> "FLAGG"*/
/*"PRIMES" -> "ELAGG"*/
/*"PRIMES" -> "OM"*/
/*"PRIMES" -> "SINT"*/
/*"PRIMES" -> "BOOLEAN"*/
/*"PRIMES" -> "VECTCAT"*/
/*"PRIMES" -> "A1AGG"*/
"PRIMES" -> "FSAGG"
/*"PRIMES" -> "DIAGG"*/
/*"PRIMES" -> "DIOPS"*/
/*"PRIMES" -> "BGAGG"*/
/*"PRIMES" -> "SETAGG"*/
/*"PRIMES" -> "FINITE"*/
/*"PRIMES" -> "LSAGG-"*/
/*"PRIMES" -> "STAGG-"*/

"PWFFINTB" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PWFFINTB"]
/*"PWFFINTB" -> "FFIELDC"*/
/*"PWFFINTB" -> "FPC"*/
/*"PWFFINTB" -> "FIELD"*/
/*"PWFFINTB" -> "EUCDOM"*/
/*"PWFFINTB" -> "PID"*/
/*"PWFFINTB" -> "GCDDOM"*/
/*"PWFFINTB" -> "INTDOM"*/
/*"PWFFINTB" -> "COMRING"*/
/*"PWFFINTB" -> "RING"*/
/*"PWFFINTB" -> "RNG"*/
/*"PWFFINTB" -> "ABELGRP"*/
/*"PWFFINTB" -> "CABMON"*/
/*"PWFFINTB" -> "ABELMON"*/
/*"PWFFINTB" -> "ABELSG"*/
/*"PWFFINTB" -> "SETCAT"*/
/*"PWFFINTB" -> "BASTYPE"*/
/*"PWFFINTB" -> "KOERCE"*/
/*"PWFFINTB" -> "SGROUP"*/
/*"PWFFINTB" -> "MONOID"*/
/*"PWFFINTB" -> "LMODULE"*/
/*"PWFFINTB" -> "BMODULE"*/
/*"PWFFINTB" -> "RMODULE"*/
/*"PWFFINTB" -> "ALGEBRA"*/
/*"PWFFINTB" -> "MODULE"*/
/*"PWFFINTB" -> "ENTIRER"*/
/*"PWFFINTB" -> "UFD"*/
/*"PWFFINTB" -> "DIVRING"*/
/*"PWFFINTB" -> "CHARNZ"*/
/*"PWFFINTB" -> "FINITE"*/
/*"PWFFINTB" -> "STEP"*/
/*"PWFFINTB" -> "DIFRING"*/
/*"PWFFINTB" -> "UPOLYC"*/
/*"PWFFINTB" -> "POLYCAT"*/
/*"PWFFINTB" -> "PDRING"*/
/*"PWFFINTB" -> "FAMR"*/
/*"PWFFINTB" -> "AMR"*/
/*"PWFFINTB" -> "CHARZ"*/
/*"PWFFINTB" -> "FRETRCT"*/
/*"PWFFINTB" -> "RETRACT"*/
/*"PWFFINTB" -> "EVALAB"*/
/*"PWFFINTB" -> "IEVALAB"*/
/*"PWFFINTB" -> "FLINEXP"*/
/*"PWFFINTB" -> "LINEXP"*/
/*"PWFFINTB" -> "ORDSET"*/
/*"PWFFINTB" -> "KONVERT"*/
/*"PWFFINTB" -> "PATMAB"*/
/*"PWFFINTB" -> "PFECAT"*/
/*"PWFFINTB" -> "ELTAB"*/
/*"PWFFINTB" -> "DIFEXT"*/
"PWFFINTB" -> "MONOGEN"
/*"PWFFINTB" -> "FRAMALG"*/
/*"PWFFINTB" -> "FINRALG"*/
/*"PWFFINTB" -> "QFCAT"*/
/*"PWFFINTB" -> "FEVALAB"*/
/*"PWFFINTB" -> "PATAB"*/
/*"PWFFINTB" -> "FPATMAB"*/
/*"PWFFINTB" -> "TYPE"*/
/*"PWFFINTB" -> "OINTDOM"*/
/*"PWFFINTB" -> "ORDRING"*/
/*"PWFFINTB" -> "OAGROUP"*/
/*"PWFFINTB" -> "OCAMON"*/
/*"PWFFINTB" -> "OAMON"*/
/*"PWFFINTB" -> "OASGP"*/
/*"PWFFINTB" -> "REAL"*/
/*"PWFFINTB" -> "OM"*/
/*"PWFFINTB" -> "INT"*/
/*"PWFFINTB" -> "LIST"*/
/*"PWFFINTB" -> "ILIST"*/
/*"PWFFINTB" -> "LSAGG-"*/
/*"PWFFINTB" -> "STAGG-"*/
/*"PWFFINTB" -> "LSAGG"*/
/*"PWFFINTB" -> "STAGG"*/
/*"PWFFINTB" -> "URAGG"*/
/*"PWFFINTB" -> "RCAGG"*/
/*"PWFFINTB" -> "HOAGG"*/
/*"PWFFINTB" -> "AGG"*/
/*"PWFFINTB" -> "LNAGG"*/
/*"PWFFINTB" -> "IXAGG"*/
/*"PWFFINTB" -> "ELTAGG"*/
/*"PWFFINTB" -> "CLAGG"*/
/*"PWFFINTB" -> "FLAGG"*/
/*"PWFFINTB" -> "ELAGG"*/
/*"PWFFINTB" -> "PI"*/
/*"PWFFINTB" -> "NNI"*/
/*"PWFFINTB" -> "INS"*/
/*"PWFFINTB" -> "CFCAT"*/
/*"PWFFINTB" -> "VECTCAT"*/
/*"PWFFINTB" -> "A1AGG"*/

"RDIST" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RDIST"]
/*"RDIST" -> "SETCAT"*/
/*"RDIST" -> "BASTYPE"*/
/*"RDIST" -> "KOERCE"*/
/*"RDIST" -> "INS"*/
/*"RDIST" -> "UFD"*/
/*"RDIST" -> "GCDDOM"*/
/*"RDIST" -> "INTDOM"*/
/*"RDIST" -> "COMRING"*/
/*"RDIST" -> "RING"*/
/*"RDIST" -> "RNG"*/
/*"RDIST" -> "ABELGRP"*/
/*"RDIST" -> "CABMON"*/
/*"RDIST" -> "ABELMON"*/
/*"RDIST" -> "ABELSG"*/
/*"RDIST" -> "SGROUP"*/
/*"RDIST" -> "MONOID"*/
/*"RDIST" -> "LMODULE"*/
/*"RDIST" -> "BMODULE"*/
/*"RDIST" -> "RMODULE"*/
/*"RDIST" -> "ALGEBRA"*/
/*"RDIST" -> "MODULE"*/
/*"RDIST" -> "ENTIRER"*/
/*"RDIST" -> "EUCDOM"*/
/*"RDIST" -> "PID"*/
/*"RDIST" -> "OINTDOM"*/
/*"RDIST" -> "ORDRING"*/
/*"RDIST" -> "OAGROUP"*/
/*"RDIST" -> "OCAMON"*/
/*"RDIST" -> "OAMON"*/
/*"RDIST" -> "OASGP"*/
/*"RDIST" -> "ORDSET"*/
/*"RDIST" -> "DIFRING"*/
/*"RDIST" -> "KONVERT"*/
/*"RDIST" -> "RETRACT"*/
/*"RDIST" -> "LINEXP"*/
/*"RDIST" -> "PATMAB"*/
/*"RDIST" -> "CFCAT"*/
/*"RDIST" -> "REAL"*/
/*"RDIST" -> "CHARZ"*/
/*"RDIST" -> "STEP"*/
/*"RDIST" -> "LSAGG"*/
/*"RDIST" -> "STAGG"*/
/*"RDIST" -> "URAGG"*/
/*"RDIST" -> "RCAGG"*/
/*"RDIST" -> "HOAGG"*/
/*"RDIST" -> "AGG"*/
/*"RDIST" -> "TYPE"*/
/*"RDIST" -> "EVALAB"*/
/*"RDIST" -> "IEVALAB"*/
/*"RDIST" -> "LNAGG"*/
/*"RDIST" -> "IXAGG"*/
/*"RDIST" -> "ELTAGG"*/
/*"RDIST" -> "ELTAB"*/
/*"RDIST" -> "CLAGG"*/
/*"RDIST" -> "FLAGG"*/
/*"RDIST" -> "ELAGG"*/
/*"RDIST" -> "OM"*/
/*"RDIST" -> "VECTCAT"*/
/*"RDIST" -> "A1AGG"*/
"RDIST" -> "FSAGG"
/*"RDIST" -> "DIAGG"*/
/*"RDIST" -> "DIOPS"*/
/*"RDIST" -> "BGAGG"*/
/*"RDIST" -> "SETAGG"*/
/*"RDIST" -> "FINITE"*/

"SAE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SAE"]
/*"SAE" -> "UPOLYC"*/
/*"SAE" -> "POLYCAT"*/
/*"SAE" -> "PDRING"*/
/*"SAE" -> "RING"*/
/*"SAE" -> "RNG"*/
/*"SAE" -> "ABELGRP"*/
/*"SAE" -> "CABMON"*/
/*"SAE" -> "ABELMON"*/
/*"SAE" -> "ABELSG"*/
/*"SAE" -> "SETCAT"*/
/*"SAE" -> "BASTYPE"*/
/*"SAE" -> "KOERCE"*/
/*"SAE" -> "SGROUP"*/
/*"SAE" -> "MONOID"*/
/*"SAE" -> "LMODULE"*/
/*"SAE" -> "FAMR"*/
/*"SAE" -> "AMR"*/
/*"SAE" -> "BMODULE"*/
/*"SAE" -> "RMODULE"*/
/*"SAE" -> "COMRING"*/
/*"SAE" -> "ALGEBRA"*/
/*"SAE" -> "MODULE"*/
/*"SAE" -> "CHARZ"*/
/*"SAE" -> "CHARNZ"*/
/*"SAE" -> "INTDOM"*/
/*"SAE" -> "ENTIRER"*/
/*"SAE" -> "FRETRCT"*/
/*"SAE" -> "RETRACT"*/
/*"SAE" -> "EVALAB"*/
/*"SAE" -> "IEVALAB"*/
/*"SAE" -> "FLINEXP"*/
/*"SAE" -> "LINEXP"*/
/*"SAE" -> "ORDSET"*/
/*"SAE" -> "KONVERT"*/
/*"SAE" -> "PATMAB"*/
/*"SAE" -> "GCDDOM"*/
/*"SAE" -> "PFECAT"*/
/*"SAE" -> "UFD"*/
/*"SAE" -> "ELTAB"*/
/*"SAE" -> "DIFRING"*/
/*"SAE" -> "DIFEXT"*/
/*"SAE" -> "STEP"*/
/*"SAE" -> "EUCDOM"*/
/*"SAE" -> "PID"*/
/*"SAE" -> "FIELD"*/
/*"SAE" -> "DIVRING"*/
"SAE" -> "MONOGEN"
/*"SAE" -> "FRAMALG"*/
/*"SAE" -> "FINRALG"*/
/*"SAE" -> "FINITE"*/
/*"SAE" -> "FFIELDC"*/
/*"SAE" -> "FPC"*/
/*"SAE" -> "NNI"*/
/*"SAE" -> "INT"*/
/*"SAE" -> "BOOLEAN"*/
/*"SAE" -> "SINT"*/
/*"SAE" -> "VECTOR"*/
/*"SAE" -> "IVECTOR"*/
/*"SAE" -> "IARRAY1"*/
/*"SAE" -> "VECTCAT-"*/
/*"SAE" -> "A1AGG-"*/
/*"SAE" -> "FLAGG-"*/
/*"SAE" -> "LNAGG-"*/
/*"SAE" -> "IXAGG-"*/
/*"SAE" -> "CLAGG-"*/
/*"SAE" -> "HOAGG-"*/
/*"SAE" -> "ORDSET-"*/
/*"SAE" -> "AGG-"*/
/*"SAE" -> "ELTAGG-"*/
/*"SAE" -> "SETCAT-"*/
/*"SAE" -> "BASTYPE-"*/
/*"SAE" -> "VECTCAT"*/
/*"SAE" -> "A1AGG"*/
/*"SAE" -> "FLAGG"*/
/*"SAE" -> "LNAGG"*/
/*"SAE" -> "IXAGG"*/
/*"SAE" -> "HOAGG"*/
/*"SAE" -> "AGG"*/
/*"SAE" -> "TYPE"*/
/*"SAE" -> "ELTAGG"*/
/*"SAE" -> "CLAGG"*/
/*"SAE" -> "QFCAT"*/
/*"SAE" -> "FEVALAB"*/
/*"SAE" -> "PATAB"*/
/*"SAE" -> "FPATMAB"*/
/*"SAE" -> "OINTDOM"*/
/*"SAE" -> "ORDRING"*/
/*"SAE" -> "OAGROUP"*/
/*"SAE" -> "OCAMON"*/
/*"SAE" -> "OAMON"*/
/*"SAE" -> "OASGP"*/
/*"SAE" -> "REAL"*/
/*"SAE" -> "PI"*/
/*"SAE" -> "INS"*/
/*"SAE" -> "CFCAT"*/
/*"SAE" -> "OAMONS"*/

"SAEFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SAEFACT"]
/*"SAEFACT" -> "UPOLYC"*/
/*"SAEFACT" -> "POLYCAT"*/
/*"SAEFACT" -> "PDRING"*/
/*"SAEFACT" -> "RING"*/
/*"SAEFACT" -> "RNG"*/
/*"SAEFACT" -> "ABELGRP"*/
/*"SAEFACT" -> "CABMON"*/
/*"SAEFACT" -> "ABELMON"*/
/*"SAEFACT" -> "ABELSG"*/
/*"SAEFACT" -> "SETCAT"*/
/*"SAEFACT" -> "BASTYPE"*/
/*"SAEFACT" -> "KOERCE"*/
/*"SAEFACT" -> "SGROUP"*/
/*"SAEFACT" -> "MONOID"*/
/*"SAEFACT" -> "LMODULE"*/
/*"SAEFACT" -> "FAMR"*/
/*"SAEFACT" -> "AMR"*/
/*"SAEFACT" -> "BMODULE"*/
/*"SAEFACT" -> "RMODULE"*/
/*"SAEFACT" -> "COMRING"*/
/*"SAEFACT" -> "ALGEBRA"*/
/*"SAEFACT" -> "MODULE"*/
/*"SAEFACT" -> "CHARZ"*/
/*"SAEFACT" -> "CHARNZ"*/
/*"SAEFACT" -> "INTDOM"*/
/*"SAEFACT" -> "ENTIRER"*/
/*"SAEFACT" -> "FRETRCT"*/
/*"SAEFACT" -> "RETRACT"*/
/*"SAEFACT" -> "EVALAB"*/
/*"SAEFACT" -> "IEVALAB"*/
/*"SAEFACT" -> "FLINEXP"*/
/*"SAEFACT" -> "LINEXP"*/
/*"SAEFACT" -> "ORDSET"*/
/*"SAEFACT" -> "KONVERT"*/
/*"SAEFACT" -> "PATMAB"*/
/*"SAEFACT" -> "GCDDOM"*/
/*"SAEFACT" -> "PFECAT"*/
/*"SAEFACT" -> "UFD"*/
/*"SAEFACT" -> "ELTAB"*/
/*"SAEFACT" -> "DIFRING"*/
/*"SAEFACT" -> "DIFEXT"*/
/*"SAEFACT" -> "STEP"*/
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/*"SAEFACT" -> "PID"*/
/*"SAEFACT" -> "FIELD"*/
/*"SAEFACT" -> "DIVRING"*/
"SAEFACT" -> "MONOGEN"
/*"SAEFACT" -> "FRAMALG"*/
/*"SAEFACT" -> "FINRALG"*/
/*"SAEFACT" -> "FINITE"*/
/*"SAEFACT" -> "FFIELDC"*/
/*"SAEFACT" -> "FPC"*/
/*"SAEFACT" -> "INS"*/
/*"SAEFACT" -> "OINTDOM"*/
/*"SAEFACT" -> "ORDRING"*/
/*"SAEFACT" -> "OAGROUP"*/
/*"SAEFACT" -> "OCAMON"*/
/*"SAEFACT" -> "OAMON"*/
/*"SAEFACT" -> "OASGP"*/
/*"SAEFACT" -> "CFCAT"*/
/*"SAEFACT" -> "REAL"*/
/*"SAEFACT" -> "QFCAT"*/
/*"SAEFACT" -> "FEVALAB"*/
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"SAERFFC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SAERFFC"]
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/*"SAERFFC" -> "RNG"*/
/*"SAERFFC" -> "ABELGRP"*/
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/*"SAERFFC" -> "ABELSG"*/
/*"SAERFFC" -> "SETCAT"*/
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/*"SAERFFC" -> "ALGEBRA"*/
/*"SAERFFC" -> "MODULE"*/
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/*"SAERFFC" -> "INTDOM"*/
/*"SAERFFC" -> "ENTIRER"*/
/*"SAERFFC" -> "FRETRCT"*/
/*"SAERFFC" -> "RETRACT"*/
/*"SAERFFC" -> "EVALAB"*/
/*"SAERFFC" -> "IEVALAB"*/
/*"SAERFFC" -> "FLINEXP"*/
/*"SAERFFC" -> "LINEXP"*/
/*"SAERFFC" -> "ORDSET"*/
/*"SAERFFC" -> "KONVERT"*/
/*"SAERFFC" -> "PATMAB"*/
/*"SAERFFC" -> "GCDDOM"*/
/*"SAERFFC" -> "PFECAT"*/
/*"SAERFFC" -> "UFD"*/
/*"SAERFFC" -> "ELTAB"*/
/*"SAERFFC" -> "DIFRING"*/
/*"SAERFFC" -> "DIFEXT"*/
/*"SAERFFC" -> "STEP"*/
/*"SAERFFC" -> "EUCDOM"*/
/*"SAERFFC" -> "PID"*/
/*"SAERFFC" -> "FIELD"*/
/*"SAERFFC" -> "DIVRING"*/
"SAERFFC" -> "MONOGEN"
/*"SAERFFC" -> "FRAMALG"*/
/*"SAERFFC" -> "FINRALG"*/
/*"SAERFFC" -> "FINITE"*/
/*"SAERFFC" -> "FFIELDC"*/
/*"SAERFFC" -> "FPC"*/
/*"SAERFFC" -> "INS"*/
/*"SAERFFC" -> "OINTDOM"*/
/*"SAERFFC" -> "ORDRING"*/
/*"SAERFFC" -> "OAGROUP"*/
/*"SAERFFC" -> "OCAMON"*/
/*"SAERFFC" -> "OAMON"*/
/*"SAERFFC" -> "OASGP"*/
/*"SAERFFC" -> "CFCAT"*/
/*"SAERFFC" -> "REAL"*/
/*"SAERFFC" -> "QFCAT"*/
/*"SAERFFC" -> "FEVALAB"*/
/*"SAERFFC" -> "PATAB"*/
/*"SAERFFC" -> "FPATMAB"*/
/*"SAERFFC" -> "TYPE"*/

"SGCF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SGCF"]
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/*"SGCF" -> "SINT"*/
/*"SGCF" -> "NNI"*/
/*"SGCF" -> "LIST"*/
/*"SGCF" -> "ILIST"*/
/*"SGCF" -> "LSAGG-"*/
/*"SGCF" -> "VECTOR"*/
/*"SGCF" -> "IVECTOR"*/
/*"SGCF" -> "IARRAY1"*/
/*"SGCF" -> "BOOLEAN"*/
/*"SGCF" -> "STAGG-"*/
/*"SGCF" -> "VECTCAT"*/
/*"SGCF" -> "A1AGG"*/
/*"SGCF" -> "FLAGG"*/
/*"SGCF" -> "LNAGG"*/
/*"SGCF" -> "IXAGG"*/
/*"SGCF" -> "HOAGG"*/
/*"SGCF" -> "AGG"*/
/*"SGCF" -> "TYPE"*/
/*"SGCF" -> "SETCAT"*/
/*"SGCF" -> "BASTYPE"*/
/*"SGCF" -> "KOERCE"*/
/*"SGCF" -> "EVALAB"*/
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/*"SGCF" -> "ELTAB"*/
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/*"SGCF" -> "ORDSET"*/
/*"SGCF" -> "VECTCAT-"*/
/*"SGCF" -> "A1AGG-"*/
/*"SGCF" -> "FLAGG-"*/
/*"SGCF" -> "LNAGG-"*/
/*"SGCF" -> "IXAGG-"*/
/*"SGCF" -> "LSAGG"*/
/*"SGCF" -> "STAGG"*/
/*"SGCF" -> "URAGG"*/
/*"SGCF" -> "RCAGG"*/
/*"SGCF" -> "ELAGG"*/
/*"SGCF" -> "OM"*/
/*"SGCF" -> "INS"*/
/*"SGCF" -> "UFD"*/
/*"SGCF" -> "GCDDOM"*/
/*"SGCF" -> "INTDOM"*/
/*"SGCF" -> "COMRING"*/
/*"SGCF" -> "RING"*/
/*"SGCF" -> "RNG"*/
/*"SGCF" -> "ABELGRP"*/
/*"SGCF" -> "CABMON"*/
/*"SGCF" -> "ABELMON"*/
/*"SGCF" -> "ABELSG"*/
/*"SGCF" -> "SGROUP"*/
/*"SGCF" -> "MONOID"*/
/*"SGCF" -> "LMODULE"*/
/*"SGCF" -> "BMODULE"*/
/*"SGCF" -> "RMODULE"*/
/*"SGCF" -> "ALGEBRA"*/
/*"SGCF" -> "MODULE"*/
/*"SGCF" -> "ENTIRER"*/
/*"SGCF" -> "EUCDOM"*/
/*"SGCF" -> "PID"*/
/*"SGCF" -> "OINTDOM"*/
/*"SGCF" -> "ORDRING"*/
/*"SGCF" -> "OAGROUP"*/
/*"SGCF" -> "OCAMON"*/
/*"SGCF" -> "OAMON"*/
/*"SGCF" -> "OASGP"*/
/*"SGCF" -> "DIFRING"*/
/*"SGCF" -> "RETRACT"*/
/*"SGCF" -> "LINEXP"*/
/*"SGCF" -> "PATMAB"*/
/*"SGCF" -> "CFCAT"*/
/*"SGCF" -> "REAL"*/
/*"SGCF" -> "CHARZ"*/
/*"SGCF" -> "STEP"*/
/*"SGCF" -> "ELAGG-"*/
/*"SGCF" -> "URAGG-"*/
"SGCF" -> "FSAGG"
/*"SGCF" -> "DIAGG"*/
/*"SGCF" -> "DIOPS"*/
/*"SGCF" -> "BGAGG"*/
/*"SGCF" -> "SETAGG"*/
/*"SGCF" -> "FINITE"*/

"TBAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=TBAGG"]
"TBAGG" -> "KDAGG"
/*"TBAGG" -> "DIAGG"*/
/*"TBAGG" -> "DIOPS"*/
/*"TBAGG" -> "BGAGG"*/
/*"TBAGG" -> "HOAGG"*/
/*"TBAGG" -> "AGG"*/
/*"TBAGG" -> "TYPE"*/
/*"TBAGG" -> "SETCAT"*/
/*"TBAGG" -> "BASTYPE"*/
/*"TBAGG" -> "KOERCE"*/
/*"TBAGG" -> "EVALAB"*/
/*"TBAGG" -> "IEVALAB"*/
/*"TBAGG" -> "CLAGG"*/
/*"TBAGG" -> "KONVERT"*/
/*"TBAGG" -> "IXAGG"*/
/*"TBAGG" -> "ELTAGG"*/
/*"TBAGG" -> "ELTAB"*/
/*"TBAGG" -> "BOOLEAN"*/
/*"TBAGG" -> "NNI"*/
/*"TBAGG" -> "INT"*/
/*"TBAGG" -> "LIST"*/
/*"TBAGG" -> "ILIST"*/

"TBAGG-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TBAGG"]
"TBAGG-" -> "KDAGG"
/*"TBAGG-" -> "DIAGG"*/
/*"TBAGG-" -> "DIOPS"*/
/*"TBAGG-" -> "BGAGG"*/
/*"TBAGG-" -> "HOAGG"*/
/*"TBAGG-" -> "AGG"*/
/*"TBAGG-" -> "TYPE"*/
/*"TBAGG-" -> "SETCAT"*/
/*"TBAGG-" -> "BASTYPE"*/
/*"TBAGG-" -> "KOERCE"*/
/*"TBAGG-" -> "EVALAB"*/
/*"TBAGG-" -> "IEVALAB"*/
/*"TBAGG-" -> "CLAGG"*/
/*"TBAGG-" -> "KONVERT"*/
/*"TBAGG-" -> "IXAGG"*/
/*"TBAGG-" -> "ELTAGG"*/
/*"TBAGG-" -> "ELTAB"*/
/*"TBAGG-" -> "BOOLEAN"*/
/*"TBAGG-" -> "NNI"*/
/*"TBAGG-" -> "INT"*/
/*"TBAGG-" -> "LIST"*/
/*"TBAGG-" -> "ILIST"*/

"VIEW3D" [color="#88FF44",href="bookvol10.3.pdf#nameddest=VIEW3D"]
/*"VIEW3D" -> "SETCAT"*/
/*"VIEW3D" -> "BASTYPE"*/
/*"VIEW3D" -> "KOERCE"*/
/*"VIEW3D" -> "NNI"*/
/*"VIEW3D" -> "INT"*/
/*"VIEW3D" -> "DFLOAT"*/
/*"VIEW3D" -> "BOOLEAN"*/
/*"VIEW3D" -> "PI"*/
/*"VIEW3D" -> "FPS-"*/
/*"VIEW3D" -> "RNS-"*/
/*"VIEW3D" -> "FIELD-"*/
/*"VIEW3D" -> "EUCDOM-"*/
/*"VIEW3D" -> "UFD-"*/
/*"VIEW3D" -> "GCDDOM-"*/
/*"VIEW3D" -> "DIVRING-"*/
/*"VIEW3D" -> "INTDOM-"*/
/*"VIEW3D" -> "ALGEBRA-"*/
/*"VIEW3D" -> "DIFRING-"*/
/*"VIEW3D" -> "ORDRING-"*/
/*"VIEW3D" -> "MODULE-"*/
/*"VIEW3D" -> "FRAC"*/
/*"VIEW3D" -> "RING-"*/
/*"VIEW3D" -> "ABELGRP-"*/
/*"VIEW3D" -> "ABELMON-"*/
/*"VIEW3D" -> "STRING"*/
/*"VIEW3D" -> "CHAR"*/
/*"VIEW3D" -> "SINT"*/
/*"VIEW3D" -> "OUTFORM"*/
/*"VIEW3D" -> "LIST"*/
/*"VIEW3D" -> "PRIMARR"*/
/*"VIEW3D" -> "A1AGG-"*/
/*"VIEW3D" -> "ISTRING"*/
/*"VIEW3D" -> "ILIST"*/
/*"VIEW3D" -> "LSAGG-"*/
/*"VIEW3D" -> "STAGG-"*/
/*"VIEW3D" -> "FPS"*/
/*"VIEW3D" -> "RNS"*/
/*"VIEW3D" -> "FIELD"*/
/*"VIEW3D" -> "EUCDOM"*/
/*"VIEW3D" -> "PID"*/
/*"VIEW3D" -> "GCDDOM"*/
/*"VIEW3D" -> "INTDOM"*/
/*"VIEW3D" -> "COMRING"*/
/*"VIEW3D" -> "RING"*/
/*"VIEW3D" -> "RNG"*/
/*"VIEW3D" -> "ABELGRP"*/
/*"VIEW3D" -> "CABMON"*/
/*"VIEW3D" -> "ABELMON"*/
/*"VIEW3D" -> "ABELSG"*/
/*"VIEW3D" -> "SGROUP"*/
/*"VIEW3D" -> "MONOID"*/
/*"VIEW3D" -> "LMODULE"*/
/*"VIEW3D" -> "BMODULE"*/
/*"VIEW3D" -> "RMODULE"*/
/*"VIEW3D" -> "ALGEBRA"*/
/*"VIEW3D" -> "MODULE"*/
/*"VIEW3D" -> "ENTIRER"*/
/*"VIEW3D" -> "UFD"*/
/*"VIEW3D" -> "DIVRING"*/
/*"VIEW3D" -> "ORDRING"*/
/*"VIEW3D" -> "OAGROUP"*/
/*"VIEW3D" -> "OCAMON"*/
/*"VIEW3D" -> "OAMON"*/
/*"VIEW3D" -> "OASGP"*/
/*"VIEW3D" -> "ORDSET"*/
/*"VIEW3D" -> "REAL"*/
/*"VIEW3D" -> "KONVERT"*/
/*"VIEW3D" -> "RETRACT"*/
/*"VIEW3D" -> "RADCAT"*/
/*"VIEW3D" -> "PATMAB"*/
/*"VIEW3D" -> "CHARZ"*/
/*"VIEW3D" -> "DIFRING"*/
/*"VIEW3D" -> "OM"*/
"VIEW3D" -> "FSAGG"
/*"VIEW3D" -> "DIAGG"*/
/*"VIEW3D" -> "DIOPS"*/
/*"VIEW3D" -> "BGAGG"*/
/*"VIEW3D" -> "HOAGG"*/
/*"VIEW3D" -> "AGG"*/
/*"VIEW3D" -> "TYPE"*/
/*"VIEW3D" -> "EVALAB"*/
/*"VIEW3D" -> "IEVALAB"*/
/*"VIEW3D" -> "CLAGG"*/
/*"VIEW3D" -> "SETAGG"*/
/*"VIEW3D" -> "FINITE"*/
/*"VIEW3D" -> "LSAGG"*/
/*"VIEW3D" -> "STAGG"*/
/*"VIEW3D" -> "URAGG"*/
/*"VIEW3D" -> "RCAGG"*/
/*"VIEW3D" -> "LNAGG"*/
/*"VIEW3D" -> "IXAGG"*/
/*"VIEW3D" -> "ELTAGG"*/
/*"VIEW3D" -> "ELTAB"*/
/*"VIEW3D" -> "FLAGG"*/
/*"VIEW3D" -> "ELAGG"*/
/*"VIEW3D" -> "ELAGG-"*/
/*"VIEW3D" -> "FLAGG-"*/
/*"VIEW3D" -> "URAGG-"*/
/*"VIEW3D" -> "LNAGG-"*/
/*"VIEW3D" -> "RCAGG-"*/
/*"VIEW3D" -> "IXAGG-"*/
/*"VIEW3D" -> "CLAGG-"*/
/*"VIEW3D" -> "HOAGG-"*/
/*"VIEW3D" -> "ORDSET-"*/
/*"VIEW3D" -> "AGG-"*/
/*"VIEW3D" -> "ELTAGG-"*/
/*"VIEW3D" -> "SETCAT-"*/
/*"VIEW3D" -> "BASTYPE-"*/
/*"VIEW3D" -> "INS"*/
/*"VIEW3D" -> "OINTDOM"*/
/*"VIEW3D" -> "LINEXP"*/
/*"VIEW3D" -> "CFCAT"*/
/*"VIEW3D" -> "STEP"*/
/*"VIEW3D" -> "SRAGG-"*/
/*"VIEW3D" -> "STRICAT"*/
/*"VIEW3D" -> "SRAGG"*/
/*"VIEW3D" -> "A1AGG"*/

"WFFINTBS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=WFFINTBS"]
/*"WFFINTBS" -> "FFIELDC"*/
/*"WFFINTBS" -> "FPC"*/
/*"WFFINTBS" -> "FIELD"*/
/*"WFFINTBS" -> "EUCDOM"*/
/*"WFFINTBS" -> "PID"*/
/*"WFFINTBS" -> "GCDDOM"*/
/*"WFFINTBS" -> "INTDOM"*/
/*"WFFINTBS" -> "COMRING"*/
/*"WFFINTBS" -> "RING"*/
/*"WFFINTBS" -> "RNG"*/
/*"WFFINTBS" -> "ABELGRP"*/
/*"WFFINTBS" -> "CABMON"*/
/*"WFFINTBS" -> "ABELMON"*/
/*"WFFINTBS" -> "ABELSG"*/
/*"WFFINTBS" -> "SETCAT"*/
/*"WFFINTBS" -> "BASTYPE"*/
/*"WFFINTBS" -> "KOERCE"*/
/*"WFFINTBS" -> "SGROUP"*/
/*"WFFINTBS" -> "MONOID"*/
/*"WFFINTBS" -> "LMODULE"*/
/*"WFFINTBS" -> "BMODULE"*/
/*"WFFINTBS" -> "RMODULE"*/
/*"WFFINTBS" -> "ALGEBRA"*/
/*"WFFINTBS" -> "MODULE"*/
/*"WFFINTBS" -> "ENTIRER"*/
/*"WFFINTBS" -> "UFD"*/
/*"WFFINTBS" -> "DIVRING"*/
/*"WFFINTBS" -> "CHARNZ"*/
/*"WFFINTBS" -> "FINITE"*/
/*"WFFINTBS" -> "STEP"*/
/*"WFFINTBS" -> "DIFRING"*/
/*"WFFINTBS" -> "UPOLYC"*/
/*"WFFINTBS" -> "POLYCAT"*/
/*"WFFINTBS" -> "PDRING"*/
/*"WFFINTBS" -> "FAMR"*/
/*"WFFINTBS" -> "AMR"*/
/*"WFFINTBS" -> "CHARZ"*/
/*"WFFINTBS" -> "FRETRCT"*/
/*"WFFINTBS" -> "RETRACT"*/
/*"WFFINTBS" -> "EVALAB"*/
/*"WFFINTBS" -> "IEVALAB"*/
/*"WFFINTBS" -> "FLINEXP"*/
/*"WFFINTBS" -> "LINEXP"*/
/*"WFFINTBS" -> "ORDSET"*/
/*"WFFINTBS" -> "KONVERT"*/
/*"WFFINTBS" -> "PATMAB"*/
/*"WFFINTBS" -> "PFECAT"*/
/*"WFFINTBS" -> "ELTAB"*/
/*"WFFINTBS" -> "DIFEXT"*/
/*"WFFINTBS" -> "FRAMALG"*/
/*"WFFINTBS" -> "FINRALG"*/
/*"WFFINTBS" -> "INT"*/
/*"WFFINTBS" -> "LIST"*/
/*"WFFINTBS" -> "ILIST"*/
/*"WFFINTBS" -> "SINT"*/
/*"WFFINTBS" -> "PI"*/
/*"WFFINTBS" -> "NNI"*/
/*"WFFINTBS" -> "VECTOR"*/
/*"WFFINTBS" -> "IVECTOR"*/
/*"WFFINTBS" -> "IARRAY1"*/
/*"WFFINTBS" -> "VECTCAT"*/
/*"WFFINTBS" -> "A1AGG"*/
/*"WFFINTBS" -> "FLAGG"*/
/*"WFFINTBS" -> "LNAGG"*/
/*"WFFINTBS" -> "IXAGG"*/
/*"WFFINTBS" -> "HOAGG"*/
/*"WFFINTBS" -> "AGG"*/
/*"WFFINTBS" -> "TYPE"*/
/*"WFFINTBS" -> "ELTAGG"*/
/*"WFFINTBS" -> "CLAGG"*/
"WFFINTBS" -> "MONOGEN"

/* layer 15 */
/* depends on: TBAGG */

"ALAGG" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ALAGG",
         shape=ellipse]
"ALAGG" -> "TBAGG"
/*"ALAGG" -> "KDAGG"*/
/*"ALAGG" -> "DIAGG"*/
/*"ALAGG" -> "DIOPS"*/
/*"ALAGG" -> "BGAGG"*/
/*"ALAGG" -> "HOAGG"*/
/*"ALAGG" -> "AGG"*/
/*"ALAGG" -> "TYPE"*/
/*"ALAGG" -> "SETCAT"*/
/*"ALAGG" -> "BASTYPE"*/
/*"ALAGG" -> "KOERCE"*/
/*"ALAGG" -> "EVALAB"*/
/*"ALAGG" -> "IEVALAB"*/
/*"ALAGG" -> "CLAGG"*/
/*"ALAGG" -> "KONVERT"*/
/*"ALAGG" -> "IXAGG"*/
/*"ALAGG" -> "ELTAGG"*/
/*"ALAGG" -> "ELTAB"*/
/*"ALAGG" -> "LSAGG"*/
/*"ALAGG" -> "STAGG"*/
/*"ALAGG" -> "URAGG"*/
/*"ALAGG" -> "RCAGG"*/
/*"ALAGG" -> "LNAGG"*/
/*"ALAGG" -> "FLAGG"*/
/*"ALAGG" -> "ORDSET"*/
/*"ALAGG" -> "ELAGG"*/

"ALIST" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ALIST"]
/*"ALIST" -> "ALAGG"*/
"ALIST" -> "TBAGG"
/*"ALIST" -> "KDAGG"*/
/*"ALIST" -> "DIAGG"*/
/*"ALIST" -> "DIOPS"*/
/*"ALIST" -> "BGAGG"*/
/*"ALIST" -> "HOAGG"*/
/*"ALIST" -> "AGG"*/
/*"ALIST" -> "TYPE"*/
/*"ALIST" -> "SETCAT"*/
/*"ALIST" -> "BASTYPE"*/
/*"ALIST" -> "KOERCE"*/
/*"ALIST" -> "EVALAB"*/
/*"ALIST" -> "IEVALAB"*/
/*"ALIST" -> "CLAGG"*/
/*"ALIST" -> "KONVERT"*/
/*"ALIST" -> "IXAGG"*/
/*"ALIST" -> "ELTAGG"*/
/*"ALIST" -> "ELTAB"*/
/*"ALIST" -> "LSAGG"*/
/*"ALIST" -> "STAGG"*/
/*"ALIST" -> "URAGG"*/
/*"ALIST" -> "RCAGG"*/
/*"ALIST" -> "LNAGG"*/
/*"ALIST" -> "FLAGG"*/
/*"ALIST" -> "ORDSET"*/
/*"ALIST" -> "ELAGG"*/
/*"ALIST" -> "INT"*/
/*"ALIST" -> "LIST"*/
/*"ALIST" -> "ILIST"*/
/*"ALIST" -> "OM"*/
/*"ALIST" -> "INS"*/
/*"ALIST" -> "UFD"*/
/*"ALIST" -> "GCDDOM"*/
/*"ALIST" -> "INTDOM"*/
/*"ALIST" -> "COMRING"*/
/*"ALIST" -> "RING"*/
/*"ALIST" -> "RNG"*/
/*"ALIST" -> "ABELGRP"*/
/*"ALIST" -> "CABMON"*/
/*"ALIST" -> "ABELMON"*/
/*"ALIST" -> "ABELSG"*/
/*"ALIST" -> "SGROUP"*/
/*"ALIST" -> "MONOID"*/
/*"ALIST" -> "LMODULE"*/
/*"ALIST" -> "BMODULE"*/
/*"ALIST" -> "RMODULE"*/
/*"ALIST" -> "ALGEBRA"*/
/*"ALIST" -> "MODULE"*/
/*"ALIST" -> "ENTIRER"*/
/*"ALIST" -> "EUCDOM"*/
/*"ALIST" -> "PID"*/
/*"ALIST" -> "OINTDOM"*/
/*"ALIST" -> "ORDRING"*/
/*"ALIST" -> "OAGROUP"*/
/*"ALIST" -> "OCAMON"*/
/*"ALIST" -> "OAMON"*/
/*"ALIST" -> "OASGP"*/
/*"ALIST" -> "DIFRING"*/
/*"ALIST" -> "RETRACT"*/
/*"ALIST" -> "LINEXP"*/
/*"ALIST" -> "PATMAB"*/
/*"ALIST" -> "CFCAT"*/
/*"ALIST" -> "REAL"*/
/*"ALIST" -> "CHARZ"*/
/*"ALIST" -> "STEP"*/
/*"ALIST" -> "LSAGG-"*/
/*"ALIST" -> "STAGG-"*/
/*"ALIST" -> "ELAGG-"*/
/*"ALIST" -> "FLAGG-"*/
/*"ALIST" -> "URAGG-"*/
/*"ALIST" -> "LNAGG-"*/
/*"ALIST" -> "BOOLEAN"*/
/*"ALIST" -> "STRING"*/
/*"ALIST" -> "CHAR"*/
/*"ALIST" -> "SINT"*/
/*"ALIST" -> "OUTFORM"*/
/*"ALIST" -> "PRIMARR"*/
/*"ALIST" -> "A1AGG-"*/
/*"ALIST" -> "ISTRING"*/

"EQTBL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EQTBL"]
"EQTBL" -> "TBAGG"
/*"EQTBL" -> "KDAGG"*/
/*"EQTBL" -> "DIAGG"*/
/*"EQTBL" -> "DIOPS"*/
/*"EQTBL" -> "BGAGG"*/
/*"EQTBL" -> "HOAGG"*/
/*"EQTBL" -> "AGG"*/
/*"EQTBL" -> "TYPE"*/
/*"EQTBL" -> "SETCAT"*/
/*"EQTBL" -> "BASTYPE"*/
/*"EQTBL" -> "KOERCE"*/
/*"EQTBL" -> "EVALAB"*/
/*"EQTBL" -> "IEVALAB"*/
/*"EQTBL" -> "CLAGG"*/
/*"EQTBL" -> "KONVERT"*/
/*"EQTBL" -> "IXAGG"*/
/*"EQTBL" -> "ELTAGG"*/
/*"EQTBL" -> "ELTAB"*/
/*"EQTBL" -> "ORDSET"*/

"FFIELDC" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FFIELDC",
          shape=ellipse]
/*"FFIELDC" -> "FPC"*/
/*"FFIELDC" -> "FIELD"*/
/*"FFIELDC" -> "EUCDOM"*/
/*"FFIELDC" -> "PID"*/
/*"FFIELDC" -> "GCDDOM"*/
/*"FFIELDC" -> "INTDOM"*/
/*"FFIELDC" -> "COMRING"*/
/*"FFIELDC" -> "RING"*/
/*"FFIELDC" -> "RNG"*/
/*"FFIELDC" -> "ABELGRP"*/
/*"FFIELDC" -> "CABMON"*/
/*"FFIELDC" -> "ABELMON"*/
/*"FFIELDC" -> "ABELSG"*/
/*"FFIELDC" -> "SETCAT"*/
/*"FFIELDC" -> "BASTYPE"*/
/*"FFIELDC" -> "KOERCE"*/
/*"FFIELDC" -> "SGROUP"*/
/*"FFIELDC" -> "MONOID"*/
/*"FFIELDC" -> "LMODULE"*/
/*"FFIELDC" -> "BMODULE"*/
/*"FFIELDC" -> "RMODULE"*/
/*"FFIELDC" -> "ALGEBRA"*/
/*"FFIELDC" -> "MODULE"*/
/*"FFIELDC" -> "ENTIRER"*/
/*"FFIELDC" -> "UFD"*/
/*"FFIELDC" -> "DIVRING"*/
/*"FFIELDC" -> "CHARNZ"*/
/*"FFIELDC" -> "FINITE"*/
/*"FFIELDC" -> "STEP"*/
/*"FFIELDC" -> "DIFRING"*/
/*"FFIELDC" -> "PI"*/
/*"FFIELDC" -> "NNI"*/
/*"FFIELDC" -> "INT"*/
/*"FFIELDC" -> "LIST"*/
/*"FFIELDC" -> "ILIST"*/
/*"FFIELDC" -> "VECTCAT"*/
/*"FFIELDC" -> "A1AGG"*/
/*"FFIELDC" -> "FLAGG"*/
/*"FFIELDC" -> "LNAGG"*/
/*"FFIELDC" -> "IXAGG"*/
/*"FFIELDC" -> "HOAGG"*/
/*"FFIELDC" -> "AGG"*/
/*"FFIELDC" -> "TYPE"*/
/*"FFIELDC" -> "EVALAB"*/
/*"FFIELDC" -> "IEVALAB"*/
/*"FFIELDC" -> "ELTAGG"*/
/*"FFIELDC" -> "ELTAB"*/
/*"FFIELDC" -> "CLAGG"*/
/*"FFIELDC" -> "KONVERT"*/
/*"FFIELDC" -> "ORDSET"*/
/*"FFIELDC" -> "VECTOR"*/
/*"FFIELDC" -> "IVECTOR"*/
/*"FFIELDC" -> "IARRAY1"*/
/*"FFIELDC" -> "VECTCAT-"*/
/*"FFIELDC" -> "A1AGG-"*/
/*"FFIELDC" -> "BOOLEAN"*/
/*"FFIELDC" -> "SINT"*/
/*"FFIELDC" -> "OAMONS"*/
/*"FFIELDC" -> "OCAMON"*/
/*"FFIELDC" -> "OAMON"*/
/*"FFIELDC" -> "OASGP"*/
"FFIELDC" -> "TBAGG"
/*"FFIELDC" -> "KDAGG"*/
/*"FFIELDC" -> "DIAGG"*/
/*"FFIELDC" -> "DIOPS"*/
/*"FFIELDC" -> "BGAGG"*/
/*"FFIELDC" -> "INS-"*/
/*"FFIELDC" -> "INS"*/
/*"FFIELDC" -> "OINTDOM"*/
/*"FFIELDC" -> "ORDRING"*/
/*"FFIELDC" -> "OAGROUP"*/
/*"FFIELDC" -> "RETRACT"*/
/*"FFIELDC" -> "LINEXP"*/
/*"FFIELDC" -> "PATMAB"*/
/*"FFIELDC" -> "CFCAT"*/
/*"FFIELDC" -> "REAL"*/
/*"FFIELDC" -> "CHARZ"*/
/*"FFIELDC" -> "UPOLYC"*/
/*"FFIELDC" -> "POLYCAT"*/
/*"FFIELDC" -> "PDRING"*/
/*"FFIELDC" -> "FAMR"*/
/*"FFIELDC" -> "AMR"*/
/*"FFIELDC" -> "FRETRCT"*/
/*"FFIELDC" -> "FLINEXP"*/
/*"FFIELDC" -> "PFECAT"*/
/*"FFIELDC" -> "DIFEXT"*/

"FFIELDC-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FFIELDC",
          shape=ellipse]
/*"FFIELDC-" -> "FPC"*/
/*"FFIELDC-" -> "FIELD"*/
/*"FFIELDC-" -> "EUCDOM"*/
/*"FFIELDC-" -> "PID"*/
/*"FFIELDC-" -> "GCDDOM"*/
/*"FFIELDC-" -> "INTDOM"*/
/*"FFIELDC-" -> "COMRING"*/
/*"FFIELDC-" -> "RING"*/
/*"FFIELDC-" -> "RNG"*/
/*"FFIELDC-" -> "ABELGRP"*/
/*"FFIELDC-" -> "CABMON"*/
/*"FFIELDC-" -> "ABELMON"*/
/*"FFIELDC-" -> "ABELSG"*/
/*"FFIELDC-" -> "SETCAT"*/
/*"FFIELDC-" -> "BASTYPE"*/
/*"FFIELDC-" -> "KOERCE"*/
/*"FFIELDC-" -> "SGROUP"*/
/*"FFIELDC-" -> "MONOID"*/
/*"FFIELDC-" -> "LMODULE"*/
/*"FFIELDC-" -> "BMODULE"*/
/*"FFIELDC-" -> "RMODULE"*/
/*"FFIELDC-" -> "ALGEBRA"*/
/*"FFIELDC-" -> "MODULE"*/
/*"FFIELDC-" -> "ENTIRER"*/
/*"FFIELDC-" -> "UFD"*/
/*"FFIELDC-" -> "DIVRING"*/
/*"FFIELDC-" -> "CHARNZ"*/
/*"FFIELDC-" -> "FINITE"*/
/*"FFIELDC-" -> "STEP"*/
/*"FFIELDC-" -> "DIFRING"*/
/*"FFIELDC-" -> "PI"*/
/*"FFIELDC-" -> "NNI"*/
/*"FFIELDC-" -> "INT"*/
/*"FFIELDC-" -> "LIST"*/
/*"FFIELDC-" -> "ILIST"*/
/*"FFIELDC-" -> "VECTCAT"*/
/*"FFIELDC-" -> "A1AGG"*/
/*"FFIELDC-" -> "FLAGG"*/
/*"FFIELDC-" -> "LNAGG"*/
/*"FFIELDC-" -> "IXAGG"*/
/*"FFIELDC-" -> "HOAGG"*/
/*"FFIELDC-" -> "AGG"*/
/*"FFIELDC-" -> "TYPE"*/
/*"FFIELDC-" -> "EVALAB"*/
/*"FFIELDC-" -> "IEVALAB"*/
/*"FFIELDC-" -> "ELTAGG"*/
/*"FFIELDC-" -> "ELTAB"*/
/*"FFIELDC-" -> "CLAGG"*/
/*"FFIELDC-" -> "KONVERT"*/
/*"FFIELDC-" -> "ORDSET"*/
/*"FFIELDC-" -> "VECTOR"*/
/*"FFIELDC-" -> "IVECTOR"*/
/*"FFIELDC-" -> "IARRAY1"*/
/*"FFIELDC-" -> "VECTCAT-"*/
/*"FFIELDC-" -> "A1AGG-"*/
/*"FFIELDC-" -> "BOOLEAN"*/
/*"FFIELDC-" -> "SINT"*/
/*"FFIELDC-" -> "OAMONS"*/
/*"FFIELDC-" -> "OCAMON"*/
/*"FFIELDC-" -> "OAMON"*/
/*"FFIELDC-" -> "OASGP"*/
"FFIELDC-" -> "TBAGG"
/*"FFIELDC-" -> "KDAGG"*/
/*"FFIELDC-" -> "DIAGG"*/
/*"FFIELDC-" -> "DIOPS"*/
/*"FFIELDC-" -> "BGAGG"*/
/*"FFIELDC-" -> "INS-"*/
/*"FFIELDC-" -> "INS"*/
/*"FFIELDC-" -> "OINTDOM"*/
/*"FFIELDC-" -> "ORDRING"*/
/*"FFIELDC-" -> "OAGROUP"*/
/*"FFIELDC-" -> "RETRACT"*/
/*"FFIELDC-" -> "LINEXP"*/
/*"FFIELDC-" -> "PATMAB"*/
/*"FFIELDC-" -> "CFCAT"*/
/*"FFIELDC-" -> "REAL"*/
/*"FFIELDC-" -> "CHARZ"*/
/*"FFIELDC-" -> "UPOLYC"*/
/*"FFIELDC-" -> "POLYCAT"*/
/*"FFIELDC-" -> "PDRING"*/
/*"FFIELDC-" -> "FAMR"*/
/*"FFIELDC-" -> "AMR"*/
/*"FFIELDC-" -> "FRETRCT"*/
/*"FFIELDC-" -> "FLINEXP"*/
/*"FFIELDC-" -> "PFECAT"*/
/*"FFIELDC-" -> "DIFEXT"*/

"GSTBL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=GSTBL"]
/*"GSTBL" -> "SETCAT"*/
/*"GSTBL" -> "BASTYPE"*/
/*"GSTBL" -> "KOERCE"*/
"GSTBL" -> "TBAGG"
/*"GSTBL" -> "KDAGG"*/
/*"GSTBL" -> "DIAGG"*/
/*"GSTBL" -> "DIOPS"*/
/*"GSTBL" -> "BGAGG"*/
/*"GSTBL" -> "HOAGG"*/
/*"GSTBL" -> "AGG"*/
/*"GSTBL" -> "TYPE"*/
/*"GSTBL" -> "EVALAB"*/
/*"GSTBL" -> "IEVALAB"*/
/*"GSTBL" -> "CLAGG"*/
/*"GSTBL" -> "KONVERT"*/
/*"GSTBL" -> "IXAGG"*/
/*"GSTBL" -> "ELTAGG"*/
/*"GSTBL" -> "ELTAB"*/
/*"GSTBL" -> "ORDSET"*/

"HASHTBL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=HASHTBL"]
"HASHTBL" -> "TBAGG"
/*"HASHTBL" -> "KDAGG"*/
/*"HASHTBL" -> "DIAGG"*/
/*"HASHTBL" -> "DIOPS"*/
/*"HASHTBL" -> "BGAGG"*/
/*"HASHTBL" -> "HOAGG"*/
/*"HASHTBL" -> "AGG"*/
/*"HASHTBL" -> "TYPE"*/
/*"HASHTBL" -> "SETCAT"*/
/*"HASHTBL" -> "BASTYPE"*/
/*"HASHTBL" -> "KOERCE"*/
/*"HASHTBL" -> "EVALAB"*/
/*"HASHTBL" -> "IEVALAB"*/
/*"HASHTBL" -> "CLAGG"*/
/*"HASHTBL" -> "KONVERT"*/
/*"HASHTBL" -> "IXAGG"*/
/*"HASHTBL" -> "ELTAGG"*/
/*"HASHTBL" -> "ELTAB"*/
/*"HASHTBL" -> "ORDSET"*/

"INTABL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=INTABL"]
"INTABL" -> "TBAGG"
/*"INTABL" -> "KDAGG"*/
/*"INTABL" -> "DIAGG"*/
/*"INTABL" -> "DIOPS"*/
/*"INTABL" -> "BGAGG"*/
/*"INTABL" -> "HOAGG"*/
/*"INTABL" -> "AGG"*/
/*"INTABL" -> "TYPE"*/
/*"INTABL" -> "SETCAT"*/
/*"INTABL" -> "BASTYPE"*/
/*"INTABL" -> "KOERCE"*/
/*"INTABL" -> "EVALAB"*/
/*"INTABL" -> "IEVALAB"*/
/*"INTABL" -> "CLAGG"*/
/*"INTABL" -> "KONVERT"*/
/*"INTABL" -> "IXAGG"*/
/*"INTABL" -> "ELTAGG"*/
/*"INTABL" -> "ELTAB"*/
/*"INTABL" -> "ORDSET"*/

"INTFTBL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=INTFTBL"]
"INTFTBL" -> "TBAGG"
/*"INTFTBL" -> "KDAGG"*/
/*"INTFTBL" -> "DIAGG"*/
/*"INTFTBL" -> "DIOPS"*/
/*"INTFTBL" -> "BGAGG"*/
/*"INTFTBL" -> "HOAGG"*/
/*"INTFTBL" -> "AGG"*/
/*"INTFTBL" -> "TYPE"*/
/*"INTFTBL" -> "SETCAT"*/
/*"INTFTBL" -> "BASTYPE"*/
/*"INTFTBL" -> "KOERCE"*/
/*"INTFTBL" -> "EVALAB"*/
/*"INTFTBL" -> "IEVALAB"*/
/*"INTFTBL" -> "CLAGG"*/
/*"INTFTBL" -> "KONVERT"*/
/*"INTFTBL" -> "IXAGG"*/
/*"INTFTBL" -> "ELTAGG"*/
/*"INTFTBL" -> "ELTAB"*/

"INTPACK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTPACK"]
/*"INTPACK" -> "FPS"*/
/*"INTPACK" -> "RNS"*/
/*"INTPACK" -> "FIELD"*/
/*"INTPACK" -> "EUCDOM"*/
/*"INTPACK" -> "PID"*/
/*"INTPACK" -> "GCDDOM"*/
/*"INTPACK" -> "INTDOM"*/
/*"INTPACK" -> "COMRING"*/
/*"INTPACK" -> "RING"*/
/*"INTPACK" -> "RNG"*/
/*"INTPACK" -> "ABELGRP"*/
/*"INTPACK" -> "CABMON"*/
/*"INTPACK" -> "ABELMON"*/
/*"INTPACK" -> "ABELSG"*/
/*"INTPACK" -> "SETCAT"*/
/*"INTPACK" -> "BASTYPE"*/
/*"INTPACK" -> "KOERCE"*/
/*"INTPACK" -> "SGROUP"*/
/*"INTPACK" -> "MONOID"*/
/*"INTPACK" -> "LMODULE"*/
/*"INTPACK" -> "BMODULE"*/
/*"INTPACK" -> "RMODULE"*/
/*"INTPACK" -> "ALGEBRA"*/
/*"INTPACK" -> "MODULE"*/
/*"INTPACK" -> "ENTIRER"*/
/*"INTPACK" -> "UFD"*/
/*"INTPACK" -> "DIVRING"*/
/*"INTPACK" -> "ORDRING"*/
/*"INTPACK" -> "OAGROUP"*/
/*"INTPACK" -> "OCAMON"*/
/*"INTPACK" -> "OAMON"*/
/*"INTPACK" -> "OASGP"*/
/*"INTPACK" -> "ORDSET"*/
/*"INTPACK" -> "REAL"*/
/*"INTPACK" -> "KONVERT"*/
/*"INTPACK" -> "RETRACT"*/
/*"INTPACK" -> "RADCAT"*/
/*"INTPACK" -> "PATMAB"*/
/*"INTPACK" -> "CHARZ"*/
/*"INTPACK" -> "DIFRING"*/
/*"INTPACK" -> "OM"*/
/*"INTPACK" -> "TRANFUN"*/
/*"INTPACK" -> "TRIGCAT"*/
/*"INTPACK" -> "ATRIG"*/
/*"INTPACK" -> "HYPCAT"*/
/*"INTPACK" -> "AHYP"*/
/*"INTPACK" -> "ELEMFUN"*/
/*"INTPACK" -> "LSAGG"*/
/*"INTPACK" -> "STAGG"*/
/*"INTPACK" -> "URAGG"*/
/*"INTPACK" -> "RCAGG"*/
/*"INTPACK" -> "HOAGG"*/
/*"INTPACK" -> "AGG"*/
/*"INTPACK" -> "TYPE"*/
/*"INTPACK" -> "EVALAB"*/
/*"INTPACK" -> "IEVALAB"*/
/*"INTPACK" -> "LNAGG"*/
/*"INTPACK" -> "IXAGG"*/
/*"INTPACK" -> "ELTAGG"*/
/*"INTPACK" -> "ELTAB"*/
/*"INTPACK" -> "CLAGG"*/
/*"INTPACK" -> "FLAGG"*/
/*"INTPACK" -> "ELAGG"*/
/*"INTPACK" -> "INT"*/
/*"INTPACK" -> "LIST"*/
/*"INTPACK" -> "ILIST"*/
/*"INTPACK" -> "LSAGG-"*/
/*"INTPACK" -> "DFLOAT"*/
/*"INTPACK" -> "SYMBOL"*/
/*"INTPACK" -> "REF"*/
/*"INTPACK" -> "ALIST"*/
/*"INTPACK" -> "STRING"*/
/*"INTPACK" -> "CHAR"*/
/*"INTPACK" -> "SINT"*/
/*"INTPACK" -> "OUTFORM"*/
/*"INTPACK" -> "PRIMARR"*/
/*"INTPACK" -> "A1AGG-"*/
/*"INTPACK" -> "ISTRING"*/
/*"INTPACK" -> "SRAGG-"*/
/*"INTPACK" -> "FLAGG-"*/
/*"INTPACK" -> "LNAGG-"*/
/*"INTPACK" -> "BOOLEAN"*/
/*"INTPACK" -> "STAGG-"*/
"INTPACK" -> "TBAGG"
/*"INTPACK" -> "KDAGG"*/
/*"INTPACK" -> "DIAGG"*/
/*"INTPACK" -> "DIOPS"*/
/*"INTPACK" -> "BGAGG"*/
/*"INTPACK" -> "NNI"*/
/*"INTPACK" -> "INS-"*/
/*"INTPACK" -> "PI"*/
/*"INTPACK" -> "MONOID-"*/
/*"INTPACK" -> "ABELMON-"*/
/*"INTPACK" -> "ORDSET-"*/
/*"INTPACK" -> "SGROUP-"*/
/*"INTPACK" -> "ABELSG-"*/
/*"INTPACK" -> "SETCAT-"*/
/*"INTPACK" -> "BASTYPE-"*/
/*"INTPACK" -> "STRICAT"*/
/*"INTPACK" -> "SRAGG"*/
/*"INTPACK" -> "A1AGG"*/
/*"INTPACK" -> "SPFCAT"*/

"IPF" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IPF"]
/*"IPF" -> "FFIELDC"*/
/*"IPF" -> "FPC"*/
/*"IPF" -> "FIELD"*/
/*"IPF" -> "EUCDOM"*/
/*"IPF" -> "PID"*/
/*"IPF" -> "GCDDOM"*/
/*"IPF" -> "INTDOM"*/
/*"IPF" -> "COMRING"*/
/*"IPF" -> "RING"*/
/*"IPF" -> "RNG"*/
/*"IPF" -> "ABELGRP"*/
/*"IPF" -> "CABMON"*/
/*"IPF" -> "ABELMON"*/
/*"IPF" -> "ABELSG"*/
/*"IPF" -> "SETCAT"*/
/*"IPF" -> "BASTYPE"*/
/*"IPF" -> "KOERCE"*/
/*"IPF" -> "SGROUP"*/
/*"IPF" -> "MONOID"*/
/*"IPF" -> "LMODULE"*/
/*"IPF" -> "BMODULE"*/
/*"IPF" -> "RMODULE"*/
/*"IPF" -> "ALGEBRA"*/
/*"IPF" -> "MODULE"*/
/*"IPF" -> "ENTIRER"*/
/*"IPF" -> "UFD"*/
/*"IPF" -> "DIVRING"*/
/*"IPF" -> "CHARNZ"*/
/*"IPF" -> "FINITE"*/
/*"IPF" -> "STEP"*/
/*"IPF" -> "DIFRING"*/
/*"IPF" -> "FAXF"*/
/*"IPF" -> "XF"*/
/*"IPF" -> "RETRACT"*/
/*"IPF" -> "VSPACE"*/
/*"IPF" -> "CHARZ"*/
/*"IPF" -> "KONVERT"*/
/*"IPF" -> "PI"*/
/*"IPF" -> "NNI"*/
/*"IPF" -> "INT"*/
/*"IPF" -> "LIST"*/
/*"IPF" -> "BOOLEAN"*/
/*"IPF" -> "OAMONS"*/
/*"IPF" -> "OCAMON"*/
/*"IPF" -> "OAMON"*/
/*"IPF" -> "OASGP"*/
/*"IPF" -> "ORDSET"*/
"IPF" -> "TBAGG"
/*"IPF" -> "KDAGG"*/
/*"IPF" -> "DIAGG"*/
/*"IPF" -> "DIOPS"*/
/*"IPF" -> "BGAGG"*/
/*"IPF" -> "HOAGG"*/
/*"IPF" -> "AGG"*/
/*"IPF" -> "TYPE"*/
/*"IPF" -> "EVALAB"*/
/*"IPF" -> "IEVALAB"*/
/*"IPF" -> "CLAGG"*/
/*"IPF" -> "IXAGG"*/
/*"IPF" -> "ELTAGG"*/
/*"IPF" -> "ELTAB"*/
/*"IPF" -> "SINT"*/
/*"IPF" -> "INS-"*/
/*"IPF" -> "ILIST"*/
/*"IPF" -> "INS"*/
/*"IPF" -> "OINTDOM"*/
/*"IPF" -> "ORDRING"*/
/*"IPF" -> "OAGROUP"*/
/*"IPF" -> "LINEXP"*/
/*"IPF" -> "PATMAB"*/
/*"IPF" -> "CFCAT"*/
/*"IPF" -> "REAL"*/
/*"IPF" -> "VECTOR"*/
/*"IPF" -> "IVECTOR"*/
/*"IPF" -> "IARRAY1"*/
/*"IPF" -> "VECTCAT-"*/
/*"IPF" -> "A1AGG-"*/
/*"IPF" -> "FLAGG-"*/
/*"IPF" -> "LNAGG-"*/
/*"IPF" -> "IXAGG-"*/
/*"IPF" -> "CLAGG-"*/
/*"IPF" -> "HOAGG-"*/
/*"IPF" -> "ORDSET-"*/
/*"IPF" -> "AGG-"*/
/*"IPF" -> "ELTAGG-"*/
/*"IPF" -> "SETCAT-"*/
/*"IPF" -> "BASTYPE-"*/

"KAFILE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=KAFILE"]
/*"KAFILE" -> "FILECAT"*/
/*"KAFILE" -> "SETCAT"*/
/*"KAFILE" -> "BASTYPE"*/
/*"KAFILE" -> "KOERCE"*/
"KAFILE" -> "TBAGG"
/*"KAFILE" -> "KDAGG"*/
/*"KAFILE" -> "DIAGG"*/
/*"KAFILE" -> "DIOPS"*/
/*"KAFILE" -> "BGAGG"*/
/*"KAFILE" -> "HOAGG"*/
/*"KAFILE" -> "AGG"*/
/*"KAFILE" -> "TYPE"*/
/*"KAFILE" -> "EVALAB"*/
/*"KAFILE" -> "IEVALAB"*/
/*"KAFILE" -> "CLAGG"*/
/*"KAFILE" -> "KONVERT"*/
/*"KAFILE" -> "IXAGG"*/
/*"KAFILE" -> "ELTAGG"*/
/*"KAFILE" -> "ELTAB"*/
/*"KAFILE" -> "FNCAT"*/
/*"KAFILE" -> "STRING"*/
/*"KAFILE" -> "CHAR"*/
/*"KAFILE" -> "SINT"*/
/*"KAFILE" -> "OUTFORM"*/
/*"KAFILE" -> "LIST"*/
/*"KAFILE" -> "INT"*/
/*"KAFILE" -> "PRIMARR"*/
/*"KAFILE" -> "A1AGG-"*/
/*"KAFILE" -> "ISTRING"*/
/*"KAFILE" -> "LSAGG"*/
/*"KAFILE" -> "STAGG"*/
/*"KAFILE" -> "URAGG"*/
/*"KAFILE" -> "RCAGG"*/
/*"KAFILE" -> "LNAGG"*/
/*"KAFILE" -> "FLAGG"*/
/*"KAFILE" -> "ORDSET"*/
/*"KAFILE" -> "ELAGG"*/
/*"KAFILE" -> "OM"*/
/*"KAFILE" -> "ILIST"*/
/*"KAFILE" -> "LSAGG-"*/
/*"KAFILE" -> "STAGG-"*/
/*"KAFILE" -> "STRICAT"*/
/*"KAFILE" -> "SRAGG"*/
/*"KAFILE" -> "A1AGG"*/
/*"KAFILE" -> "ORDFIN"*/
/*"KAFILE" -> "FINITE"*/

"PATRES" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PATRES"]
/*"PATRES" -> "SETCAT"*/
/*"PATRES" -> "BASTYPE"*/
/*"PATRES" -> "KOERCE"*/
/*"PATRES" -> "ORDSET"*/
/*"PATRES" -> "BOOLEAN"*/
/*"PATRES" -> "ALAGG"*/
"PATRES" -> "TBAGG"
/*"PATRES" -> "KDAGG"*/
/*"PATRES" -> "DIAGG"*/
/*"PATRES" -> "DIOPS"*/
/*"PATRES" -> "BGAGG"*/
/*"PATRES" -> "HOAGG"*/
/*"PATRES" -> "AGG"*/
/*"PATRES" -> "TYPE"*/
/*"PATRES" -> "EVALAB"*/
/*"PATRES" -> "IEVALAB"*/
/*"PATRES" -> "CLAGG"*/
/*"PATRES" -> "KONVERT"*/
/*"PATRES" -> "IXAGG"*/
/*"PATRES" -> "ELTAGG"*/
/*"PATRES" -> "ELTAB"*/
/*"PATRES" -> "LSAGG"*/
/*"PATRES" -> "STAGG"*/
/*"PATRES" -> "URAGG"*/
/*"PATRES" -> "RCAGG"*/
/*"PATRES" -> "LNAGG"*/
/*"PATRES" -> "FLAGG"*/
/*"PATRES" -> "ELAGG"*/
/*"PATRES" -> "INT"*/
/*"PATRES" -> "LIST"*/
/*"PATRES" -> "ILIST"*/

"PDEPACK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PDEPACK"]
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/*"PDEPACK" -> "CHAR"*/
/*"PDEPACK" -> "SINT"*/
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/*"PDEPACK" -> "A1AGG-"*/
/*"PDEPACK" -> "ISTRING"*/
/*"PDEPACK" -> "SRAGG-"*/
/*"PDEPACK" -> "ILIST"*/
"PDEPACK" -> "TBAGG"
/*"PDEPACK" -> "KDAGG"*/
/*"PDEPACK" -> "DIAGG"*/
/*"PDEPACK" -> "DIOPS"*/
/*"PDEPACK" -> "BGAGG"*/
/*"PDEPACK" -> "HOAGG"*/
/*"PDEPACK" -> "AGG"*/
/*"PDEPACK" -> "TYPE"*/
/*"PDEPACK" -> "SETCAT"*/
/*"PDEPACK" -> "BASTYPE"*/
/*"PDEPACK" -> "KOERCE"*/
/*"PDEPACK" -> "EVALAB"*/
/*"PDEPACK" -> "IEVALAB"*/
/*"PDEPACK" -> "CLAGG"*/
/*"PDEPACK" -> "KONVERT"*/
/*"PDEPACK" -> "IXAGG"*/
/*"PDEPACK" -> "ELTAGG"*/
/*"PDEPACK" -> "ELTAB"*/
/*"PDEPACK" -> "NNI"*/
/*"PDEPACK" -> "SYMBOL"*/
/*"PDEPACK" -> "REF"*/
/*"PDEPACK" -> "ALIST"*/
/*"PDEPACK" -> "FLAGG-"*/
/*"PDEPACK" -> "LNAGG-"*/
/*"PDEPACK" -> "INS-"*/
/*"PDEPACK" -> "PI"*/
/*"PDEPACK" -> "FPS"*/
/*"PDEPACK" -> "RNS"*/
/*"PDEPACK" -> "FIELD"*/
/*"PDEPACK" -> "EUCDOM"*/
/*"PDEPACK" -> "PID"*/
/*"PDEPACK" -> "GCDDOM"*/
/*"PDEPACK" -> "INTDOM"*/
/*"PDEPACK" -> "COMRING"*/
/*"PDEPACK" -> "RING"*/
/*"PDEPACK" -> "RNG"*/
/*"PDEPACK" -> "ABELGRP"*/
/*"PDEPACK" -> "CABMON"*/
/*"PDEPACK" -> "ABELMON"*/
/*"PDEPACK" -> "ABELSG"*/
/*"PDEPACK" -> "SGROUP"*/
/*"PDEPACK" -> "MONOID"*/
/*"PDEPACK" -> "LMODULE"*/
/*"PDEPACK" -> "BMODULE"*/
/*"PDEPACK" -> "RMODULE"*/
/*"PDEPACK" -> "ALGEBRA"*/
/*"PDEPACK" -> "MODULE"*/
/*"PDEPACK" -> "ENTIRER"*/
/*"PDEPACK" -> "UFD"*/
/*"PDEPACK" -> "DIVRING"*/
/*"PDEPACK" -> "ORDRING"*/
/*"PDEPACK" -> "OAGROUP"*/
/*"PDEPACK" -> "OCAMON"*/
/*"PDEPACK" -> "OAMON"*/
/*"PDEPACK" -> "OASGP"*/
/*"PDEPACK" -> "ORDSET"*/
/*"PDEPACK" -> "REAL"*/
/*"PDEPACK" -> "RETRACT"*/
/*"PDEPACK" -> "RADCAT"*/
/*"PDEPACK" -> "PATMAB"*/
/*"PDEPACK" -> "CHARZ"*/
/*"PDEPACK" -> "DIFRING"*/
/*"PDEPACK" -> "OM"*/
/*"PDEPACK" -> "TRANFUN"*/
/*"PDEPACK" -> "TRIGCAT"*/
/*"PDEPACK" -> "ATRIG"*/
/*"PDEPACK" -> "HYPCAT"*/
/*"PDEPACK" -> "AHYP"*/
/*"PDEPACK" -> "ELEMFUN"*/

"STBL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=STBL"]
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/*"STBL" -> "BASTYPE"*/
/*"STBL" -> "KOERCE"*/
"STBL" -> "TBAGG"
/*"STBL" -> "KDAGG"*/
/*"STBL" -> "DIAGG"*/
/*"STBL" -> "DIOPS"*/
/*"STBL" -> "BGAGG"*/
/*"STBL" -> "HOAGG"*/
/*"STBL" -> "AGG"*/
/*"STBL" -> "TYPE"*/
/*"STBL" -> "EVALAB"*/
/*"STBL" -> "IEVALAB"*/
/*"STBL" -> "CLAGG"*/
/*"STBL" -> "KONVERT"*/
/*"STBL" -> "IXAGG"*/
/*"STBL" -> "ELTAGG"*/
/*"STBL" -> "ELTAB"*/
/*"STBL" -> "ORDSET"*/

"STRTBL" [color="#88FF44",href="bookvol10.3.pdf#nameddest=STRTBL"]
"STRTBL" -> "TBAGG"
/*"STRTBL" -> "KDAGG"*/
/*"STRTBL" -> "DIAGG"*/
/*"STRTBL" -> "DIOPS"*/
/*"STRTBL" -> "BGAGG"*/
/*"STRTBL" -> "HOAGG"*/
/*"STRTBL" -> "AGG"*/
/*"STRTBL" -> "TYPE"*/
/*"STRTBL" -> "SETCAT"*/
/*"STRTBL" -> "BASTYPE"*/
/*"STRTBL" -> "KOERCE"*/
/*"STRTBL" -> "EVALAB"*/
/*"STRTBL" -> "IEVALAB"*/
/*"STRTBL" -> "CLAGG"*/
/*"STRTBL" -> "KONVERT"*/
/*"STRTBL" -> "IXAGG"*/
/*"STRTBL" -> "ELTAGG"*/
/*"STRTBL" -> "ELTAB"*/
/*"STRTBL" -> "STRICAT"*/
/*"STRTBL" -> "SRAGG"*/
/*"STRTBL" -> "A1AGG"*/
/*"STRTBL" -> "FLAGG"*/
/*"STRTBL" -> "LNAGG"*/
/*"STRTBL" -> "ORDSET"*/
/*"STRTBL" -> "OM"*/
/*"STRTBL" -> "ORDFIN"*/
/*"STRTBL" -> "FINITE"*/

"TABLE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TABLE"]
"TABLE" -> "TBAGG"
/*"TABLE" -> "KDAGG"*/
/*"TABLE" -> "DIAGG"*/
/*"TABLE" -> "DIOPS"*/
/*"TABLE" -> "BGAGG"*/
/*"TABLE" -> "HOAGG"*/
/*"TABLE" -> "AGG"*/
/*"TABLE" -> "TYPE"*/
/*"TABLE" -> "SETCAT"*/
/*"TABLE" -> "BASTYPE"*/
/*"TABLE" -> "KOERCE"*/
/*"TABLE" -> "EVALAB"*/
/*"TABLE" -> "IEVALAB"*/
/*"TABLE" -> "CLAGG"*/
/*"TABLE" -> "KONVERT"*/
/*"TABLE" -> "IXAGG"*/
/*"TABLE" -> "ELTAGG"*/
/*"TABLE" -> "ELTAB"*/
/*"TABLE" -> "ALAGG"*/
/*"TABLE" -> "LSAGG"*/
/*"TABLE" -> "STAGG"*/
/*"TABLE" -> "URAGG"*/
/*"TABLE" -> "RCAGG"*/
/*"TABLE" -> "LNAGG"*/
/*"TABLE" -> "FLAGG"*/
/*"TABLE" -> "ORDSET"*/
/*"TABLE" -> "ELAGG"*/

"TBCMPPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TBCMPPK"]
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/*"TBCMPPK" -> "BOOLEAN"*/
/*"TBCMPPK" -> "NNI"*/
/*"TBCMPPK" -> "INT"*/
/*"TBCMPPK" -> "STRING"*/
/*"TBCMPPK" -> "CHAR"*/
/*"TBCMPPK" -> "SINT"*/
/*"TBCMPPK" -> "OUTFORM"*/
/*"TBCMPPK" -> "LIST"*/
/*"TBCMPPK" -> "PRIMARR"*/
/*"TBCMPPK" -> "A1AGG-"*/
/*"TBCMPPK" -> "ISTRING"*/
"TBCMPPK" -> "TBAGG"
/*"TBCMPPK" -> "KDAGG"*/
/*"TBCMPPK" -> "DIAGG"*/
/*"TBCMPPK" -> "DIOPS"*/
/*"TBCMPPK" -> "BGAGG"*/
/*"TBCMPPK" -> "HOAGG"*/
/*"TBCMPPK" -> "AGG"*/
/*"TBCMPPK" -> "TYPE"*/
/*"TBCMPPK" -> "EVALAB"*/
/*"TBCMPPK" -> "IEVALAB"*/
/*"TBCMPPK" -> "CLAGG"*/
/*"TBCMPPK" -> "KONVERT"*/
/*"TBCMPPK" -> "IXAGG"*/
/*"TBCMPPK" -> "ELTAGG"*/
/*"TBCMPPK" -> "ELTAB"*/

/* layer 16 */
/* depends on: ALIST */

"ACF" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ACF"]
/*"ACF" -> "FIELD"*/
/*"ACF" -> "EUCDOM"*/
/*"ACF" -> "PID"*/
/*"ACF" -> "GCDDOM"*/
/*"ACF" -> "INTDOM"*/
/*"ACF" -> "COMRING"*/
/*"ACF" -> "RING"*/
/*"ACF" -> "RNG"*/
/*"ACF" -> "ABELGRP"*/
/*"ACF" -> "CABMON"*/
/*"ACF" -> "ABELMON"*/
/*"ACF" -> "ABELSG"*/
/*"ACF" -> "SETCAT"*/
/*"ACF" -> "BASTYPE"*/
/*"ACF" -> "KOERCE"*/
/*"ACF" -> "SGROUP"*/
/*"ACF" -> "MONOID"*/
/*"ACF" -> "LMODULE"*/
/*"ACF" -> "BMODULE"*/
/*"ACF" -> "RMODULE"*/
/*"ACF" -> "ALGEBRA"*/
/*"ACF" -> "MODULE"*/
/*"ACF" -> "ENTIRER"*/
/*"ACF" -> "UFD"*/
/*"ACF" -> "DIVRING"*/
/*"ACF" -> "RADCAT"*/
/*"ACF" -> "SYMBOL"*/
/*"ACF" -> "INT"*/
/*"ACF" -> "REF"*/
"ACF" -> "ALIST"
/*"ACF" -> "LIST"*/
/*"ACF" -> "STRING"*/
/*"ACF" -> "CHAR"*/
/*"ACF" -> "SINT"*/
/*"ACF" -> "OUTFORM"*/
/*"ACF" -> "PRIMARR"*/
/*"ACF" -> "A1AGG-"*/
/*"ACF" -> "ISTRING"*/
/*"ACF" -> "SRAGG-"*/
/*"ACF" -> "FLAGG-"*/
/*"ACF" -> "LNAGG-"*/
/*"ACF" -> "ILIST"*/
/*"ACF" -> "NNI"*/
/*"ACF" -> "PI"*/
/*"ACF" -> "UPOLYC"*/
/*"ACF" -> "POLYCAT"*/
/*"ACF" -> "PDRING"*/
/*"ACF" -> "FAMR"*/
/*"ACF" -> "AMR"*/
/*"ACF" -> "CHARZ"*/
/*"ACF" -> "CHARNZ"*/
/*"ACF" -> "FRETRCT"*/
/*"ACF" -> "RETRACT"*/
/*"ACF" -> "EVALAB"*/
/*"ACF" -> "IEVALAB"*/
/*"ACF" -> "FLINEXP"*/
/*"ACF" -> "LINEXP"*/
/*"ACF" -> "ORDSET"*/
/*"ACF" -> "KONVERT"*/
/*"ACF" -> "PATMAB"*/
/*"ACF" -> "PFECAT"*/
/*"ACF" -> "ELTAB"*/
/*"ACF" -> "DIFRING"*/
/*"ACF" -> "DIFEXT"*/
/*"ACF" -> "STEP"*/
/*"ACF" -> "LSAGG"*/
/*"ACF" -> "STAGG"*/
/*"ACF" -> "URAGG"*/
/*"ACF" -> "RCAGG"*/
/*"ACF" -> "HOAGG"*/
/*"ACF" -> "AGG"*/
/*"ACF" -> "TYPE"*/
/*"ACF" -> "LNAGG"*/
/*"ACF" -> "IXAGG"*/
/*"ACF" -> "ELTAGG"*/
/*"ACF" -> "CLAGG"*/
/*"ACF" -> "FLAGG"*/
/*"ACF" -> "ELAGG"*/
/*"ACF" -> "OM"*/
/*"ACF" -> "LSAGG-"*/
/*"ACF" -> "STAGG-"*/
/*"ACF" -> "ELAGG-"*/
/*"ACF" -> "URAGG-"*/
/*"ACF" -> "BOOLEAN"*/

"ACF-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ACF"]
/*"ACF-" -> "FIELD"*/
/*"ACF-" -> "EUCDOM"*/
/*"ACF-" -> "PID"*/
/*"ACF-" -> "GCDDOM"*/
/*"ACF-" -> "INTDOM"*/
/*"ACF-" -> "COMRING"*/
/*"ACF-" -> "RING"*/
/*"ACF-" -> "RNG"*/
/*"ACF-" -> "ABELGRP"*/
/*"ACF-" -> "CABMON"*/
/*"ACF-" -> "ABELMON"*/
/*"ACF-" -> "ABELSG"*/
/*"ACF-" -> "SETCAT"*/
/*"ACF-" -> "BASTYPE"*/
/*"ACF-" -> "KOERCE"*/
/*"ACF-" -> "SGROUP"*/
/*"ACF-" -> "MONOID"*/
/*"ACF-" -> "LMODULE"*/
/*"ACF-" -> "BMODULE"*/
/*"ACF-" -> "RMODULE"*/
/*"ACF-" -> "ALGEBRA"*/
/*"ACF-" -> "MODULE"*/
/*"ACF-" -> "ENTIRER"*/
/*"ACF-" -> "UFD"*/
/*"ACF-" -> "DIVRING"*/
/*"ACF-" -> "RADCAT"*/
/*"ACF-" -> "SYMBOL"*/
/*"ACF-" -> "INT"*/
/*"ACF-" -> "REF"*/
"ACF-" -> "ALIST"
/*"ACF-" -> "LIST"*/
/*"ACF-" -> "STRING"*/
/*"ACF-" -> "CHAR"*/
/*"ACF-" -> "SINT"*/
/*"ACF-" -> "OUTFORM"*/
/*"ACF-" -> "PRIMARR"*/
/*"ACF-" -> "A1AGG-"*/
/*"ACF-" -> "ISTRING"*/
/*"ACF-" -> "SRAGG-"*/
/*"ACF-" -> "FLAGG-"*/
/*"ACF-" -> "LNAGG-"*/
/*"ACF-" -> "ILIST"*/
/*"ACF-" -> "NNI"*/
/*"ACF-" -> "PI"*/
/*"ACF-" -> "UPOLYC"*/
/*"ACF-" -> "POLYCAT"*/
/*"ACF-" -> "PDRING"*/
/*"ACF-" -> "FAMR"*/
/*"ACF-" -> "AMR"*/
/*"ACF-" -> "CHARZ"*/
/*"ACF-" -> "CHARNZ"*/
/*"ACF-" -> "FRETRCT"*/
/*"ACF-" -> "RETRACT"*/
/*"ACF-" -> "EVALAB"*/
/*"ACF-" -> "IEVALAB"*/
/*"ACF-" -> "FLINEXP"*/
/*"ACF-" -> "LINEXP"*/
/*"ACF-" -> "ORDSET"*/
/*"ACF-" -> "KONVERT"*/
/*"ACF-" -> "PATMAB"*/
/*"ACF-" -> "PFECAT"*/
/*"ACF-" -> "ELTAB"*/
/*"ACF-" -> "DIFRING"*/
/*"ACF-" -> "DIFEXT"*/
/*"ACF-" -> "STEP"*/
/*"ACF-" -> "LSAGG"*/
/*"ACF-" -> "STAGG"*/
/*"ACF-" -> "URAGG"*/
/*"ACF-" -> "RCAGG"*/
/*"ACF-" -> "HOAGG"*/
/*"ACF-" -> "AGG"*/
/*"ACF-" -> "TYPE"*/
/*"ACF-" -> "LNAGG"*/
/*"ACF-" -> "IXAGG"*/
/*"ACF-" -> "ELTAGG"*/
/*"ACF-" -> "CLAGG"*/
/*"ACF-" -> "FLAGG"*/
/*"ACF-" -> "ELAGG"*/
/*"ACF-" -> "OM"*/
/*"ACF-" -> "LSAGG-"*/
/*"ACF-" -> "STAGG-"*/
/*"ACF-" -> "ELAGG-"*/
/*"ACF-" -> "URAGG-"*/
/*"ACF-" -> "BOOLEAN"*/

"ACPLOT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ACPLOT"]
/*"ACPLOT" -> "PPCURVE"*/
/*"ACPLOT" -> "KOERCE"*/
/*"ACPLOT" -> "PI"*/
/*"ACPLOT" -> "NNI"*/
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/*"ACPLOT" -> "DFLOAT"*/
/*"ACPLOT" -> "FPS"*/
/*"ACPLOT" -> "RNS"*/
/*"ACPLOT" -> "FIELD"*/
/*"ACPLOT" -> "EUCDOM"*/
/*"ACPLOT" -> "PID"*/
/*"ACPLOT" -> "GCDDOM"*/
/*"ACPLOT" -> "INTDOM"*/
/*"ACPLOT" -> "COMRING"*/
/*"ACPLOT" -> "RING"*/
/*"ACPLOT" -> "RNG"*/
/*"ACPLOT" -> "ABELGRP"*/
/*"ACPLOT" -> "CABMON"*/
/*"ACPLOT" -> "ABELMON"*/
/*"ACPLOT" -> "ABELSG"*/
/*"ACPLOT" -> "SETCAT"*/
/*"ACPLOT" -> "BASTYPE"*/
/*"ACPLOT" -> "SGROUP"*/
/*"ACPLOT" -> "MONOID"*/
/*"ACPLOT" -> "LMODULE"*/
/*"ACPLOT" -> "BMODULE"*/
/*"ACPLOT" -> "RMODULE"*/
/*"ACPLOT" -> "ALGEBRA"*/
/*"ACPLOT" -> "MODULE"*/
/*"ACPLOT" -> "ENTIRER"*/
/*"ACPLOT" -> "UFD"*/
/*"ACPLOT" -> "DIVRING"*/
/*"ACPLOT" -> "ORDRING"*/
/*"ACPLOT" -> "OAGROUP"*/
/*"ACPLOT" -> "OCAMON"*/
/*"ACPLOT" -> "OAMON"*/
/*"ACPLOT" -> "OASGP"*/
/*"ACPLOT" -> "ORDSET"*/
/*"ACPLOT" -> "REAL"*/
/*"ACPLOT" -> "KONVERT"*/
/*"ACPLOT" -> "RETRACT"*/
/*"ACPLOT" -> "RADCAT"*/
/*"ACPLOT" -> "PATMAB"*/
/*"ACPLOT" -> "CHARZ"*/
/*"ACPLOT" -> "BOOLEAN"*/
/*"ACPLOT" -> "INS"*/
/*"ACPLOT" -> "OINTDOM"*/
/*"ACPLOT" -> "DIFRING"*/
/*"ACPLOT" -> "LINEXP"*/
/*"ACPLOT" -> "CFCAT"*/
/*"ACPLOT" -> "STEP"*/
/*"ACPLOT" -> "QFCAT"*/
/*"ACPLOT" -> "FEVALAB"*/
/*"ACPLOT" -> "ELTAB"*/
/*"ACPLOT" -> "EVALAB"*/
/*"ACPLOT" -> "IEVALAB"*/
/*"ACPLOT" -> "DIFEXT"*/
/*"ACPLOT" -> "PDRING"*/
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/*"ACPLOT" -> "PATAB"*/
/*"ACPLOT" -> "FPATMAB"*/
/*"ACPLOT" -> "TYPE"*/
/*"ACPLOT" -> "CHARNZ"*/
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/*"ACPLOT" -> "FPS-"*/
/*"ACPLOT" -> "RNS-"*/
/*"ACPLOT" -> "LIST"*/
/*"ACPLOT" -> "ILIST"*/
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/*"ACPLOT" -> "ELAGG-"*/
/*"ACPLOT" -> "FLAGG-"*/
/*"ACPLOT" -> "URAGG-"*/
/*"ACPLOT" -> "OM"*/
/*"ACPLOT" -> "LSAGG"*/
/*"ACPLOT" -> "STAGG"*/
/*"ACPLOT" -> "URAGG"*/
/*"ACPLOT" -> "RCAGG"*/
/*"ACPLOT" -> "HOAGG"*/
/*"ACPLOT" -> "AGG"*/
/*"ACPLOT" -> "LNAGG"*/
/*"ACPLOT" -> "IXAGG"*/
/*"ACPLOT" -> "ELTAGG"*/
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/*"ACPLOT" -> "FLAGG"*/
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/*"ACPLOT" -> "SYMBOL"*/
/*"ACPLOT" -> "REF"*/
"ACPLOT" -> "ALIST" 
/*"ACPLOT" -> "STRING"*/
/*"ACPLOT" -> "CHAR"*/
/*"ACPLOT" -> "SINT"*/
/*"ACPLOT" -> "OUTFORM"*/
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/*"ACPLOT" -> "A1AGG-"*/
/*"ACPLOT" -> "ISTRING"*/
/*"ACPLOT" -> "SRAGG-"*/
/*"ACPLOT" -> "LNAGG-"*/
/*"ACPLOT" -> "POLYCAT"*/
/*"ACPLOT" -> "FAMR"*/
/*"ACPLOT" -> "AMR"*/
/*"ACPLOT" -> "FRETRCT"*/
/*"ACPLOT" -> "TRANFUN"*/
/*"ACPLOT" -> "TRIGCAT"*/
/*"ACPLOT" -> "ATRIG"*/
/*"ACPLOT" -> "HYPCAT"*/
/*"ACPLOT" -> "AHYP"*/
/*"ACPLOT" -> "ELEMFUN"*/
/*"ACPLOT" -> "SPFCAT"*/
/*"ACPLOT" -> "RCAGG-"*/
/*"ACPLOT" -> "IXAGG-"*/
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/*"ACPLOT" -> "VECTCAT"*/
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/*"ANTISYM" -> "CABMON"*/
/*"ANTISYM" -> "ABELMON"*/
/*"ANTISYM" -> "ABELSG"*/
/*"ANTISYM" -> "SETCAT"*/
/*"ANTISYM" -> "BASTYPE"*/
/*"ANTISYM" -> "KOERCE"*/
/*"ANTISYM" -> "SGROUP"*/
/*"ANTISYM" -> "MONOID"*/
/*"ANTISYM" -> "LMODULE"*/
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/*"ANTISYM" -> "STAGG"*/
/*"ANTISYM" -> "URAGG"*/
/*"ANTISYM" -> "RCAGG"*/
/*"ANTISYM" -> "HOAGG"*/
/*"ANTISYM" -> "AGG"*/
/*"ANTISYM" -> "TYPE"*/
/*"ANTISYM" -> "EVALAB"*/
/*"ANTISYM" -> "IEVALAB"*/
/*"ANTISYM" -> "LNAGG"*/
/*"ANTISYM" -> "IXAGG"*/
/*"ANTISYM" -> "ELTAGG"*/
/*"ANTISYM" -> "ELTAB"*/
/*"ANTISYM" -> "CLAGG"*/
/*"ANTISYM" -> "KONVERT"*/
/*"ANTISYM" -> "FLAGG"*/
/*"ANTISYM" -> "ORDSET"*/
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/*"ANTISYM" -> "OM"*/
/*"ANTISYM" -> "INT"*/
/*"ANTISYM" -> "LIST"*/
/*"ANTISYM" -> "ILIST"*/
/*"ANTISYM" -> "BOOLEAN"*/
/*"ANTISYM" -> "NNI"*/
/*"ANTISYM" -> "SINT"*/
/*"ANTISYM" -> "LSAGG-"*/
/*"ANTISYM" -> "STAGG-"*/
/*"ANTISYM" -> "PI"*/
/*"ANTISYM" -> "INS-"*/
/*"ANTISYM" -> "EUCDOM-"*/
/*"ANTISYM" -> "UFD-"*/
/*"ANTISYM" -> "GCDDOM-"*/
/*"ANTISYM" -> "INTDOM-"*/
/*"ANTISYM" -> "ALGEBRA-"*/
/*"ANTISYM" -> "DIFRING-"*/
/*"ANTISYM" -> "ORDRING-"*/
/*"ANTISYM" -> "MODULE-"*/
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/*"ANTISYM" -> "ABELGRP-"*/
/*"ANTISYM" -> "SYMBOL"*/
/*"ANTISYM" -> "REF"*/
"ANTISYM" -> "ALIST"
/*"ANTISYM" -> "STRING"*/
/*"ANTISYM" -> "CHAR"*/
/*"ANTISYM" -> "OUTFORM"*/
/*"ANTISYM" -> "PRIMARR"*/
/*"ANTISYM" -> "A1AGG-"*/
/*"ANTISYM" -> "ISTRING"*/
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"ANY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ANY"]
/*"ANY" -> "SETCAT"*/
/*"ANY" -> "BASTYPE"*/
/*"ANY" -> "KOERCE"*/
/*"ANY" -> "BOOLEAN"*/
/*"ANY" -> "SYMBOL"*/
/*"ANY" -> "INT"*/
/*"ANY" -> "REF"*/
"ANY" -> "ALIST"
/*"ANY" -> "LIST"*/
/*"ANY" -> "STRING"*/
/*"ANY" -> "CHAR"*/
/*"ANY" -> "SINT"*/
/*"ANY" -> "OUTFORM"*/
/*"ANY" -> "PRIMARR"*/
/*"ANY" -> "A1AGG-"*/
/*"ANY" -> "ISTRING"*/
/*"ANY" -> "SRAGG-"*/
/*"ANY" -> "FLAGG-"*/
/*"ANY" -> "LNAGG-"*/
/*"ANY" -> "ILIST"*/
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"ASP12" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP12"]
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/*"ASP12" -> "TYPE"*/
/*"ASP12" -> "KOERCE"*/
/*"ASP12" -> "SYMBOL"*/
/*"ASP12" -> "INT"*/
/*"ASP12" -> "REF"*/
"ASP12" -> "ALIST"
/*"ASP12" -> "LIST"*/
/*"ASP12" -> "STRING"*/
/*"ASP12" -> "CHAR"*/
/*"ASP12" -> "SINT"*/
/*"ASP12" -> "OUTFORM"*/
/*"ASP12" -> "PRIMARR"*/
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/*"ASP12" -> "ISTRING"*/
/*"ASP12" -> "SRAGG-"*/
/*"ASP12" -> "FLAGG-"*/
/*"ASP12" -> "LNAGG-"*/
/*"ASP12" -> "BOOLEAN"*/
/*"ASP12" -> "INS"*/
/*"ASP12" -> "UFD"*/
/*"ASP12" -> "GCDDOM"*/
/*"ASP12" -> "INTDOM"*/
/*"ASP12" -> "COMRING"*/
/*"ASP12" -> "RING"*/
/*"ASP12" -> "RNG"*/
/*"ASP12" -> "ABELGRP"*/
/*"ASP12" -> "CABMON"*/
/*"ASP12" -> "ABELMON"*/
/*"ASP12" -> "ABELSG"*/
/*"ASP12" -> "SETCAT"*/
/*"ASP12" -> "BASTYPE"*/
/*"ASP12" -> "SGROUP"*/
/*"ASP12" -> "MONOID"*/
/*"ASP12" -> "LMODULE"*/
/*"ASP12" -> "BMODULE"*/
/*"ASP12" -> "RMODULE"*/
/*"ASP12" -> "ALGEBRA"*/
/*"ASP12" -> "MODULE"*/
/*"ASP12" -> "ENTIRER"*/
/*"ASP12" -> "EUCDOM"*/
/*"ASP12" -> "PID"*/
/*"ASP12" -> "OINTDOM"*/
/*"ASP12" -> "ORDRING"*/
/*"ASP12" -> "OAGROUP"*/
/*"ASP12" -> "OCAMON"*/
/*"ASP12" -> "OAMON"*/
/*"ASP12" -> "OASGP"*/
/*"ASP12" -> "ORDSET"*/
/*"ASP12" -> "DIFRING"*/
/*"ASP12" -> "KONVERT"*/
/*"ASP12" -> "RETRACT"*/
/*"ASP12" -> "LINEXP"*/
/*"ASP12" -> "PATMAB"*/
/*"ASP12" -> "CFCAT"*/
/*"ASP12" -> "REAL"*/
/*"ASP12" -> "CHARZ"*/
/*"ASP12" -> "STEP"*/
/*"ASP12" -> "OM"*/

"ASP27" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP27"]
/*"ASP27" -> "FMC"*/
/*"ASP27" -> "FORTCAT"*/
/*"ASP27" -> "TYPE"*/
/*"ASP27" -> "KOERCE"*/
/*"ASP27" -> "BOOLEAN"*/
/*"ASP27" -> "FPS"*/
/*"ASP27" -> "RNS"*/
/*"ASP27" -> "FIELD"*/
/*"ASP27" -> "EUCDOM"*/
/*"ASP27" -> "PID"*/
/*"ASP27" -> "GCDDOM"*/
/*"ASP27" -> "INTDOM"*/
/*"ASP27" -> "COMRING"*/
/*"ASP27" -> "RING"*/
/*"ASP27" -> "RNG"*/
/*"ASP27" -> "ABELGRP"*/
/*"ASP27" -> "CABMON"*/
/*"ASP27" -> "ABELMON"*/
/*"ASP27" -> "ABELSG"*/
/*"ASP27" -> "SETCAT"*/
/*"ASP27" -> "BASTYPE"*/
/*"ASP27" -> "SGROUP"*/
/*"ASP27" -> "MONOID"*/
/*"ASP27" -> "LMODULE"*/
/*"ASP27" -> "BMODULE"*/
/*"ASP27" -> "RMODULE"*/
/*"ASP27" -> "ALGEBRA"*/
/*"ASP27" -> "MODULE"*/
/*"ASP27" -> "ENTIRER"*/
/*"ASP27" -> "UFD"*/
/*"ASP27" -> "DIVRING"*/
/*"ASP27" -> "ORDRING"*/
/*"ASP27" -> "OAGROUP"*/
/*"ASP27" -> "OCAMON"*/
/*"ASP27" -> "OAMON"*/
/*"ASP27" -> "OASGP"*/
/*"ASP27" -> "ORDSET"*/
/*"ASP27" -> "REAL"*/
/*"ASP27" -> "KONVERT"*/
/*"ASP27" -> "RETRACT"*/
/*"ASP27" -> "RADCAT"*/
/*"ASP27" -> "PATMAB"*/
/*"ASP27" -> "CHARZ"*/
/*"ASP27" -> "SINT"*/
/*"ASP27" -> "PI"*/
/*"ASP27" -> "NNI"*/
/*"ASP27" -> "INT"*/
/*"ASP27" -> "SYMBOL"*/
/*"ASP27" -> "REF"*/
"ASP27" -> "ALIST"
/*"ASP27" -> "LIST"*/
/*"ASP27" -> "STRING"*/
/*"ASP27" -> "CHAR"*/
/*"ASP27" -> "OUTFORM"*/
/*"ASP27" -> "PRIMARR"*/
/*"ASP27" -> "A1AGG-"*/
/*"ASP27" -> "ISTRING"*/
/*"ASP27" -> "SRAGG-"*/
/*"ASP27" -> "FLAGG-"*/
/*"ASP27" -> "LNAGG-"*/
/*"ASP27" -> "FMTC"*/

"ASP28" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP28"]
/*"ASP28" -> "FMC"*/
/*"ASP28" -> "FORTCAT"*/
/*"ASP28" -> "TYPE"*/
/*"ASP28" -> "KOERCE"*/
/*"ASP28" -> "BOOLEAN"*/
/*"ASP28" -> "FPS"*/
/*"ASP28" -> "RNS"*/
/*"ASP28" -> "FIELD"*/
/*"ASP28" -> "EUCDOM"*/
/*"ASP28" -> "PID"*/
/*"ASP28" -> "GCDDOM"*/
/*"ASP28" -> "INTDOM"*/
/*"ASP28" -> "COMRING"*/
/*"ASP28" -> "RING"*/
/*"ASP28" -> "RNG"*/
/*"ASP28" -> "ABELGRP"*/
/*"ASP28" -> "CABMON"*/
/*"ASP28" -> "ABELMON"*/
/*"ASP28" -> "ABELSG"*/
/*"ASP28" -> "SETCAT"*/
/*"ASP28" -> "BASTYPE"*/
/*"ASP28" -> "SGROUP"*/
/*"ASP28" -> "MONOID"*/
/*"ASP28" -> "LMODULE"*/
/*"ASP28" -> "BMODULE"*/
/*"ASP28" -> "RMODULE"*/
/*"ASP28" -> "ALGEBRA"*/
/*"ASP28" -> "MODULE"*/
/*"ASP28" -> "ENTIRER"*/
/*"ASP28" -> "UFD"*/
/*"ASP28" -> "DIVRING"*/
/*"ASP28" -> "ORDRING"*/
/*"ASP28" -> "OAGROUP"*/
/*"ASP28" -> "OCAMON"*/
/*"ASP28" -> "OAMON"*/
/*"ASP28" -> "OASGP"*/
/*"ASP28" -> "ORDSET"*/
/*"ASP28" -> "REAL"*/
/*"ASP28" -> "KONVERT"*/
/*"ASP28" -> "RETRACT"*/
/*"ASP28" -> "RADCAT"*/
/*"ASP28" -> "PATMAB"*/
/*"ASP28" -> "CHARZ"*/
/*"ASP28" -> "SINT"*/
/*"ASP28" -> "PI"*/
/*"ASP28" -> "NNI"*/
/*"ASP28" -> "INT"*/
/*"ASP28" -> "SYMBOL"*/
/*"ASP28" -> "REF"*/
"ASP28" -> "ALIST"
/*"ASP28" -> "LIST"*/
/*"ASP28" -> "STRING"*/
/*"ASP28" -> "CHAR"*/
/*"ASP28" -> "OUTFORM"*/
/*"ASP28" -> "PRIMARR"*/
/*"ASP28" -> "A1AGG-"*/
/*"ASP28" -> "ISTRING"*/
/*"ASP28" -> "SRAGG-"*/
/*"ASP28" -> "FLAGG-"*/
/*"ASP28" -> "LNAGG-"*/
/*"ASP28" -> "FMTC"*/
/*"ASP28" -> "VECTOR"*/

"ASP30" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP30"]
/*"ASP30" -> "FMC"*/
/*"ASP30" -> "FORTCAT"*/
/*"ASP30" -> "TYPE"*/
/*"ASP30" -> "KOERCE"*/
/*"ASP30" -> "BOOLEAN"*/
/*"ASP30" -> "FPS"*/
/*"ASP30" -> "RNS"*/
/*"ASP30" -> "FIELD"*/
/*"ASP30" -> "EUCDOM"*/
/*"ASP30" -> "PID"*/
/*"ASP30" -> "GCDDOM"*/
/*"ASP30" -> "INTDOM"*/
/*"ASP30" -> "COMRING"*/
/*"ASP30" -> "RING"*/
/*"ASP30" -> "RNG"*/
/*"ASP30" -> "ABELGRP"*/
/*"ASP30" -> "CABMON"*/
/*"ASP30" -> "ABELMON"*/
/*"ASP30" -> "ABELSG"*/
/*"ASP30" -> "SETCAT"*/
/*"ASP30" -> "BASTYPE"*/
/*"ASP30" -> "SGROUP"*/
/*"ASP30" -> "MONOID"*/
/*"ASP30" -> "LMODULE"*/
/*"ASP30" -> "BMODULE"*/
/*"ASP30" -> "RMODULE"*/
/*"ASP30" -> "ALGEBRA"*/
/*"ASP30" -> "MODULE"*/
/*"ASP30" -> "ENTIRER"*/
/*"ASP30" -> "UFD"*/
/*"ASP30" -> "DIVRING"*/
/*"ASP30" -> "ORDRING"*/
/*"ASP30" -> "OAGROUP"*/
/*"ASP30" -> "OCAMON"*/
/*"ASP30" -> "OAMON"*/
/*"ASP30" -> "OASGP"*/
/*"ASP30" -> "ORDSET"*/
/*"ASP30" -> "REAL"*/
/*"ASP30" -> "KONVERT"*/
/*"ASP30" -> "RETRACT"*/
/*"ASP30" -> "RADCAT"*/
/*"ASP30" -> "PATMAB"*/
/*"ASP30" -> "CHARZ"*/
/*"ASP30" -> "INS"*/
/*"ASP30" -> "OINTDOM"*/
/*"ASP30" -> "DIFRING"*/
/*"ASP30" -> "LINEXP"*/
/*"ASP30" -> "CFCAT"*/
/*"ASP30" -> "STEP"*/
/*"ASP30" -> "SYMBOL"*/
/*"ASP30" -> "INT"*/
/*"ASP30" -> "REF"*/
"ASP30" -> "ALIST"
/*"ASP30" -> "LIST"*/
/*"ASP30" -> "STRING"*/
/*"ASP30" -> "CHAR"*/
/*"ASP30" -> "SINT"*/
/*"ASP30" -> "OUTFORM"*/
/*"ASP30" -> "PRIMARR"*/
/*"ASP30" -> "A1AGG-"*/
/*"ASP30" -> "ISTRING"*/
/*"ASP30" -> "SRAGG-"*/
/*"ASP30" -> "FLAGG-"*/
/*"ASP30" -> "LNAGG-"*/
/*"ASP30" -> "OM"*/

"ASP33" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP33"]
/*"ASP33" -> "FORTCAT"*/
/*"ASP33" -> "TYPE"*/
/*"ASP33" -> "KOERCE"*/
/*"ASP33" -> "SYMBOL"*/
/*"ASP33" -> "INT"*/
/*"ASP33" -> "REF"*/
"ASP33" -> "ALIST"
/*"ASP33" -> "LIST"*/
/*"ASP33" -> "STRING"*/
/*"ASP33" -> "CHAR"*/
/*"ASP33" -> "SINT"*/
/*"ASP33" -> "OUTFORM"*/
/*"ASP33" -> "PRIMARR"*/
/*"ASP33" -> "A1AGG-"*/
/*"ASP33" -> "ISTRING"*/
/*"ASP33" -> "SRAGG-"*/
/*"ASP33" -> "FLAGG-"*/
/*"ASP33" -> "LNAGG-"*/
/*"ASP33" -> "BOOLEAN"*/

"ASP49" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP49"]
/*"ASP49" -> "FORTFN"*/
/*"ASP49" -> "FORTCAT"*/
/*"ASP49" -> "TYPE"*/
/*"ASP49" -> "KOERCE"*/
/*"ASP49" -> "BOOLEAN"*/
/*"ASP49" -> "SYMBOL"*/
/*"ASP49" -> "INT"*/
/*"ASP49" -> "REF"*/
"ASP49" -> "ALIST"
/*"ASP49" -> "LIST"*/
/*"ASP49" -> "STRING"*/
/*"ASP49" -> "CHAR"*/
/*"ASP49" -> "SINT"*/
/*"ASP49" -> "OUTFORM"*/
/*"ASP49" -> "PRIMARR"*/
/*"ASP49" -> "A1AGG-"*/
/*"ASP49" -> "ISTRING"*/
/*"ASP49" -> "SRAGG-"*/
/*"ASP49" -> "FLAGG-"*/
/*"ASP49" -> "LNAGG-"*/
/*"ASP49" -> "FPS"*/
/*"ASP49" -> "RNS"*/
/*"ASP49" -> "FIELD"*/
/*"ASP49" -> "EUCDOM"*/
/*"ASP49" -> "PID"*/
/*"ASP49" -> "GCDDOM"*/
/*"ASP49" -> "INTDOM"*/
/*"ASP49" -> "COMRING"*/
/*"ASP49" -> "RING"*/
/*"ASP49" -> "RNG"*/
/*"ASP49" -> "ABELGRP"*/
/*"ASP49" -> "CABMON"*/
/*"ASP49" -> "ABELMON"*/
/*"ASP49" -> "ABELSG"*/
/*"ASP49" -> "SETCAT"*/
/*"ASP49" -> "BASTYPE"*/
/*"ASP49" -> "SGROUP"*/
/*"ASP49" -> "MONOID"*/
/*"ASP49" -> "LMODULE"*/
/*"ASP49" -> "BMODULE"*/
/*"ASP49" -> "RMODULE"*/
/*"ASP49" -> "ALGEBRA"*/
/*"ASP49" -> "MODULE"*/
/*"ASP49" -> "ENTIRER"*/
/*"ASP49" -> "UFD"*/
/*"ASP49" -> "DIVRING"*/
/*"ASP49" -> "ORDRING"*/
/*"ASP49" -> "OAGROUP"*/
/*"ASP49" -> "OCAMON"*/
/*"ASP49" -> "OAMON"*/
/*"ASP49" -> "OASGP"*/
/*"ASP49" -> "ORDSET"*/
/*"ASP49" -> "REAL"*/
/*"ASP49" -> "KONVERT"*/
/*"ASP49" -> "RETRACT"*/
/*"ASP49" -> "RADCAT"*/
/*"ASP49" -> "PATMAB"*/
/*"ASP49" -> "CHARZ"*/
/*"ASP49" -> "ES"*/
/*"ASP49" -> "IEVALAB"*/
/*"ASP49" -> "EVALAB"*/
/*"ASP49" -> "VECTCAT"*/
/*"ASP49" -> "A1AGG"*/
/*"ASP49" -> "FLAGG"*/
/*"ASP49" -> "LNAGG"*/
/*"ASP49" -> "IXAGG"*/
/*"ASP49" -> "HOAGG"*/
/*"ASP49" -> "AGG"*/
/*"ASP49" -> "ELTAGG"*/
/*"ASP49" -> "ELTAB"*/
/*"ASP49" -> "CLAGG"*/
/*"ASP49" -> "LSAGG"*/
/*"ASP49" -> "STAGG"*/
/*"ASP49" -> "URAGG"*/
/*"ASP49" -> "RCAGG"*/
/*"ASP49" -> "ELAGG"*/
/*"ASP49" -> "FMTC"*/
/*"ASP49" -> "INS"*/
/*"ASP49" -> "OINTDOM"*/
/*"ASP49" -> "DIFRING"*/
/*"ASP49" -> "LINEXP"*/
/*"ASP49" -> "CFCAT"*/
/*"ASP49" -> "STEP"*/
/*"ASP49" -> "POLYCAT"*/
/*"ASP49" -> "PDRING"*/
/*"ASP49" -> "FAMR"*/
/*"ASP49" -> "AMR"*/
/*"ASP49" -> "CHARNZ"*/
/*"ASP49" -> "FRETRCT"*/
/*"ASP49" -> "FLINEXP"*/
/*"ASP49" -> "PFECAT"*/

"ASP55" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP55"]
/*"ASP55" -> "FVFUN"*/
/*"ASP55" -> "FORTCAT"*/
/*"ASP55" -> "TYPE"*/
/*"ASP55" -> "KOERCE"*/
/*"ASP55" -> "BOOLEAN"*/
/*"ASP55" -> "SYMBOL"*/
/*"ASP55" -> "INT"*/
/*"ASP55" -> "REF"*/
"ASP55" -> "ALIST"
/*"ASP55" -> "LIST"*/
/*"ASP55" -> "STRING"*/
/*"ASP55" -> "CHAR"*/
/*"ASP55" -> "SINT"*/
/*"ASP55" -> "OUTFORM"*/
/*"ASP55" -> "PRIMARR"*/
/*"ASP55" -> "A1AGG-"*/
/*"ASP55" -> "ISTRING"*/
/*"ASP55" -> "SRAGG-"*/
/*"ASP55" -> "FLAGG-"*/
/*"ASP55" -> "LNAGG-"*/
/*"ASP55" -> "ILIST"*/
/*"ASP55" -> "FPS"*/
/*"ASP55" -> "RNS"*/
/*"ASP55" -> "FIELD"*/
/*"ASP55" -> "EUCDOM"*/
/*"ASP55" -> "PID"*/
/*"ASP55" -> "GCDDOM"*/
/*"ASP55" -> "INTDOM"*/
/*"ASP55" -> "COMRING"*/
/*"ASP55" -> "RING"*/
/*"ASP55" -> "RNG"*/
/*"ASP55" -> "ABELGRP"*/
/*"ASP55" -> "CABMON"*/
/*"ASP55" -> "ABELMON"*/
/*"ASP55" -> "ABELSG"*/
/*"ASP55" -> "SETCAT"*/
/*"ASP55" -> "BASTYPE"*/
/*"ASP55" -> "SGROUP"*/
/*"ASP55" -> "MONOID"*/
/*"ASP55" -> "LMODULE"*/
/*"ASP55" -> "BMODULE"*/
/*"ASP55" -> "RMODULE"*/
/*"ASP55" -> "ALGEBRA"*/
/*"ASP55" -> "MODULE"*/
/*"ASP55" -> "ENTIRER"*/
/*"ASP55" -> "UFD"*/
/*"ASP55" -> "DIVRING"*/
/*"ASP55" -> "ORDRING"*/
/*"ASP55" -> "OAGROUP"*/
/*"ASP55" -> "OCAMON"*/
/*"ASP55" -> "OAMON"*/
/*"ASP55" -> "OASGP"*/
/*"ASP55" -> "ORDSET"*/
/*"ASP55" -> "REAL"*/
/*"ASP55" -> "KONVERT"*/
/*"ASP55" -> "RETRACT"*/
/*"ASP55" -> "RADCAT"*/
/*"ASP55" -> "PATMAB"*/
/*"ASP55" -> "CHARZ"*/
/*"ASP55" -> "INS"*/
/*"ASP55" -> "OINTDOM"*/
/*"ASP55" -> "DIFRING"*/
/*"ASP55" -> "LINEXP"*/
/*"ASP55" -> "CFCAT"*/
/*"ASP55" -> "STEP"*/
/*"ASP55" -> "OM"*/
/*"ASP55" -> "VECTOR"*/
/*"ASP55" -> "IVECTOR"*/
/*"ASP55" -> "IARRAY1"*/
/*"ASP55" -> "NNI"*/
/*"ASP55" -> "VECTCAT-"*/
/*"ASP55" -> "IXAGG-"*/
/*"ASP55" -> "LSAGG"*/
/*"ASP55" -> "STAGG"*/
/*"ASP55" -> "URAGG"*/
/*"ASP55" -> "RCAGG"*/
/*"ASP55" -> "HOAGG"*/
/*"ASP55" -> "AGG"*/
/*"ASP55" -> "EVALAB"*/
/*"ASP55" -> "IEVALAB"*/
/*"ASP55" -> "LNAGG"*/
/*"ASP55" -> "IXAGG"*/
/*"ASP55" -> "ELTAGG"*/
/*"ASP55" -> "ELTAB"*/
/*"ASP55" -> "CLAGG"*/
/*"ASP55" -> "FLAGG"*/
/*"ASP55" -> "ELAGG"*/
/*"ASP55" -> "LSAGG-"*/
/*"ASP55" -> "ES"*/
/*"ASP55" -> "VECTCAT"*/
/*"ASP55" -> "A1AGG"*/
/*"ASP55" -> "FMTC"*/
/*"ASP55" -> "POLYCAT"*/
/*"ASP55" -> "PDRING"*/
/*"ASP55" -> "FAMR"*/
/*"ASP55" -> "AMR"*/
/*"ASP55" -> "CHARNZ"*/
/*"ASP55" -> "FRETRCT"*/
/*"ASP55" -> "FLINEXP"*/
/*"ASP55" -> "PFECAT"*/

"ASP7" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP7"]
/*"ASP7" -> "FVFUN"*/
/*"ASP7" -> "FORTCAT"*/
/*"ASP7" -> "TYPE"*/
/*"ASP7" -> "KOERCE"*/
/*"ASP7" -> "SYMBOL"*/
/*"ASP7" -> "INT"*/
/*"ASP7" -> "REF"*/
"ASP7" -> "ALIST"
/*"ASP7" -> "LIST"*/
/*"ASP7" -> "STRING"*/
/*"ASP7" -> "CHAR"*/
/*"ASP7" -> "SINT"*/
/*"ASP7" -> "OUTFORM"*/
/*"ASP7" -> "PRIMARR"*/
/*"ASP7" -> "A1AGG-"*/
/*"ASP7" -> "ISTRING"*/
/*"ASP7" -> "SRAGG-"*/
/*"ASP7" -> "FLAGG-"*/
/*"ASP7" -> "LNAGG-"*/
/*"ASP7" -> "BOOLEAN"*/
/*"ASP7" -> "FPS"*/
/*"ASP7" -> "RNS"*/
/*"ASP7" -> "FIELD"*/
/*"ASP7" -> "EUCDOM"*/
/*"ASP7" -> "PID"*/
/*"ASP7" -> "GCDDOM"*/
/*"ASP7" -> "INTDOM"*/
/*"ASP7" -> "COMRING"*/
/*"ASP7" -> "RING"*/
/*"ASP7" -> "RNG"*/
/*"ASP7" -> "ABELGRP"*/
/*"ASP7" -> "CABMON"*/
/*"ASP7" -> "ABELMON"*/
/*"ASP7" -> "ABELSG"*/
/*"ASP7" -> "SETCAT"*/
/*"ASP7" -> "BASTYPE"*/
/*"ASP7" -> "SGROUP"*/
/*"ASP7" -> "MONOID"*/
/*"ASP7" -> "LMODULE"*/
/*"ASP7" -> "BMODULE"*/
/*"ASP7" -> "RMODULE"*/
/*"ASP7" -> "ALGEBRA"*/
/*"ASP7" -> "MODULE"*/
/*"ASP7" -> "ENTIRER"*/
/*"ASP7" -> "UFD"*/
/*"ASP7" -> "DIVRING"*/
/*"ASP7" -> "ORDRING"*/
/*"ASP7" -> "OAGROUP"*/
/*"ASP7" -> "OCAMON"*/
/*"ASP7" -> "OAMON"*/
/*"ASP7" -> "OASGP"*/
/*"ASP7" -> "ORDSET"*/
/*"ASP7" -> "REAL"*/
/*"ASP7" -> "KONVERT"*/
/*"ASP7" -> "RETRACT"*/
/*"ASP7" -> "RADCAT"*/
/*"ASP7" -> "PATMAB"*/
/*"ASP7" -> "CHARZ"*/
/*"ASP7" -> "FMTC"*/
/*"ASP7" -> "INS"*/
/*"ASP7" -> "OINTDOM"*/
/*"ASP7" -> "DIFRING"*/
/*"ASP7" -> "LINEXP"*/
/*"ASP7" -> "CFCAT"*/
/*"ASP7" -> "STEP"*/
/*"ASP7" -> "POLYCAT"*/
/*"ASP7" -> "PDRING"*/
/*"ASP7" -> "FAMR"*/
/*"ASP7" -> "AMR"*/
/*"ASP7" -> "CHARNZ"*/
/*"ASP7" -> "FRETRCT"*/
/*"ASP7" -> "EVALAB"*/
/*"ASP7" -> "IEVALAB"*/
/*"ASP7" -> "FLINEXP"*/
/*"ASP7" -> "PFECAT"*/

"ASP78" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP78"]
/*"ASP78" -> "FVFUN"*/
/*"ASP78" -> "FORTCAT"*/
/*"ASP78" -> "TYPE"*/
/*"ASP78" -> "KOERCE"*/
/*"ASP78" -> "SYMBOL"*/
/*"ASP78" -> "INT"*/
/*"ASP78" -> "REF"*/
"ASP78" -> "ALIST"
/*"ASP78" -> "LIST"*/
/*"ASP78" -> "STRING"*/
/*"ASP78" -> "CHAR"*/
/*"ASP78" -> "SINT"*/
/*"ASP78" -> "OUTFORM"*/
/*"ASP78" -> "PRIMARR"*/
/*"ASP78" -> "A1AGG-"*/
/*"ASP78" -> "ISTRING"*/
/*"ASP78" -> "SRAGG-"*/
/*"ASP78" -> "FLAGG-"*/
/*"ASP78" -> "LNAGG-"*/
/*"ASP78" -> "BOOLEAN"*/
/*"ASP78" -> "FPS"*/
/*"ASP78" -> "RNS"*/
/*"ASP78" -> "FIELD"*/
/*"ASP78" -> "EUCDOM"*/
/*"ASP78" -> "PID"*/
/*"ASP78" -> "GCDDOM"*/
/*"ASP78" -> "INTDOM"*/
/*"ASP78" -> "COMRING"*/
/*"ASP78" -> "RING"*/
/*"ASP78" -> "RNG"*/
/*"ASP78" -> "ABELGRP"*/
/*"ASP78" -> "CABMON"*/
/*"ASP78" -> "ABELMON"*/
/*"ASP78" -> "ABELSG"*/
/*"ASP78" -> "SETCAT"*/
/*"ASP78" -> "BASTYPE"*/
/*"ASP78" -> "SGROUP"*/
/*"ASP78" -> "MONOID"*/
/*"ASP78" -> "LMODULE"*/
/*"ASP78" -> "BMODULE"*/
/*"ASP78" -> "RMODULE"*/
/*"ASP78" -> "ALGEBRA"*/
/*"ASP78" -> "MODULE"*/
/*"ASP78" -> "ENTIRER"*/
/*"ASP78" -> "UFD"*/
/*"ASP78" -> "DIVRING"*/
/*"ASP78" -> "ORDRING"*/
/*"ASP78" -> "OAGROUP"*/
/*"ASP78" -> "OCAMON"*/
/*"ASP78" -> "OAMON"*/
/*"ASP78" -> "OASGP"*/
/*"ASP78" -> "ORDSET"*/
/*"ASP78" -> "REAL"*/
/*"ASP78" -> "KONVERT"*/
/*"ASP78" -> "RETRACT"*/
/*"ASP78" -> "RADCAT"*/
/*"ASP78" -> "PATMAB"*/
/*"ASP78" -> "CHARZ"*/
/*"ASP78" -> "FMTC"*/
/*"ASP78" -> "INS"*/
/*"ASP78" -> "OINTDOM"*/
/*"ASP78" -> "DIFRING"*/
/*"ASP78" -> "LINEXP"*/
/*"ASP78" -> "CFCAT"*/
/*"ASP78" -> "STEP"*/
/*"ASP78" -> "POLYCAT"*/
/*"ASP78" -> "PDRING"*/
/*"ASP78" -> "FAMR"*/
/*"ASP78" -> "AMR"*/
/*"ASP78" -> "CHARNZ"*/
/*"ASP78" -> "FRETRCT"*/
/*"ASP78" -> "EVALAB"*/
/*"ASP78" -> "IEVALAB"*/
/*"ASP78" -> "FLINEXP"*/
/*"ASP78" -> "PFECAT"*/

"ASP8" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP8"]
/*"ASP8" -> "FVC"*/
/*"ASP8" -> "FORTCAT"*/
/*"ASP8" -> "TYPE"*/
/*"ASP8" -> "KOERCE"*/
/*"ASP8" -> "BOOLEAN"*/
/*"ASP8" -> "FPS"*/
/*"ASP8" -> "RNS"*/
/*"ASP8" -> "FIELD"*/
/*"ASP8" -> "EUCDOM"*/
/*"ASP8" -> "PID"*/
/*"ASP8" -> "GCDDOM"*/
/*"ASP8" -> "INTDOM"*/
/*"ASP8" -> "COMRING"*/
/*"ASP8" -> "RING"*/
/*"ASP8" -> "RNG"*/
/*"ASP8" -> "ABELGRP"*/
/*"ASP8" -> "CABMON"*/
/*"ASP8" -> "ABELMON"*/
/*"ASP8" -> "ABELSG"*/
/*"ASP8" -> "SETCAT"*/
/*"ASP8" -> "BASTYPE"*/
/*"ASP8" -> "SGROUP"*/
/*"ASP8" -> "MONOID"*/
/*"ASP8" -> "LMODULE"*/
/*"ASP8" -> "BMODULE"*/
/*"ASP8" -> "RMODULE"*/
/*"ASP8" -> "ALGEBRA"*/
/*"ASP8" -> "MODULE"*/
/*"ASP8" -> "ENTIRER"*/
/*"ASP8" -> "UFD"*/
/*"ASP8" -> "DIVRING"*/
/*"ASP8" -> "ORDRING"*/
/*"ASP8" -> "OAGROUP"*/
/*"ASP8" -> "OCAMON"*/
/*"ASP8" -> "OAMON"*/
/*"ASP8" -> "OASGP"*/
/*"ASP8" -> "ORDSET"*/
/*"ASP8" -> "REAL"*/
/*"ASP8" -> "KONVERT"*/
/*"ASP8" -> "RETRACT"*/
/*"ASP8" -> "RADCAT"*/
/*"ASP8" -> "PATMAB"*/
/*"ASP8" -> "CHARZ"*/
/*"ASP8" -> "SYMBOL"*/
/*"ASP8" -> "INT"*/
/*"ASP8" -> "REF"*/
"ASP8" -> "ALIST"
/*"ASP8" -> "LIST"*/
/*"ASP8" -> "STRING"*/
/*"ASP8" -> "CHAR"*/
/*"ASP8" -> "SINT"*/
/*"ASP8" -> "OUTFORM"*/
/*"ASP8" -> "PRIMARR"*/
/*"ASP8" -> "A1AGG-"*/
/*"ASP8" -> "ISTRING"*/
/*"ASP8" -> "SRAGG-"*/
/*"ASP8" -> "FLAGG-"*/
/*"ASP8" -> "LNAGG-"*/
/*"ASP8" -> "INS"*/
/*"ASP8" -> "OINTDOM"*/
/*"ASP8" -> "DIFRING"*/
/*"ASP8" -> "LINEXP"*/
/*"ASP8" -> "CFCAT"*/
/*"ASP8" -> "STEP"*/
/*"ASP8" -> "VECTCAT"*/
/*"ASP8" -> "A1AGG"*/
/*"ASP8" -> "FLAGG"*/
/*"ASP8" -> "LNAGG"*/
/*"ASP8" -> "IXAGG"*/
/*"ASP8" -> "HOAGG"*/
/*"ASP8" -> "AGG"*/
/*"ASP8" -> "EVALAB"*/
/*"ASP8" -> "IEVALAB"*/
/*"ASP8" -> "ELTAGG"*/
/*"ASP8" -> "ELTAB"*/
/*"ASP8" -> "CLAGG"*/
/*"ASP8" -> "VECTOR"*/
/*"ASP8" -> "IVECTOR"*/
/*"ASP8" -> "IARRAY1"*/
/*"ASP8" -> "FMTC"*/
/*"ASP8" -> "NNI"*/
/*"ASP8" -> "OM"*/
/*"ASP8" -> "ILIST"*/

"ASP9" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP9"]
/*"ASP9" -> "FORTFN"*/
/*"ASP9" -> "FORTCAT"*/
/*"ASP9" -> "TYPE"*/
/*"ASP9" -> "KOERCE"*/
/*"ASP9" -> "SYMBOL"*/
/*"ASP9" -> "INT"*/
/*"ASP9" -> "REF"*/
"ASP9" -> "ALIST"
/*"ASP9" -> "LIST"*/
/*"ASP9" -> "STRING"*/
/*"ASP9" -> "CHAR"*/
/*"ASP9" -> "SINT"*/
/*"ASP9" -> "OUTFORM"*/
/*"ASP9" -> "PRIMARR"*/
/*"ASP9" -> "A1AGG-"*/
/*"ASP9" -> "ISTRING"*/
/*"ASP9" -> "SRAGG-"*/
/*"ASP9" -> "FLAGG-"*/
/*"ASP9" -> "LNAGG-"*/
/*"ASP9" -> "BOOLEAN"*/
/*"ASP9" -> "FPS"*/
/*"ASP9" -> "RNS"*/
/*"ASP9" -> "FIELD"*/
/*"ASP9" -> "EUCDOM"*/
/*"ASP9" -> "PID"*/
/*"ASP9" -> "GCDDOM"*/
/*"ASP9" -> "INTDOM"*/
/*"ASP9" -> "COMRING"*/
/*"ASP9" -> "RING"*/
/*"ASP9" -> "RNG"*/
/*"ASP9" -> "ABELGRP"*/
/*"ASP9" -> "CABMON"*/
/*"ASP9" -> "ABELMON"*/
/*"ASP9" -> "ABELSG"*/
/*"ASP9" -> "SETCAT"*/
/*"ASP9" -> "BASTYPE"*/
/*"ASP9" -> "SGROUP"*/
/*"ASP9" -> "MONOID"*/
/*"ASP9" -> "LMODULE"*/
/*"ASP9" -> "BMODULE"*/
/*"ASP9" -> "RMODULE"*/
/*"ASP9" -> "ALGEBRA"*/
/*"ASP9" -> "MODULE"*/
/*"ASP9" -> "ENTIRER"*/
/*"ASP9" -> "UFD"*/
/*"ASP9" -> "DIVRING"*/
/*"ASP9" -> "ORDRING"*/
/*"ASP9" -> "OAGROUP"*/
/*"ASP9" -> "OCAMON"*/
/*"ASP9" -> "OAMON"*/
/*"ASP9" -> "OASGP"*/
/*"ASP9" -> "ORDSET"*/
/*"ASP9" -> "REAL"*/
/*"ASP9" -> "KONVERT"*/
/*"ASP9" -> "RETRACT"*/
/*"ASP9" -> "RADCAT"*/
/*"ASP9" -> "PATMAB"*/
/*"ASP9" -> "CHARZ"*/
/*"ASP9" -> "FMTC"*/
/*"ASP9" -> "INS"*/
/*"ASP9" -> "OINTDOM"*/
/*"ASP9" -> "DIFRING"*/
/*"ASP9" -> "LINEXP"*/
/*"ASP9" -> "CFCAT"*/
/*"ASP9" -> "STEP"*/
/*"ASP9" -> "POLYCAT"*/
/*"ASP9" -> "PDRING"*/
/*"ASP9" -> "FAMR"*/
/*"ASP9" -> "AMR"*/
/*"ASP9" -> "CHARNZ"*/
/*"ASP9" -> "FRETRCT"*/
/*"ASP9" -> "EVALAB"*/
/*"ASP9" -> "IEVALAB"*/
/*"ASP9" -> "FLINEXP"*/
/*"ASP9" -> "PFECAT"*/

"ATTRBUT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ATTRBUT"]
/*"ATTRBUT" -> "SETCAT"*/
/*"ATTRBUT" -> "BASTYPE"*/
/*"ATTRBUT" -> "KOERCE"*/
/*"ATTRBUT" -> "FPS"*/
/*"ATTRBUT" -> "RNS"*/
/*"ATTRBUT" -> "FIELD"*/
/*"ATTRBUT" -> "EUCDOM"*/
/*"ATTRBUT" -> "PID"*/
/*"ATTRBUT" -> "GCDDOM"*/
/*"ATTRBUT" -> "INTDOM"*/
/*"ATTRBUT" -> "COMRING"*/
/*"ATTRBUT" -> "RING"*/
/*"ATTRBUT" -> "RNG"*/
/*"ATTRBUT" -> "ABELGRP"*/
/*"ATTRBUT" -> "CABMON"*/
/*"ATTRBUT" -> "ABELMON"*/
/*"ATTRBUT" -> "ABELSG"*/
/*"ATTRBUT" -> "SGROUP"*/
/*"ATTRBUT" -> "MONOID"*/
/*"ATTRBUT" -> "LMODULE"*/
/*"ATTRBUT" -> "BMODULE"*/
/*"ATTRBUT" -> "RMODULE"*/
/*"ATTRBUT" -> "ALGEBRA"*/
/*"ATTRBUT" -> "MODULE"*/
/*"ATTRBUT" -> "ENTIRER"*/
/*"ATTRBUT" -> "UFD"*/
/*"ATTRBUT" -> "DIVRING"*/
/*"ATTRBUT" -> "ORDRING"*/
/*"ATTRBUT" -> "OAGROUP"*/
/*"ATTRBUT" -> "OCAMON"*/
/*"ATTRBUT" -> "OAMON"*/
/*"ATTRBUT" -> "OASGP"*/
/*"ATTRBUT" -> "ORDSET"*/
/*"ATTRBUT" -> "REAL"*/
/*"ATTRBUT" -> "KONVERT"*/
/*"ATTRBUT" -> "RETRACT"*/
/*"ATTRBUT" -> "RADCAT"*/
/*"ATTRBUT" -> "PATMAB"*/
/*"ATTRBUT" -> "CHARZ"*/
/*"ATTRBUT" -> "INT"*/
/*"ATTRBUT" -> "LIST"*/
/*"ATTRBUT" -> "ILIST"*/
/*"ATTRBUT" -> "SYMBOL"*/
/*"ATTRBUT" -> "REF"*/
"ATTRBUT" -> "ALIST"
/*"ATTRBUT" -> "STRING"*/
/*"ATTRBUT" -> "CHAR"*/
/*"ATTRBUT" -> "SINT"*/
/*"ATTRBUT" -> "OUTFORM"*/
/*"ATTRBUT" -> "PRIMARR"*/
/*"ATTRBUT" -> "A1AGG-"*/
/*"ATTRBUT" -> "ISTRING"*/
/*"ATTRBUT" -> "SRAGG-"*/
/*"ATTRBUT" -> "FLAGG-"*/
/*"ATTRBUT" -> "LNAGG-"*/

"BOOLEAN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BOOLEAN",
           shape=ellipse]
/*"BOOLEAN" -> "ORDSET"*/
/*"BOOLEAN" -> "SETCAT"*/
/*"BOOLEAN" -> "BASTYPE"*/
/*"BOOLEAN" -> "KOERCE"*/
/*"BOOLEAN" -> "FINITE"*/
/*"BOOLEAN" -> "LOGIC"*/
/*"BOOLEAN" -> "KONVERT"*/
/*"BOOLEAN" -> "BOOLEAN"*/
/*"BOOLEAN" -> "INT"*/
/*"BOOLEAN" -> "INS-"*/
/*"BOOLEAN" -> "PI"*/
/*"BOOLEAN" -> "NNI"*/
/*"BOOLEAN" -> "SYMBOL"*/
/*"BOOLEAN" -> "REF"*/
"BOOLEAN" -> "ALIST"
/*"BOOLEAN" -> "LIST"*/
/*"BOOLEAN" -> "STRING"*/
/*"BOOLEAN" -> "CHAR"*/
/*"BOOLEAN" -> "SINT"*/
/*"BOOLEAN" -> "OUTFORM"*/
/*"BOOLEAN" -> "PRIMARR"*/
/*"BOOLEAN" -> "A1AGG"*/
/*"BOOLEAN" -> "ISTRING"*/
/*"BOOLEAN" -> "SRAGG"*/
/*"BOOLEAN" -> "FLAGG"*/
/*"BOOLEAN" -> "LNAGG"*/

"BOP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=BOP"]
/*"BOP" -> "ORDSET"*/
/*"BOP" -> "SETCAT"*/
/*"BOP" -> "BASTYPE"*/
/*"BOP" -> "KOERCE"*/
/*"BOP" -> "SYMBOL"*/
/*"BOP" -> "INT"*/
/*"BOP" -> "REF"*/
"BOP" -> "ALIST"
/*"BOP" -> "LIST"*/
/*"BOP" -> "STRING"*/
/*"BOP" -> "CHAR"*/
/*"BOP" -> "SINT"*/
/*"BOP" -> "OUTFORM"*/
/*"BOP" -> "PRIMARR"*/
/*"BOP" -> "A1AGG-"*/
/*"BOP" -> "ISTRING"*/
/*"BOP" -> "SRAGG-"*/
/*"BOP" -> "FLAGG-"*/
/*"BOP" -> "LNAGG-"*/
/*"BOP" -> "STRICAT"*/
/*"BOP" -> "SRAGG"*/
/*"BOP" -> "A1AGG"*/
/*"BOP" -> "FLAGG"*/
/*"BOP" -> "LNAGG"*/
/*"BOP" -> "IXAGG"*/
/*"BOP" -> "HOAGG"*/
/*"BOP" -> "AGG"*/
/*"BOP" -> "TYPE"*/
/*"BOP" -> "EVALAB"*/
/*"BOP" -> "IEVALAB"*/
/*"BOP" -> "ELTAGG"*/
/*"BOP" -> "ELTAB"*/
/*"BOP" -> "CLAGG"*/
/*"BOP" -> "KONVERT"*/
/*"BOP" -> "OM"*/
/*"BOP" -> "BOOLEAN"*/
/*"BOP" -> "NNI"*/
/*"BOP" -> "FSAGG"*/
/*"BOP" -> "DIAGG"*/
/*"BOP" -> "DIOPS"*/
/*"BOP" -> "BGAGG"*/
/*"BOP" -> "SETAGG"*/
/*"BOP" -> "FINITE"*/
/*"BOP" -> "ORDFIN"*/

"BOP1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=BOP1"]
/*"BOP1" -> "SETCAT"*/
/*"BOP1" -> "BASTYPE"*/
/*"BOP1" -> "KOERCE"*/
/*"BOP1" -> "ORDSET"*/
/*"BOP1" -> "SYMBOL"*/
/*"BOP1" -> "INT"*/
/*"BOP1" -> "REF"*/
"BOP1" -> "ALIST"
/*"BOP1" -> "LIST"*/
/*"BOP1" -> "STRING"*/
/*"BOP1" -> "CHAR"*/
/*"BOP1" -> "SINT"*/
/*"BOP1" -> "OUTFORM"*/
/*"BOP1" -> "PRIMARR"*/
/*"BOP1" -> "A1AGG-"*/
/*"BOP1" -> "ISTRING"*/
/*"BOP1" -> "SRAGG-"*/
/*"BOP1" -> "FLAGG-"*/
/*"BOP1" -> "LNAGG-"*/
/*"BOP1" -> "NNI"*/
/*"BOP1" -> "BOOLEAN"*/
/*"BOP1" -> "KONVERT"*/

"COMMONOP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=COMMONOP"]
/*"COMMONOP" -> "BOOLEAN"*/
/*"COMMONOP" -> "SYMBOL"*/
/*"COMMONOP" -> "INT"*/
/*"COMMONOP" -> "REF"*/
"COMMONOP" -> "ALIST"
/*"COMMONOP" -> "LIST"*/
/*"COMMONOP" -> "STRING"*/
/*"COMMONOP" -> "CHAR"*/
/*"COMMONOP" -> "SINT"*/
/*"COMMONOP" -> "OUTFORM"*/
/*"COMMONOP" -> "PRIMARR"*/
/*"COMMONOP" -> "A1AGG-"*/
/*"COMMONOP" -> "ISTRING"*/
/*"COMMONOP" -> "SRAGG-"*/
/*"COMMONOP" -> "FLAGG-"*/
/*"COMMONOP" -> "LNAGG-"*/
/*"COMMONOP" -> "NNI"*/
/*"COMMONOP" -> "ILIST"*/
/*"COMMONOP" -> "LSAGG-"*/
/*"COMMONOP" -> "STAGG-"*/
/*"COMMONOP" -> "PI"*/

"COMPCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=COMPCAT"]
/*"COMPCAT" -> "COMRING"*/
/*"COMPCAT" -> "RING"*/
/*"COMPCAT" -> "RNG"*/
/*"COMPCAT" -> "ABELGRP"*/
/*"COMPCAT" -> "CABMON"*/
/*"COMPCAT" -> "ABELMON"*/
/*"COMPCAT" -> "ABELSG"*/
/*"COMPCAT" -> "SETCAT"*/
/*"COMPCAT" -> "BASTYPE"*/
/*"COMPCAT" -> "KOERCE"*/
/*"COMPCAT" -> "SGROUP"*/
/*"COMPCAT" -> "MONOID"*/
/*"COMPCAT" -> "LMODULE"*/
/*"COMPCAT" -> "BMODULE"*/
/*"COMPCAT" -> "RMODULE"*/
/*"COMPCAT" -> "MONOGEN"*/
/*"COMPCAT" -> "FRAMALG"*/
/*"COMPCAT" -> "FINRALG"*/
/*"COMPCAT" -> "ALGEBRA"*/
/*"COMPCAT" -> "MODULE"*/
/*"COMPCAT" -> "CHARZ"*/
/*"COMPCAT" -> "CHARNZ"*/
/*"COMPCAT" -> "KONVERT"*/
/*"COMPCAT" -> "FRETRCT"*/
/*"COMPCAT" -> "RETRACT"*/
/*"COMPCAT" -> "FLINEXP"*/
/*"COMPCAT" -> "LINEXP"*/
/*"COMPCAT" -> "FINITE"*/
/*"COMPCAT" -> "FIELD"*/
/*"COMPCAT" -> "EUCDOM"*/
/*"COMPCAT" -> "PID"*/
/*"COMPCAT" -> "GCDDOM"*/
/*"COMPCAT" -> "INTDOM"*/
/*"COMPCAT" -> "ENTIRER"*/
/*"COMPCAT" -> "UFD"*/
/*"COMPCAT" -> "DIVRING"*/
/*"COMPCAT" -> "DIFEXT"*/
/*"COMPCAT" -> "DIFRING"*/
/*"COMPCAT" -> "PDRING"*/
/*"COMPCAT" -> "FFIELDC"*/
/*"COMPCAT" -> "FPC"*/
/*"COMPCAT" -> "STEP"*/
/*"COMPCAT" -> "FEVALAB"*/
/*"COMPCAT" -> "ELTAB"*/
/*"COMPCAT" -> "EVALAB"*/
/*"COMPCAT" -> "IEVALAB"*/
/*"COMPCAT" -> "FPATMAB"*/
/*"COMPCAT" -> "TYPE"*/
/*"COMPCAT" -> "PATMAB"*/
/*"COMPCAT" -> "PATAB"*/
/*"COMPCAT" -> "ORDSET"*/
/*"COMPCAT" -> "TRANFUN"*/
/*"COMPCAT" -> "TRIGCAT"*/
/*"COMPCAT" -> "ATRIG"*/
/*"COMPCAT" -> "HYPCAT"*/
/*"COMPCAT" -> "AHYP"*/
/*"COMPCAT" -> "ELEMFUN"*/
/*"COMPCAT" -> "RADCAT"*/
/*"COMPCAT" -> "PFECAT"*/
/*"COMPCAT" -> "NNI"*/
/*"COMPCAT" -> "INT"*/
/*"COMPCAT" -> "PI"*/
/*"COMPCAT" -> "INS"*/
/*"COMPCAT" -> "OINTDOM"*/
/*"COMPCAT" -> "ORDRING"*/
/*"COMPCAT" -> "OAGROUP"*/
/*"COMPCAT" -> "OCAMON"*/
/*"COMPCAT" -> "OAMON"*/
/*"COMPCAT" -> "OASGP"*/
/*"COMPCAT" -> "CFCAT"*/
/*"COMPCAT" -> "REAL"*/
/*"COMPCAT" -> "BOOLEAN"*/
/*"COMPCAT" -> "UPOLYC"*/
/*"COMPCAT" -> "POLYCAT"*/
/*"COMPCAT" -> "FAMR"*/
/*"COMPCAT" -> "AMR"*/
/*"COMPCAT" -> "LIST"*/
/*"COMPCAT" -> "OM"*/
/*"COMPCAT" -> "VECTOR"*/
/*"COMPCAT" -> "IVECTOR"*/
/*"COMPCAT" -> "IARRAY1"*/
/*"COMPCAT" -> "VECTCAT"*/
/*"COMPCAT" -> "A1AGG"*/
/*"COMPCAT" -> "FLAGG"*/
/*"COMPCAT" -> "LNAGG"*/
/*"COMPCAT" -> "IXAGG"*/
/*"COMPCAT" -> "HOAGG"*/
/*"COMPCAT" -> "AGG"*/
/*"COMPCAT" -> "ELTAGG"*/
/*"COMPCAT" -> "CLAGG"*/
/*"COMPCAT" -> "SYMBOL"*/
/*"COMPCAT" -> "REF"*/
"COMPCAT" -> "ALIST"
/*"COMPCAT" -> "STRING"*/
/*"COMPCAT" -> "CHAR"*/
/*"COMPCAT" -> "SINT"*/
/*"COMPCAT" -> "OUTFORM"*/
/*"COMPCAT" -> "PRIMARR"*/
/*"COMPCAT" -> "A1AGG-"*/
/*"COMPCAT" -> "ISTRING"*/
/*"COMPCAT" -> "SRAGG-"*/
/*"COMPCAT" -> "FLAGG-"*/
/*"COMPCAT" -> "LNAGG-"*/
/*"COMPCAT" -> "RNS"*/
/*"COMPCAT" -> "FPS"*/

"COMPCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=COMPCAT"]
/*"COMPCAT-" -> "COMRING"*/
/*"COMPCAT-" -> "RING"*/
/*"COMPCAT-" -> "RNG"*/
/*"COMPCAT-" -> "ABELGRP"*/
/*"COMPCAT-" -> "CABMON"*/
/*"COMPCAT-" -> "ABELMON"*/
/*"COMPCAT-" -> "ABELSG"*/
/*"COMPCAT-" -> "SETCAT"*/
/*"COMPCAT-" -> "BASTYPE"*/
/*"COMPCAT-" -> "KOERCE"*/
/*"COMPCAT-" -> "SGROUP"*/
/*"COMPCAT-" -> "MONOID"*/
/*"COMPCAT-" -> "LMODULE"*/
/*"COMPCAT-" -> "BMODULE"*/
/*"COMPCAT-" -> "RMODULE"*/
/*"COMPCAT-" -> "MONOGEN"*/
/*"COMPCAT-" -> "FRAMALG"*/
/*"COMPCAT-" -> "FINRALG"*/
/*"COMPCAT-" -> "ALGEBRA"*/
/*"COMPCAT-" -> "MODULE"*/
/*"COMPCAT-" -> "CHARZ"*/
/*"COMPCAT-" -> "CHARNZ"*/
/*"COMPCAT-" -> "KONVERT"*/
/*"COMPCAT-" -> "FRETRCT"*/
/*"COMPCAT-" -> "RETRACT"*/
/*"COMPCAT-" -> "FLINEXP"*/
/*"COMPCAT-" -> "LINEXP"*/
/*"COMPCAT-" -> "FINITE"*/
/*"COMPCAT-" -> "FIELD"*/
/*"COMPCAT-" -> "EUCDOM"*/
/*"COMPCAT-" -> "PID"*/
/*"COMPCAT-" -> "GCDDOM"*/
/*"COMPCAT-" -> "INTDOM"*/
/*"COMPCAT-" -> "ENTIRER"*/
/*"COMPCAT-" -> "UFD"*/
/*"COMPCAT-" -> "DIVRING"*/
/*"COMPCAT-" -> "DIFEXT"*/
/*"COMPCAT-" -> "DIFRING"*/
/*"COMPCAT-" -> "PDRING"*/
/*"COMPCAT-" -> "FFIELDC"*/
/*"COMPCAT-" -> "FPC"*/
/*"COMPCAT-" -> "STEP"*/
/*"COMPCAT-" -> "FEVALAB"*/
/*"COMPCAT-" -> "ELTAB"*/
/*"COMPCAT-" -> "EVALAB"*/
/*"COMPCAT-" -> "IEVALAB"*/
/*"COMPCAT-" -> "FPATMAB"*/
/*"COMPCAT-" -> "TYPE"*/
/*"COMPCAT-" -> "PATMAB"*/
/*"COMPCAT-" -> "PATAB"*/
/*"COMPCAT-" -> "ORDSET"*/
/*"COMPCAT-" -> "TRANFUN"*/
/*"COMPCAT-" -> "TRIGCAT"*/
/*"COMPCAT-" -> "ATRIG"*/
/*"COMPCAT-" -> "HYPCAT"*/
/*"COMPCAT-" -> "AHYP"*/
/*"COMPCAT-" -> "ELEMFUN"*/
/*"COMPCAT-" -> "RADCAT"*/
/*"COMPCAT-" -> "PFECAT"*/
/*"COMPCAT-" -> "NNI"*/
/*"COMPCAT-" -> "INT"*/
/*"COMPCAT-" -> "PI"*/
/*"COMPCAT-" -> "INS"*/
/*"COMPCAT-" -> "OINTDOM"*/
/*"COMPCAT-" -> "ORDRING"*/
/*"COMPCAT-" -> "OAGROUP"*/
/*"COMPCAT-" -> "OCAMON"*/
/*"COMPCAT-" -> "OAMON"*/
/*"COMPCAT-" -> "OASGP"*/
/*"COMPCAT-" -> "CFCAT"*/
/*"COMPCAT-" -> "REAL"*/
/*"COMPCAT-" -> "BOOLEAN"*/
/*"COMPCAT-" -> "UPOLYC"*/
/*"COMPCAT-" -> "POLYCAT"*/
/*"COMPCAT-" -> "FAMR"*/
/*"COMPCAT-" -> "AMR"*/
/*"COMPCAT-" -> "LIST"*/
/*"COMPCAT-" -> "OM"*/
/*"COMPCAT-" -> "VECTOR"*/
/*"COMPCAT-" -> "IVECTOR"*/
/*"COMPCAT-" -> "IARRAY1"*/
/*"COMPCAT-" -> "VECTCAT"*/
/*"COMPCAT-" -> "A1AGG"*/
/*"COMPCAT-" -> "FLAGG"*/
/*"COMPCAT-" -> "LNAGG"*/
/*"COMPCAT-" -> "IXAGG"*/
/*"COMPCAT-" -> "HOAGG"*/
/*"COMPCAT-" -> "AGG"*/
/*"COMPCAT-" -> "ELTAGG"*/
/*"COMPCAT-" -> "CLAGG"*/
/*"COMPCAT-" -> "SYMBOL"*/
/*"COMPCAT-" -> "REF"*/
"COMPCAT-" -> "ALIST"
/*"COMPCAT-" -> "STRING"*/
/*"COMPCAT-" -> "CHAR"*/
/*"COMPCAT-" -> "SINT"*/
/*"COMPCAT-" -> "OUTFORM"*/
/*"COMPCAT-" -> "PRIMARR"*/
/*"COMPCAT-" -> "A1AGG-"*/
/*"COMPCAT-" -> "ISTRING"*/
/*"COMPCAT-" -> "SRAGG-"*/
/*"COMPCAT-" -> "FLAGG-"*/
/*"COMPCAT-" -> "LNAGG-"*/
/*"COMPCAT-" -> "RNS"*/
/*"COMPCAT-" -> "FPS"*/

"DRAW" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DRAW"]
/*"DRAW" -> "KONVERT"*/
/*"DRAW" -> "SETCAT"*/
/*"DRAW" -> "BASTYPE"*/
/*"DRAW" -> "KOERCE"*/
/*"DRAW" -> "SYMBOL"*/
/*"DRAW" -> "INT"*/
/*"DRAW" -> "REF"*/
"DRAW" -> "ALIST"
/*"DRAW" -> "LIST"*/
/*"DRAW" -> "STRING"*/
/*"DRAW" -> "CHAR"*/
/*"DRAW" -> "SINT"*/
/*"DRAW" -> "OUTFORM"*/
/*"DRAW" -> "PRIMARR"*/
/*"DRAW" -> "A1AGG-"*/
/*"DRAW" -> "ISTRING"*/
/*"DRAW" -> "SRAGG-"*/
/*"DRAW" -> "FLAGG-"*/
/*"DRAW" -> "LNAGG-"*/
/*"DRAW" -> "ILIST"*/
/*"DRAW" -> "NNI"*/
/*"DRAW" -> "FPS"*/
/*"DRAW" -> "RNS"*/
/*"DRAW" -> "FIELD"*/
/*"DRAW" -> "EUCDOM"*/
/*"DRAW" -> "PID"*/
/*"DRAW" -> "GCDDOM"*/
/*"DRAW" -> "INTDOM"*/
/*"DRAW" -> "COMRING"*/
/*"DRAW" -> "RING"*/
/*"DRAW" -> "RNG"*/
/*"DRAW" -> "ABELGRP"*/
/*"DRAW" -> "CABMON"*/
/*"DRAW" -> "ABELMON"*/
/*"DRAW" -> "ABELSG"*/
/*"DRAW" -> "SGROUP"*/
/*"DRAW" -> "MONOID"*/
/*"DRAW" -> "LMODULE"*/
/*"DRAW" -> "BMODULE"*/
/*"DRAW" -> "RMODULE"*/
/*"DRAW" -> "ALGEBRA"*/
/*"DRAW" -> "MODULE"*/
/*"DRAW" -> "ENTIRER"*/
/*"DRAW" -> "UFD"*/
/*"DRAW" -> "DIVRING"*/
/*"DRAW" -> "ORDRING"*/
/*"DRAW" -> "OAGROUP"*/
/*"DRAW" -> "OCAMON"*/
/*"DRAW" -> "OAMON"*/
/*"DRAW" -> "OASGP"*/
/*"DRAW" -> "ORDSET"*/
/*"DRAW" -> "REAL"*/
/*"DRAW" -> "RETRACT"*/
/*"DRAW" -> "RADCAT"*/
/*"DRAW" -> "PATMAB"*/
/*"DRAW" -> "CHARZ"*/

"DRAWCFUN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DRAWCFUN"]
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/*"DRAWCFUN" -> "RNS"*/
/*"DRAWCFUN" -> "FIELD"*/
/*"DRAWCFUN" -> "EUCDOM"*/
/*"DRAWCFUN" -> "PID"*/
/*"DRAWCFUN" -> "GCDDOM"*/
/*"DRAWCFUN" -> "INTDOM"*/
/*"DRAWCFUN" -> "COMRING"*/
/*"DRAWCFUN" -> "RING"*/
/*"DRAWCFUN" -> "RNG"*/
/*"DRAWCFUN" -> "ABELGRP"*/
/*"DRAWCFUN" -> "CABMON"*/
/*"DRAWCFUN" -> "ABELMON"*/
/*"DRAWCFUN" -> "ABELSG"*/
/*"DRAWCFUN" -> "SETCAT"*/
/*"DRAWCFUN" -> "BASTYPE"*/
/*"DRAWCFUN" -> "KOERCE"*/
/*"DRAWCFUN" -> "SGROUP"*/
/*"DRAWCFUN" -> "MONOID"*/
/*"DRAWCFUN" -> "LMODULE"*/
/*"DRAWCFUN" -> "BMODULE"*/
/*"DRAWCFUN" -> "RMODULE"*/
/*"DRAWCFUN" -> "ALGEBRA"*/
/*"DRAWCFUN" -> "MODULE"*/
/*"DRAWCFUN" -> "ENTIRER"*/
/*"DRAWCFUN" -> "UFD"*/
/*"DRAWCFUN" -> "DIVRING"*/
/*"DRAWCFUN" -> "ORDRING"*/
/*"DRAWCFUN" -> "OAGROUP"*/
/*"DRAWCFUN" -> "OCAMON"*/
/*"DRAWCFUN" -> "OAMON"*/
/*"DRAWCFUN" -> "OASGP"*/
/*"DRAWCFUN" -> "ORDSET"*/
/*"DRAWCFUN" -> "REAL"*/
/*"DRAWCFUN" -> "KONVERT"*/
/*"DRAWCFUN" -> "RETRACT"*/
/*"DRAWCFUN" -> "RADCAT"*/
/*"DRAWCFUN" -> "PATMAB"*/
/*"DRAWCFUN" -> "CHARZ"*/
/*"DRAWCFUN" -> "SYMBOL"*/
/*"DRAWCFUN" -> "INT"*/
/*"DRAWCFUN" -> "REF"*/
"DRAWCFUN" -> "ALIST"
/*"DRAWCFUN" -> "LIST"*/
/*"DRAWCFUN" -> "STRING"*/
/*"DRAWCFUN" -> "CHAR"*/
/*"DRAWCFUN" -> "SINT"*/
/*"DRAWCFUN" -> "OUTFORM"*/
/*"DRAWCFUN" -> "PRIMARR"*/
/*"DRAWCFUN" -> "A1AGG-"*/
/*"DRAWCFUN" -> "ISTRING"*/
/*"DRAWCFUN" -> "SRAGG-"*/
/*"DRAWCFUN" -> "FLAGG-"*/
/*"DRAWCFUN" -> "LNAGG-"*/
/*"DRAWCFUN" -> "ILIST"*/
/*"DRAWCFUN" -> "LSAGG-"*/
/*"DRAWCFUN" -> "STAGG-"*/
/*"DRAWCFUN" -> "ELAGG-"*/
/*"DRAWCFUN" -> "URAGG-"*/
/*"DRAWCFUN" -> "DFLOAT"*/
/*"DRAWCFUN" -> "DIFRING"*/
/*"DRAWCFUN" -> "OM"*/
/*"DRAWCFUN" -> "TRANFUN"*/
/*"DRAWCFUN" -> "TRIGCAT"*/
/*"DRAWCFUN" -> "ATRIG"*/
/*"DRAWCFUN" -> "HYPCAT"*/
/*"DRAWCFUN" -> "AHYP"*/
/*"DRAWCFUN" -> "ELEMFUN"*/
/*"DRAWCFUN" -> "SPFCAT"*/
/*"DRAWCFUN" -> "NNI"*/
/*"DRAWCFUN" -> "PI"*/
/*"DRAWCFUN" -> "PTCAT"*/
/*"DRAWCFUN" -> "VECTCAT"*/
/*"DRAWCFUN" -> "A1AGG"*/
/*"DRAWCFUN" -> "FLAGG"*/
/*"DRAWCFUN" -> "LNAGG"*/
/*"DRAWCFUN" -> "IXAGG"*/
/*"DRAWCFUN" -> "HOAGG"*/
/*"DRAWCFUN" -> "AGG"*/
/*"DRAWCFUN" -> "TYPE"*/
/*"DRAWCFUN" -> "EVALAB"*/
/*"DRAWCFUN" -> "IEVALAB"*/
/*"DRAWCFUN" -> "ELTAGG"*/
/*"DRAWCFUN" -> "ELTAB"*/
/*"DRAWCFUN" -> "CLAGG"*/
/*"DRAWCFUN" -> "BOOLEAN"*/

"DROPT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=DROPT"]
/*"DROPT" -> "SETCAT"*/
/*"DROPT" -> "BASTYPE"*/
/*"DROPT" -> "KOERCE"*/
/*"DROPT" -> "LSAGG"*/
/*"DROPT" -> "STAGG"*/
/*"DROPT" -> "URAGG"*/
/*"DROPT" -> "RCAGG"*/
/*"DROPT" -> "HOAGG"*/
/*"DROPT" -> "AGG"*/
/*"DROPT" -> "TYPE"*/
/*"DROPT" -> "EVALAB"*/
/*"DROPT" -> "IEVALAB"*/
/*"DROPT" -> "LNAGG"*/
/*"DROPT" -> "IXAGG"*/
/*"DROPT" -> "ELTAGG"*/
/*"DROPT" -> "ELTAB"*/
/*"DROPT" -> "CLAGG"*/
/*"DROPT" -> "KONVERT"*/
/*"DROPT" -> "FLAGG"*/
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/*"DROPT" -> "OM"*/
/*"DROPT" -> "INT"*/
/*"DROPT" -> "LIST"*/
/*"DROPT" -> "ILIST"*/
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/*"DROPT" -> "GCDDOM"*/
/*"DROPT" -> "INTDOM"*/
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/*"DROPT" -> "RING"*/
/*"DROPT" -> "RNG"*/
/*"DROPT" -> "ABELGRP"*/
/*"DROPT" -> "CABMON"*/
/*"DROPT" -> "ABELMON"*/
/*"DROPT" -> "ABELSG"*/
/*"DROPT" -> "SGROUP"*/
/*"DROPT" -> "MONOID"*/
/*"DROPT" -> "LMODULE"*/
/*"DROPT" -> "BMODULE"*/
/*"DROPT" -> "RMODULE"*/
/*"DROPT" -> "ALGEBRA"*/
/*"DROPT" -> "MODULE"*/
/*"DROPT" -> "ENTIRER"*/
/*"DROPT" -> "EUCDOM"*/
/*"DROPT" -> "PID"*/
/*"DROPT" -> "OINTDOM"*/
/*"DROPT" -> "ORDRING"*/
/*"DROPT" -> "OAGROUP"*/
/*"DROPT" -> "OCAMON"*/
/*"DROPT" -> "OAMON"*/
/*"DROPT" -> "OASGP"*/
/*"DROPT" -> "DIFRING"*/
/*"DROPT" -> "RETRACT"*/
/*"DROPT" -> "LINEXP"*/
/*"DROPT" -> "PATMAB"*/
/*"DROPT" -> "CFCAT"*/
/*"DROPT" -> "REAL"*/
/*"DROPT" -> "CHARZ"*/
/*"DROPT" -> "STEP"*/
/*"DROPT" -> "SYMBOL"*/
/*"DROPT" -> "REF"*/
"DROPT" -> "ALIST"
/*"DROPT" -> "STRING"*/
/*"DROPT" -> "CHAR"*/
/*"DROPT" -> "SINT"*/
/*"DROPT" -> "OUTFORM"*/
/*"DROPT" -> "PRIMARR"*/
/*"DROPT" -> "A1AGG-"*/
/*"DROPT" -> "ISTRING"*/
/*"DROPT" -> "SRAGG-"*/
/*"DROPT" -> "FLAGG-"*/
/*"DROPT" -> "LNAGG-"*/
/*"DROPT" -> "NNI"*/
/*"DROPT" -> "FPS"*/
/*"DROPT" -> "RNS"*/
/*"DROPT" -> "FIELD"*/
/*"DROPT" -> "DIVRING"*/
/*"DROPT" -> "RADCAT"*/
/*"DROPT" -> "BOOLEAN"*/

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/*"DROPT0" -> "LIST"*/
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/*"DROPT0" -> "RNS"*/
/*"DROPT0" -> "FIELD"*/
/*"DROPT0" -> "EUCDOM"*/
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/*"DROPT0" -> "COMRING"*/
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/*"DROPT0" -> "MONOID"*/
/*"DROPT0" -> "LMODULE"*/
/*"DROPT0" -> "BMODULE"*/
/*"DROPT0" -> "RMODULE"*/
/*"DROPT0" -> "ALGEBRA"*/
/*"DROPT0" -> "MODULE"*/
/*"DROPT0" -> "ENTIRER"*/
/*"DROPT0" -> "UFD"*/
/*"DROPT0" -> "DIVRING"*/
/*"DROPT0" -> "ORDRING"*/
/*"DROPT0" -> "OAGROUP"*/
/*"DROPT0" -> "OCAMON"*/
/*"DROPT0" -> "OAMON"*/
/*"DROPT0" -> "OASGP"*/
/*"DROPT0" -> "ORDSET"*/
/*"DROPT0" -> "REAL"*/
/*"DROPT0" -> "KONVERT"*/
/*"DROPT0" -> "RETRACT"*/
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/*"DROPT0" -> "PATMAB"*/
/*"DROPT0" -> "CHARZ"*/

"D01ANFA" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D01ANFA"]
/*"D01ANFA" -> "NUMINT"*/
/*"D01ANFA" -> "SETCAT"*/
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/*"D01ANFA" -> "NNI"*/
/*"D01ANFA" -> "INT"*/
/*"D01ANFA" -> "SYMBOL"*/
/*"D01ANFA" -> "REF"*/
"D01ANFA" -> "ALIST"
/*"D01ANFA" -> "LIST"*/
/*"D01ANFA" -> "STRING"*/
/*"D01ANFA" -> "CHAR"*/
/*"D01ANFA" -> "SINT"*/
/*"D01ANFA" -> "OUTFORM"*/
/*"D01ANFA" -> "PRIMARR"*/
/*"D01ANFA" -> "A1AGG-"*/
/*"D01ANFA" -> "ISTRING"*/
/*"D01ANFA" -> "SRAGG-"*/
/*"D01ANFA" -> "FLAGG-"*/
/*"D01ANFA" -> "LNAGG-"*/
/*"D01ANFA" -> "FPS"*/
/*"D01ANFA" -> "RNS"*/
/*"D01ANFA" -> "FIELD"*/
/*"D01ANFA" -> "EUCDOM"*/
/*"D01ANFA" -> "PID"*/
/*"D01ANFA" -> "GCDDOM"*/
/*"D01ANFA" -> "INTDOM"*/
/*"D01ANFA" -> "COMRING"*/
/*"D01ANFA" -> "RING"*/
/*"D01ANFA" -> "RNG"*/
/*"D01ANFA" -> "ABELGRP"*/
/*"D01ANFA" -> "CABMON"*/
/*"D01ANFA" -> "ABELMON"*/
/*"D01ANFA" -> "ABELSG"*/
/*"D01ANFA" -> "SGROUP"*/
/*"D01ANFA" -> "MONOID"*/
/*"D01ANFA" -> "LMODULE"*/
/*"D01ANFA" -> "BMODULE"*/
/*"D01ANFA" -> "RMODULE"*/
/*"D01ANFA" -> "ALGEBRA"*/
/*"D01ANFA" -> "MODULE"*/
/*"D01ANFA" -> "ENTIRER"*/
/*"D01ANFA" -> "UFD"*/
/*"D01ANFA" -> "DIVRING"*/
/*"D01ANFA" -> "ORDRING"*/
/*"D01ANFA" -> "OAGROUP"*/
/*"D01ANFA" -> "OCAMON"*/
/*"D01ANFA" -> "OAMON"*/
/*"D01ANFA" -> "OASGP"*/
/*"D01ANFA" -> "ORDSET"*/
/*"D01ANFA" -> "REAL"*/
/*"D01ANFA" -> "KONVERT"*/
/*"D01ANFA" -> "RETRACT"*/
/*"D01ANFA" -> "RADCAT"*/
/*"D01ANFA" -> "PATMAB"*/
/*"D01ANFA" -> "CHARZ"*/
/*"D01ANFA" -> "DIFRING"*/
/*"D01ANFA" -> "OM"*/
/*"D01ANFA" -> "TRANFUN"*/
/*"D01ANFA" -> "TRIGCAT"*/
/*"D01ANFA" -> "ATRIG"*/
/*"D01ANFA" -> "HYPCAT"*/
/*"D01ANFA" -> "AHYP"*/
/*"D01ANFA" -> "ELEMFUN"*/
/*"D01ANFA" -> "SPFCAT"*/
/*"D01ANFA" -> "PI"*/
/*"D01ANFA" -> "INS-"*/
/*"D01ANFA" -> "EUCDOM-"*/
/*"D01ANFA" -> "UFD-"*/
/*"D01ANFA" -> "GCDDOM-"*/
/*"D01ANFA" -> "INTDOM-"*/
/*"D01ANFA" -> "ALGEBRA-"*/
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/*"D01ASFA" -> "RNS"*/
/*"D01ASFA" -> "FIELD"*/
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/*"D01ASFA" -> "PID"*/
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/*"D01ASFA" -> "INTDOM"*/
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/*"D01ASFA" -> "RING"*/
/*"D01ASFA" -> "RNG"*/
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/*"D01ASFA" -> "CABMON"*/
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/*"D01ASFA" -> "ABELSG"*/
/*"D01ASFA" -> "SGROUP"*/
/*"D01ASFA" -> "MONOID"*/
/*"D01ASFA" -> "LMODULE"*/
/*"D01ASFA" -> "BMODULE"*/
/*"D01ASFA" -> "RMODULE"*/
/*"D01ASFA" -> "ALGEBRA"*/
/*"D01ASFA" -> "MODULE"*/
/*"D01ASFA" -> "ENTIRER"*/
/*"D01ASFA" -> "UFD"*/
/*"D01ASFA" -> "DIVRING"*/
/*"D01ASFA" -> "ORDRING"*/
/*"D01ASFA" -> "OAGROUP"*/
/*"D01ASFA" -> "OCAMON"*/
/*"D01ASFA" -> "OAMON"*/
/*"D01ASFA" -> "OASGP"*/
/*"D01ASFA" -> "ORDSET"*/
/*"D01ASFA" -> "REAL"*/
/*"D01ASFA" -> "KONVERT"*/
/*"D01ASFA" -> "RETRACT"*/
/*"D01ASFA" -> "RADCAT"*/
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/*"D01ASFA" -> "CHARZ"*/
/*"D01ASFA" -> "DIFRING"*/
/*"D01ASFA" -> "OM"*/
/*"D01ASFA" -> "TRANFUN"*/
/*"D01ASFA" -> "TRIGCAT"*/
/*"D01ASFA" -> "ATRIG"*/
/*"D01ASFA" -> "HYPCAT"*/
/*"D01ASFA" -> "AHYP"*/
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/*"D01ASFA" -> "SPFCAT"*/
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/*"D01ASFA" -> "EUCDOM-"*/
/*"D01ASFA" -> "UFD-"*/
/*"D01ASFA" -> "GCDDOM-"*/
/*"D01ASFA" -> "INTDOM-"*/
/*"D01ASFA" -> "ALGEBRA-"*/
/*"D01ASFA" -> "DIFRING-"*/
/*"D01ASFA" -> "ORDRING-"*/
/*"D01ASFA" -> "MODULE-"*/
/*"D01ASFA" -> "RING-"*/
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/*"D03AGNT" -> "BMODULE"*/
/*"D03AGNT" -> "RMODULE"*/
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/*"D03AGNT" -> "MODULE"*/
/*"D03AGNT" -> "ENTIRER"*/
/*"D03AGNT" -> "UFD"*/
/*"D03AGNT" -> "DIVRING"*/
/*"D03AGNT" -> "ORDRING"*/
/*"D03AGNT" -> "OAGROUP"*/
/*"D03AGNT" -> "OCAMON"*/
/*"D03AGNT" -> "OAMON"*/
/*"D03AGNT" -> "OASGP"*/
/*"D03AGNT" -> "ORDSET"*/
/*"D03AGNT" -> "REAL"*/
/*"D03AGNT" -> "KONVERT"*/
/*"D03AGNT" -> "RETRACT"*/
/*"D03AGNT" -> "RADCAT"*/
/*"D03AGNT" -> "PATMAB"*/
/*"D03AGNT" -> "CHARZ"*/
/*"D03AGNT" -> "DIFRING"*/
/*"D03AGNT" -> "OM"*/
/*"D03AGNT" -> "TRANFUN"*/
/*"D03AGNT" -> "TRIGCAT"*/
/*"D03AGNT" -> "ATRIG"*/
/*"D03AGNT" -> "HYPCAT"*/
/*"D03AGNT" -> "AHYP"*/
/*"D03AGNT" -> "ELEMFUN"*/
/*"D03AGNT" -> "SPFCAT"*/
/*"D03AGNT" -> "NNI"*/
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/*"D03AGNT" -> "INS"*/
/*"D03AGNT" -> "OINTDOM"*/
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/*"D03AGNT" -> "CFCAT"*/
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/*"D03AGNT" -> "SYMBOL"*/
/*"D03AGNT" -> "REF"*/
"D03AGNT" -> "ALIST"
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/*"D03AGNT" -> "STAGG"*/
/*"D03AGNT" -> "URAGG"*/
/*"D03AGNT" -> "RCAGG"*/
/*"D03AGNT" -> "HOAGG"*/
/*"D03AGNT" -> "AGG"*/
/*"D03AGNT" -> "TYPE"*/
/*"D03AGNT" -> "EVALAB"*/
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/*"D03AGNT" -> "ELTAB"*/
/*"D03AGNT" -> "CLAGG"*/
/*"D03AGNT" -> "FLAGG"*/
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/*"D03AGNT" -> "DFLOAT"*/
/*"D03AGNT" -> "PI"*/
/*"D03AGNT" -> "BOOLEAN"*/
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/*"D03AGNT" -> "FPS-"*/
/*"D03AGNT" -> "RNS-"*/
/*"D03AGNT" -> "FIELD-"*/
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/*"D03AGNT" -> "DIVRING-"*/
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"EP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EP"]
/*"EP" -> "GCDDOM"*/
/*"EP" -> "INTDOM"*/
/*"EP" -> "COMRING"*/
/*"EP" -> "RING"*/
/*"EP" -> "RNG"*/
/*"EP" -> "ABELGRP"*/
/*"EP" -> "CABMON"*/
/*"EP" -> "ABELMON"*/
/*"EP" -> "ABELSG"*/
/*"EP" -> "SETCAT"*/
/*"EP" -> "BASTYPE"*/
/*"EP" -> "KOERCE"*/
/*"EP" -> "SGROUP"*/
/*"EP" -> "MONOID"*/
/*"EP" -> "LMODULE"*/
/*"EP" -> "BMODULE"*/
/*"EP" -> "RMODULE"*/
/*"EP" -> "ALGEBRA"*/
/*"EP" -> "MODULE"*/
/*"EP" -> "ENTIRER"*/
/*"EP" -> "ORDSET"*/
/*"EP" -> "KONVERT"*/
/*"EP" -> "OM"*/
/*"EP" -> "PATMAB"*/
/*"EP" -> "POLYCAT"*/
/*"EP" -> "PDRING"*/
/*"EP" -> "FAMR"*/
/*"EP" -> "AMR"*/
/*"EP" -> "CHARZ"*/
/*"EP" -> "CHARNZ"*/
/*"EP" -> "FRETRCT"*/
/*"EP" -> "RETRACT"*/
/*"EP" -> "EVALAB"*/
/*"EP" -> "IEVALAB"*/
/*"EP" -> "FLINEXP"*/
/*"EP" -> "LINEXP"*/
/*"EP" -> "PFECAT"*/
/*"EP" -> "UFD"*/
/*"EP" -> "QFCAT"*/
/*"EP" -> "FIELD"*/
/*"EP" -> "EUCDOM"*/
/*"EP" -> "PID"*/
/*"EP" -> "DIVRING"*/
/*"EP" -> "FEVALAB"*/
/*"EP" -> "ELTAB"*/
/*"EP" -> "DIFEXT"*/
/*"EP" -> "DIFRING"*/
/*"EP" -> "PATAB"*/
/*"EP" -> "FPATMAB"*/
/*"EP" -> "TYPE"*/
/*"EP" -> "STEP"*/
/*"EP" -> "OINTDOM"*/
/*"EP" -> "ORDRING"*/
/*"EP" -> "OAGROUP"*/
/*"EP" -> "OCAMON"*/
/*"EP" -> "OAMON"*/
/*"EP" -> "OASGP"*/
/*"EP" -> "REAL"*/
/*"EP" -> "NNI"*/
/*"EP" -> "INT"*/
/*"EP" -> "BOOLEAN"*/
/*"EP" -> "LSAGG"*/
/*"EP" -> "STAGG"*/
/*"EP" -> "URAGG"*/
/*"EP" -> "RCAGG"*/
/*"EP" -> "HOAGG"*/
/*"EP" -> "AGG"*/
/*"EP" -> "LNAGG"*/
/*"EP" -> "IXAGG"*/
/*"EP" -> "ELTAGG"*/
/*"EP" -> "CLAGG"*/
/*"EP" -> "FLAGG"*/
/*"EP" -> "ELAGG"*/
/*"EP" -> "LIST"*/
/*"EP" -> "ILIST"*/
/*"EP" -> "SINT"*/
/*"EP" -> "PI"*/
/*"EP" -> "SYMBOL"*/
/*"EP" -> "REF"*/
"EP" -> "ALIST"
/*"EP" -> "STRING"*/
/*"EP" -> "CHAR"*/
/*"EP" -> "OUTFORM"*/
/*"EP" -> "PRIMARR"*/
/*"EP" -> "A1AGG-"*/
/*"EP" -> "ISTRING"*/
/*"EP" -> "SRAGG-"*/
/*"EP" -> "FLAGG-"*/
/*"EP" -> "LNAGG-"*/
/*"EP" -> "UPOLYC"*/
/*"EP" -> "VECTOR"*/
/*"EP" -> "IVECTOR"*/
/*"EP" -> "IARRAY1"*/

/* Note that ES has a circular self reference */
"ES" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ES",
      shape=ellipse]
/*"ES" -> "ES"*/
/*"ES" -> "ORDSET"*/
/*"ES" -> "SETCAT"*/
/*"ES" -> "BASTYPE"*/
/*"ES" -> "KOERCE"*/
/*"ES" -> "RETRACT"*/
/*"ES" -> "IEVALAB"*/
/*"ES" -> "EVALAB"*/
/*"ES" -> "CACHSET"*/
/*"ES" -> "SYMBOL"*/
/*"ES" -> "INT"*/
/*"ES" -> "REF"*/
"ES" -> "ALIST"
/*"ES" -> "LIST"*/
/*"ES" -> "STRING"*/
/*"ES" -> "CHAR"*/
/*"ES" -> "SINT"*/
/*"ES" -> "OUTFORM"*/
/*"ES" -> "PRIMARR"*/
/*"ES" -> "A1AGG-"*/
/*"ES" -> "ISTRING"*/
/*"ES" -> "SRAGG-"*/
/*"ES" -> "FLAGG-"*/
/*"ES" -> "LNAGG-"*/
/*"ES" -> "BOOLEAN"*/
/*"ES" -> "FSAGG"*/
/*"ES" -> "DIAGG" */
/*"ES" -> "DIOPS" */
/*"ES" -> "BGAGG"*/
/*"ES" -> "HOAGG"*/
/*"ES" -> "AGG"*/
/*"ES" -> "TYPE"*/
/*"ES" -> "CLAGG"*/
/*"ES" -> "KONVERT"*/
/*"ES" -> "SETAGG"*/
/*"ES" -> "FINITE"*/
/*"ES" -> "LSAGG"*/
/*"ES" -> "STAGG"*/
/*"ES" -> "URAGG"*/
/*"ES" -> "RCAGG"*/
/*"ES" -> "LNAGG"*/
/*"ES" -> "IXAGG"*/
/*"ES" -> "ELTAGG"*/
/*"ES" -> "ELTAB"*/
/*"ES" -> "FLAGG"*/
/*"ES" -> "ELAGG"*/
/*"ES" -> "OM"*/
/*"ES" -> "PATAB"*/
/*"ES" -> "ILIST"*/
/*"ES" -> "LSAGG-"*/
/*"ES" -> "STAGG-"*/
/*"ES" -> "ELAGG-"*/
/*"ES" -> "NNI"*/
/*"ES" -> "PATMAB"*/
/*"ES" -> "URAGG-"*/

"ES-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ES-",
       shape=ellipse]
/*"ES-" -> "ES"*/
/*"ES-" -> "ORDSET"*/
/*"ES-" -> "SETCAT"*/
/*"ES-" -> "BASTYPE"*/
/*"ES-" -> "KOERCE"*/
/*"ES-" -> "RETRACT"*/
/*"ES-" -> "IEVALAB"*/
/*"ES-" -> "EVALAB"*/
/*"ES-" -> "CACHSET"*/
/*"ES-" -> "SYMBOL"*/
/*"ES-" -> "INT"*/
/*"ES-" -> "REF"*/
"ES-" -> "ALIST"
/*"ES-" -> "LIST"*/
/*"ES-" -> "STRING"*/
/*"ES-" -> "CHAR"*/
/*"ES-" -> "SINT"*/
/*"ES-" -> "OUTFORM"*/
/*"ES-" -> "PRIMARR"*/
/*"ES-" -> "A1AGG"*/
/*"ES-" -> "ISTRING"*/
/*"ES-" -> "SRAGG"*/
/*"ES-" -> "FLAGG"*/
/*"ES-" -> "LNAGG"*/
/*"ES-" -> "BOOLEAN"*/
/*"ES-" -> "FSAGG"*/
/*"ES-" -> "DIAGG"*/
/*"ES-" -> "DIOPS"*/
/*"ES-" -> "BGAGG"*/
/*"ES-" -> "HOAGG"*/
/*"ES-" -> "AGG"*/
/*"ES-" -> "TYPE"*/
/*"ES-" -> "CLAGG"*/
/*"ES-" -> "KONVERT"*/
/*"ES-" -> "SETAGG"*/
/*"ES-" -> "FINITE"*/
/*"ES-" -> "LSAGG"*/
/*"ES-" -> "STAGG"*/
/*"ES-" -> "URAGG"*/
/*"ES-" -> "RCAGG"*/
/*"ES-" -> "LNAGG"*/
/*"ES-" -> "IXAGG"*/
/*"ES-" -> "ELTAGG"*/
/*"ES-" -> "ELTAB"*/
/*"ES-" -> "FLAGG"*/
/*"ES-" -> "ELAGG"*/
/*"ES-" -> "OM"*/
/*"ES-" -> "PATAB"*/
/*"ES-" -> "ILIST"*/
/*"ES-" -> "LSAGG"*/
/*"ES-" -> "STAGG"*/
/*"ES-" -> "ELAGG"*/
/*"ES-" -> "NNI"*/
/*"ES-" -> "PATMAB"*/
/*"ES-" -> "URAGG"*/

"E04AGNT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=E04AGNT"]
/*"E04AGNT" -> "FPS"*/
/*"E04AGNT" -> "RNS"*/
/*"E04AGNT" -> "FIELD"*/
/*"E04AGNT" -> "EUCDOM"*/
/*"E04AGNT" -> "PID"*/
/*"E04AGNT" -> "GCDDOM"*/
/*"E04AGNT" -> "INTDOM"*/
/*"E04AGNT" -> "COMRING"*/
/*"E04AGNT" -> "RING"*/
/*"E04AGNT" -> "RNG"*/
/*"E04AGNT" -> "ABELGRP"*/
/*"E04AGNT" -> "CABMON"*/
/*"E04AGNT" -> "ABELMON"*/
/*"E04AGNT" -> "ABELSG"*/
/*"E04AGNT" -> "SETCAT"*/
/*"E04AGNT" -> "BASTYPE"*/
/*"E04AGNT" -> "KOERCE"*/
/*"E04AGNT" -> "SGROUP"*/
/*"E04AGNT" -> "MONOID"*/
/*"E04AGNT" -> "LMODULE"*/
/*"E04AGNT" -> "BMODULE"*/
/*"E04AGNT" -> "RMODULE"*/
/*"E04AGNT" -> "ALGEBRA"*/
/*"E04AGNT" -> "MODULE"*/
/*"E04AGNT" -> "ENTIRER"*/
/*"E04AGNT" -> "UFD"*/
/*"E04AGNT" -> "DIVRING"*/
/*"E04AGNT" -> "ORDRING"*/
/*"E04AGNT" -> "OAGROUP"*/
/*"E04AGNT" -> "OCAMON"*/
/*"E04AGNT" -> "OAMON"*/
/*"E04AGNT" -> "OASGP"*/
/*"E04AGNT" -> "ORDSET"*/
/*"E04AGNT" -> "REAL"*/
/*"E04AGNT" -> "KONVERT"*/
/*"E04AGNT" -> "RETRACT"*/
/*"E04AGNT" -> "RADCAT"*/
/*"E04AGNT" -> "PATMAB"*/
/*"E04AGNT" -> "CHARZ"*/
/*"E04AGNT" -> "DIFRING"*/
/*"E04AGNT" -> "OM"*/
/*"E04AGNT" -> "TRANFUN"*/
/*"E04AGNT" -> "TRIGCAT"*/
/*"E04AGNT" -> "ATRIG"*/
/*"E04AGNT" -> "HYPCAT"*/
/*"E04AGNT" -> "AHYP"*/
/*"E04AGNT" -> "ELEMFUN"*/
/*"E04AGNT" -> "SPFCAT"*/
/*"E04AGNT" -> "DFLOAT"*/
/*"E04AGNT" -> "LSAGG"*/
/*"E04AGNT" -> "STAGG"*/
/*"E04AGNT" -> "URAGG"*/
/*"E04AGNT" -> "RCAGG"*/
/*"E04AGNT" -> "HOAGG"*/
/*"E04AGNT" -> "AGG"*/
/*"E04AGNT" -> "TYPE"*/
/*"E04AGNT" -> "EVALAB"*/
/*"E04AGNT" -> "IEVALAB"*/
/*"E04AGNT" -> "LNAGG"*/
/*"E04AGNT" -> "IXAGG"*/
/*"E04AGNT" -> "ELTAGG"*/
/*"E04AGNT" -> "ELTAB"*/
/*"E04AGNT" -> "CLAGG"*/
/*"E04AGNT" -> "FLAGG"*/
/*"E04AGNT" -> "ELAGG"*/
/*"E04AGNT" -> "INT"*/
/*"E04AGNT" -> "LIST"*/
/*"E04AGNT" -> "ILIST"*/
/*"E04AGNT" -> "SINT"*/
/*"E04AGNT" -> "NNI"*/
/*"E04AGNT" -> "LSAGG-"*/
/*"E04AGNT" -> "STAGG-"*/
/*"E04AGNT" -> "ELAGG-"*/
/*"E04AGNT" -> "FLAGG-"*/
/*"E04AGNT" -> "URAGG-"*/
/*"E04AGNT" -> "LNAGG-"*/
/*"E04AGNT" -> "RCAGG-"*/
/*"E04AGNT" -> "IXAGG-"*/
/*"E04AGNT" -> "INS"*/
/*"E04AGNT" -> "OINTDOM"*/
/*"E04AGNT" -> "LINEXP"*/
/*"E04AGNT" -> "CFCAT"*/
/*"E04AGNT" -> "STEP"*/
/*"E04AGNT" -> "QFCAT"*/
/*"E04AGNT" -> "FEVALAB"*/
/*"E04AGNT" -> "DIFEXT"*/
/*"E04AGNT" -> "PDRING"*/
/*"E04AGNT" -> "FLINEXP"*/
/*"E04AGNT" -> "PATAB"*/
/*"E04AGNT" -> "FPATMAB"*/
/*"E04AGNT" -> "CHARNZ"*/
/*"E04AGNT" -> "PFECAT"*/
/*"E04AGNT" -> "BOOLEAN"*/
/*"E04AGNT" -> "SYMBOL"*/
/*"E04AGNT" -> "REF"*/
"E04AGNT" -> "ALIST"
/*"E04AGNT" -> "STRING"*/
/*"E04AGNT" -> "CHAR"*/
/*"E04AGNT" -> "OUTFORM"*/
/*"E04AGNT" -> "PRIMARR"*/
/*"E04AGNT" -> "A1AGG-"*/
/*"E04AGNT" -> "ISTRING"*/
/*"E04AGNT" -> "SRAGG-"*/
/*"E04AGNT" -> "PI"*/
/*"E04AGNT" -> "VECTOR"*/

"FCPAK1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FCPAK1"]
/*"FCPAK1" -> "INS"*/
/*"FCPAK1" -> "UFD"*/
/*"FCPAK1" -> "GCDDOM"*/
/*"FCPAK1" -> "INTDOM"*/
/*"FCPAK1" -> "COMRING"*/
/*"FCPAK1" -> "RING"*/
/*"FCPAK1" -> "RNG"*/
/*"FCPAK1" -> "ABELGRP"*/
/*"FCPAK1" -> "CABMON"*/
/*"FCPAK1" -> "ABELMON"*/
/*"FCPAK1" -> "ABELSG"*/
/*"FCPAK1" -> "SETCAT"*/
/*"FCPAK1" -> "BASTYPE"*/
/*"FCPAK1" -> "KOERCE"*/
/*"FCPAK1" -> "SGROUP"*/
/*"FCPAK1" -> "MONOID"*/
/*"FCPAK1" -> "LMODULE"*/
/*"FCPAK1" -> "BMODULE"*/
/*"FCPAK1" -> "RMODULE"*/
/*"FCPAK1" -> "ALGEBRA"*/
/*"FCPAK1" -> "MODULE"*/
/*"FCPAK1" -> "ENTIRER"*/
/*"FCPAK1" -> "EUCDOM"*/
/*"FCPAK1" -> "PID"*/
/*"FCPAK1" -> "OINTDOM"*/
/*"FCPAK1" -> "ORDRING"*/
/*"FCPAK1" -> "OAGROUP"*/
/*"FCPAK1" -> "OCAMON"*/
/*"FCPAK1" -> "OAMON"*/
/*"FCPAK1" -> "OASGP"*/
/*"FCPAK1" -> "ORDSET"*/
/*"FCPAK1" -> "DIFRING"*/
/*"FCPAK1" -> "KONVERT"*/
/*"FCPAK1" -> "RETRACT"*/
/*"FCPAK1" -> "LINEXP"*/
/*"FCPAK1" -> "PATMAB"*/
/*"FCPAK1" -> "CFCAT"*/
/*"FCPAK1" -> "REAL"*/
/*"FCPAK1" -> "CHARZ"*/
/*"FCPAK1" -> "STEP"*/
/*"FCPAK1" -> "OM"*/
/*"FCPAK1" -> "SYMBOL"*/
/*"FCPAK1" -> "INT"*/
/*"FCPAK1" -> "REF"*/
"FCPAK1" -> "ALIST"
/*"FCPAK1" -> "LIST"*/
/*"FCPAK1" -> "STRING"*/
/*"FCPAK1" -> "CHAR"*/
/*"FCPAK1" -> "SINT"*/
/*"FCPAK1" -> "OUTFORM"*/
/*"FCPAK1" -> "PRIMARR"*/
/*"FCPAK1" -> "A1AGG-"*/
/*"FCPAK1" -> "ISTRING"*/
/*"FCPAK1" -> "SRAGG-"*/
/*"FCPAK1" -> "FLAGG-"*/
/*"FCPAK1" -> "LNAGG-"*/

"FEXPR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FEXPR"]
/*"FEXPR" -> "ES"*/
/*"FEXPR" -> "ORDSET"*/
/*"FEXPR" -> "SETCAT"*/
/*"FEXPR" -> "BASTYPE"*/
/*"FEXPR" -> "KOERCE"*/
/*"FEXPR" -> "RETRACT"*/
/*"FEXPR" -> "IEVALAB"*/
/*"FEXPR" -> "EVALAB"*/
/*"FEXPR" -> "ALGEBRA"*/
/*"FEXPR" -> "RING"*/
/*"FEXPR" -> "RNG"*/
/*"FEXPR" -> "ABELGRP"*/
/*"FEXPR" -> "CABMON"*/
/*"FEXPR" -> "ABELMON"*/
/*"FEXPR" -> "ABELSG"*/
/*"FEXPR" -> "SGROUP"*/
/*"FEXPR" -> "MONOID"*/
/*"FEXPR" -> "LMODULE"*/
/*"FEXPR" -> "MODULE"*/
/*"FEXPR" -> "BMODULE"*/
/*"FEXPR" -> "RMODULE"*/
/*"FEXPR" -> "PDRING"*/
/*"FEXPR" -> "FMTC"*/
/*"FEXPR" -> "INTDOM"*/
/*"FEXPR" -> "COMRING"*/
/*"FEXPR" -> "ENTIRER"*/
/*"FEXPR" -> "BOOLEAN"*/
/*"FEXPR" -> "SYMBOL"*/
/*"FEXPR" -> "INT"*/
/*"FEXPR" -> "REF"*/
"FEXPR" -> "ALIST"
/*"FEXPR" -> "LIST"*/
/*"FEXPR" -> "STRING"*/
/*"FEXPR" -> "CHAR"*/
/*"FEXPR" -> "SINT"*/
/*"FEXPR" -> "OUTFORM"*/
/*"FEXPR" -> "PRIMARR"*/
/*"FEXPR" -> "A1AGG-"*/
/*"FEXPR" -> "ISTRING"*/
/*"FEXPR" -> "SRAGG-"*/
/*"FEXPR" -> "FLAGG-"*/
/*"FEXPR" -> "LNAGG-"*/
/*"FEXPR" -> "LSAGG"*/
/*"FEXPR" -> "STAGG"*/
/*"FEXPR" -> "URAGG"*/
/*"FEXPR" -> "RCAGG"*/
/*"FEXPR" -> "HOAGG"*/
/*"FEXPR" -> "AGG"*/
/*"FEXPR" -> "TYPE"*/
/*"FEXPR" -> "LNAGG"*/
/*"FEXPR" -> "IXAGG"*/
/*"FEXPR" -> "ELTAGG"*/
/*"FEXPR" -> "ELTAB"*/
/*"FEXPR" -> "CLAGG"*/
/*"FEXPR" -> "KONVERT"*/
/*"FEXPR" -> "FLAGG"*/
/*"FEXPR" -> "ELAGG"*/
/*"FEXPR" -> "OM"*/
/*"FEXPR" -> "ILIST"*/
/*"FEXPR" -> "NNI"*/
/*"FEXPR" -> "PATMAB"*/
/*"FEXPR" -> "INS"*/
/*"FEXPR" -> "UFD"*/
/*"FEXPR" -> "GCDDOM"*/
/*"FEXPR" -> "EUCDOM"*/
/*"FEXPR" -> "PID"*/
/*"FEXPR" -> "OINTDOM"*/
/*"FEXPR" -> "ORDRING"*/
/*"FEXPR" -> "OAGROUP"*/
/*"FEXPR" -> "OCAMON"*/
/*"FEXPR" -> "OAMON"*/
/*"FEXPR" -> "OASGP"*/
/*"FEXPR" -> "DIFRING"*/
/*"FEXPR" -> "LINEXP"*/
/*"FEXPR" -> "CFCAT"*/
/*"FEXPR" -> "REAL"*/
/*"FEXPR" -> "CHARZ"*/
/*"FEXPR" -> "STEP"*/
/*"FEXPR" -> "POLYCAT"*/
/*"FEXPR" -> "FAMR"*/
/*"FEXPR" -> "AMR"*/
/*"FEXPR" -> "CHARNZ"*/
/*"FEXPR" -> "FRETRCT"*/
/*"FEXPR" -> "FLINEXP"*/
/*"FEXPR" -> "PFECAT"*/
/*"FEXPR" -> "FPS"*/
/*"FEXPR" -> "RNS"*/
/*"FEXPR" -> "FIELD"*/
/*"FEXPR" -> "DIVRING"*/
/*"FEXPR" -> "RADCAT"*/

"FFCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FFCAT"]
/*"FFCAT" -> "UPOLYC"*/
/*"FFCAT" -> "POLYCAT"*/
/*"FFCAT" -> "PDRING"*/
/*"FFCAT" -> "RING"*/
/*"FFCAT" -> "RNG"*/
/*"FFCAT" -> "ABELGRP"*/
/*"FFCAT" -> "CABMON"*/
/*"FFCAT" -> "ABELMON"*/
/*"FFCAT" -> "ABELSG"*/
/*"FFCAT" -> "SETCAT"*/
/*"FFCAT" -> "BASTYPE"*/
/*"FFCAT" -> "KOERCE"*/
/*"FFCAT" -> "SGROUP"*/
/*"FFCAT" -> "MONOID"*/
/*"FFCAT" -> "LMODULE"*/
/*"FFCAT" -> "FAMR"*/
/*"FFCAT" -> "AMR"*/
/*"FFCAT" -> "BMODULE"*/
/*"FFCAT" -> "RMODULE"*/
/*"FFCAT" -> "COMRING"*/
/*"FFCAT" -> "ALGEBRA"*/
/*"FFCAT" -> "MODULE"*/
/*"FFCAT" -> "CHARZ"*/
/*"FFCAT" -> "CHARNZ"*/
/*"FFCAT" -> "INTDOM"*/
/*"FFCAT" -> "ENTIRER"*/
/*"FFCAT" -> "FRETRCT"*/
/*"FFCAT" -> "RETRACT"*/
/*"FFCAT" -> "EVALAB"*/
/*"FFCAT" -> "IEVALAB"*/
/*"FFCAT" -> "FLINEXP"*/
/*"FFCAT" -> "LINEXP"*/
/*"FFCAT" -> "ORDSET"*/
/*"FFCAT" -> "KONVERT"*/
/*"FFCAT" -> "PATMAB"*/
/*"FFCAT" -> "GCDDOM"*/
/*"FFCAT" -> "PFECAT"*/
/*"FFCAT" -> "UFD"*/
/*"FFCAT" -> "ELTAB"*/
/*"FFCAT" -> "DIFRING"*/
/*"FFCAT" -> "DIFEXT"*/
/*"FFCAT" -> "STEP"*/
/*"FFCAT" -> "EUCDOM"*/
/*"FFCAT" -> "PID"*/
/*"FFCAT" -> "FIELD"*/
/*"FFCAT" -> "DIVRING"*/
/*"FFCAT" -> "QFCAT"*/
/*"FFCAT" -> "FEVALAB"*/
/*"FFCAT" -> "PATAB"*/
/*"FFCAT" -> "FPATMAB"*/
/*"FFCAT" -> "TYPE"*/
/*"FFCAT" -> "OINTDOM"*/
/*"FFCAT" -> "ORDRING"*/
/*"FFCAT" -> "OAGROUP"*/
/*"FFCAT" -> "OCAMON"*/
/*"FFCAT" -> "OAMON"*/
/*"FFCAT" -> "OASGP"*/
/*"FFCAT" -> "REAL"*/
/*"FFCAT" -> "MONOGEN"*/
/*"FFCAT" -> "FRAMALG"*/
/*"FFCAT" -> "FINRALG"*/
/*"FFCAT" -> "FINITE"*/
/*"FFCAT" -> "FFIELDC"*/
/*"FFCAT" -> "FPC"*/
/*"FFCAT" -> "INT"*/
/*"FFCAT" -> "BOOLEAN"*/
/*"FFCAT" -> "NNI"*/
/*"FFCAT" -> "VECTCAT"*/
/*"FFCAT" -> "A1AGG"*/
/*"FFCAT" -> "FLAGG"*/
/*"FFCAT" -> "LNAGG"*/
/*"FFCAT" -> "IXAGG"*/
/*"FFCAT" -> "HOAGG"*/
/*"FFCAT" -> "AGG"*/
/*"FFCAT" -> "ELTAGG"*/
/*"FFCAT" -> "CLAGG"*/
/*"FFCAT" -> "SINT"*/
/*"FFCAT" -> "VECTOR"*/
/*"FFCAT" -> "IVECTOR"*/
/*"FFCAT" -> "IARRAY1"*/
/*"FFCAT" -> "SYMBOL"*/
/*"FFCAT" -> "REF"*/
"FFCAT" -> "ALIST"
/*"FFCAT" -> "LIST"*/
/*"FFCAT" -> "STRING"*/
/*"FFCAT" -> "CHAR"*/
/*"FFCAT" -> "OUTFORM"*/
/*"FFCAT" -> "PRIMARR"*/
/*"FFCAT" -> "A1AGG-"*/
/*"FFCAT" -> "ISTRING"*/
/*"FFCAT" -> "SRAGG-"*/
/*"FFCAT" -> "FLAGG-"*/
/*"FFCAT" -> "LNAGG-"*/
/*"FFCAT" -> "ILIST"*/
/*"FFCAT" -> "LSAGG-"*/
/*"FFCAT" -> "STAGG-"*/
/*"FFCAT" -> "INS"*/
/*"FFCAT" -> "CFCAT"*/
/*"FFCAT" -> "OM"*/
/*"FFCAT" -> "VECTCAT-"*/
/*"FFCAT" -> "PI"*/

"FFCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FFCAT"]
/*"FFCAT-" -> "UPOLYC"*/
/*"FFCAT-" -> "POLYCAT"*/
/*"FFCAT-" -> "PDRING"*/
/*"FFCAT-" -> "RING"*/
/*"FFCAT-" -> "RNG"*/
/*"FFCAT-" -> "ABELGRP"*/
/*"FFCAT-" -> "CABMON"*/
/*"FFCAT-" -> "ABELMON"*/
/*"FFCAT-" -> "ABELSG"*/
/*"FFCAT-" -> "SETCAT"*/
/*"FFCAT-" -> "BASTYPE"*/
/*"FFCAT-" -> "KOERCE"*/
/*"FFCAT-" -> "SGROUP"*/
/*"FFCAT-" -> "MONOID"*/
/*"FFCAT-" -> "LMODULE"*/
/*"FFCAT-" -> "FAMR"*/
/*"FFCAT-" -> "AMR"*/
/*"FFCAT-" -> "BMODULE"*/
/*"FFCAT-" -> "RMODULE"*/
/*"FFCAT-" -> "COMRING"*/
/*"FFCAT-" -> "ALGEBRA"*/
/*"FFCAT-" -> "MODULE"*/
/*"FFCAT-" -> "CHARZ"*/
/*"FFCAT-" -> "CHARNZ"*/
/*"FFCAT-" -> "INTDOM"*/
/*"FFCAT-" -> "ENTIRER"*/
/*"FFCAT-" -> "FRETRCT"*/
/*"FFCAT-" -> "RETRACT"*/
/*"FFCAT-" -> "EVALAB"*/
/*"FFCAT-" -> "IEVALAB"*/
/*"FFCAT-" -> "FLINEXP"*/
/*"FFCAT-" -> "LINEXP"*/
/*"FFCAT-" -> "ORDSET"*/
/*"FFCAT-" -> "KONVERT"*/
/*"FFCAT-" -> "PATMAB"*/
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/*"GDMP" -> "AMR"*/
/*"GDMP" -> "BMODULE"*/
/*"GDMP" -> "RMODULE"*/
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/*"GDMP" -> "ALGEBRA"*/
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/*"GDMP" -> "OCAMON"*/
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/*"ISUPS" -> "AHYP"*/
/*"ISUPS" -> "ELEMFUN"*/
/*"ISUPS" -> "STRING"*/
/*"ISUPS" -> "CHAR"*/
/*"ISUPS" -> "OUTFORM"*/
/*"ISUPS" -> "PRIMARR"*/
/*"ISUPS" -> "A1AGG-"*/
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/*"ISUPS" -> "SYMBOL"*/
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/*"ISUPS" -> "STAGG"*/
/*"ISUPS" -> "URAGG"*/
/*"ISUPS" -> "RCAGG"*/
/*"ISUPS" -> "HOAGG"*/
/*"ISUPS" -> "AGG"*/
/*"ISUPS" -> "TYPE"*/
/*"ISUPS" -> "EVALAB"*/
/*"ISUPS" -> "IEVALAB"*/
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/*"ISUPS" -> "ELTAGG"*/
/*"ISUPS" -> "CLAGG"*/
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/*"ISUPS" -> "ELAGG"*/
/*"ISUPS" -> "FIELD"*/
/*"ISUPS" -> "DIVRING"*/

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/*"KERNEL" -> "SETCAT"*/
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/*"KERNEL" -> "KOERCE"*/
/*"KERNEL" -> "PATAB"*/
/*"KERNEL" -> "KONVERT"*/
/*"KERNEL" -> "INT"*/
/*"KERNEL" -> "NNI"*/
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/*"KERNEL" -> "URAGG"*/
/*"KERNEL" -> "RCAGG"*/
/*"KERNEL" -> "HOAGG"*/
/*"KERNEL" -> "AGG"*/
/*"KERNEL" -> "TYPE"*/
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/*"KERNEL" -> "IXAGG"*/
/*"KERNEL" -> "ELTAGG"*/
/*"KERNEL" -> "ELTAB"*/
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/*"KERNEL" -> "FLAGG"*/
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/*"KERNEL" -> "OM"*/
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/*"KERNEL" -> "SYMBOL"*/
/*"KERNEL" -> "REF"*/
"KERNEL" -> "ALIST"
/*"KERNEL" -> "STRING"*/
/*"KERNEL" -> "CHAR"*/
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/*"KERNEL" -> "FLAGG-"*/
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/*"KERNEL" -> "OAMON"*/
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/*"LIB" -> "DIOPS"*/
/*"LIB" -> "BGAGG"*/
/*"LIB" -> "HOAGG"*/
/*"LIB" -> "AGG"*/
/*"LIB" -> "TYPE"*/
/*"LIB" -> "SETCAT"*/
/*"LIB" -> "BASTYPE"*/
/*"LIB" -> "KOERCE"*/
/*"LIB" -> "EVALAB"*/
/*"LIB" -> "IEVALAB"*/
/*"LIB" -> "CLAGG"*/
/*"LIB" -> "KONVERT"*/
/*"LIB" -> "IXAGG"*/
/*"LIB" -> "ELTAGG"*/
/*"LIB" -> "ELTAB"*/
/*"LIB" -> "SYMBOL"*/
/*"LIB" -> "INT"*/
/*"LIB" -> "REF"*/
"LIB" -> "ALIST"
/*"LIB" -> "LIST"*/
/*"LIB" -> "STRING"*/
/*"LIB" -> "CHAR"*/
/*"LIB" -> "SINT"*/
/*"LIB" -> "OUTFORM"*/
/*"LIB" -> "PRIMARR"*/
/*"LIB" -> "A1AGG-"*/
/*"LIB" -> "ISTRING"*/
/*"LIB" -> "SRAGG-"*/
/*"LIB" -> "FLAGG-"*/
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/*"LIB" -> "STRICAT"*/
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/*"LIB" -> "A1AGG"*/
/*"LIB" -> "FLAGG"*/
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/*"LIB" -> "ORDSET"*/
/*"LIB" -> "OM"*/
/*"LIB" -> "ORDFIN"*/
/*"LIB" -> "FINITE"*/

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/*"LIST" -> "URAGG"*/
/*"LIST" -> "RCAGG"*/
/*"LIST" -> "HOAGG"*/
/*"LIST" -> "AGG"*/
/*"LIST" -> "TYPE"*/
/*"LIST" -> "SETCAT"*/
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/*"LIST" -> "EVALAB"*/
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/*"LIST" -> "LNAGG"*/
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/*"LIST" -> "ELTAGG"*/
/*"LIST" -> "ELTAB"*/
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/*"LIST" -> "KONVERT"*/
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/*"LIST" -> "OM"*/
/*"LIST" -> "INT"*/
/*"LIST" -> "LIST"*/
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/*"LIST" -> "ELAGG-"*/
/*"LIST" -> "SYMBOL"*/
/*"LIST" -> "REF"*/
"LIST" -> "ALIST"
/*"LIST" -> "STRING"*/
/*"LIST" -> "CHAR"*/
/*"LIST" -> "SINT"*/
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/*"LIST" -> "SRAGG-"*/
/*"LIST" -> "FLAGG-"*/
/*"LIST" -> "LNAGG-"*/
/*"LIST" -> "INS"*/
/*"LIST" -> "UFD"*/
/*"LIST" -> "GCDDOM"*/
/*"LIST" -> "INTDOM"*/
/*"LIST" -> "COMRING"*/
/*"LIST" -> "RING"*/
/*"LIST" -> "RNG"*/
/*"LIST" -> "ABELGRP"*/
/*"LIST" -> "CABMON"*/
/*"LIST" -> "ABELMON"*/
/*"LIST" -> "ABELSG"*/
/*"LIST" -> "SGROUP"*/
/*"LIST" -> "MONOID"*/
/*"LIST" -> "LMODULE"*/
/*"LIST" -> "BMODULE"*/
/*"LIST" -> "RMODULE"*/
/*"LIST" -> "ALGEBRA"*/
/*"LIST" -> "MODULE"*/
/*"LIST" -> "ENTIRER"*/
/*"LIST" -> "EUCDOM"*/
/*"LIST" -> "PID"*/
/*"LIST" -> "OINTDOM"*/
/*"LIST" -> "ORDRING"*/
/*"LIST" -> "OAGROUP"*/
/*"LIST" -> "OCAMON"*/
/*"LIST" -> "OAMON"*/
/*"LIST" -> "OASGP"*/
/*"LIST" -> "DIFRING"*/
/*"LIST" -> "RETRACT"*/
/*"LIST" -> "LINEXP"*/
/*"LIST" -> "PATMAB"*/
/*"LIST" -> "CFCAT"*/
/*"LIST" -> "REAL"*/
/*"LIST" -> "CHARZ"*/
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"LMDICT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LMDICT"]
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/*"LMDICT" -> "DIOPS"*/
/*"LMDICT" -> "BGAGG"*/
/*"LMDICT" -> "HOAGG"*/
/*"LMDICT" -> "AGG"*/
/*"LMDICT" -> "TYPE"*/
/*"LMDICT" -> "SETCAT"*/
/*"LMDICT" -> "BASTYPE"*/
/*"LMDICT" -> "KOERCE"*/
/*"LMDICT" -> "EVALAB"*/
/*"LMDICT" -> "IEVALAB"*/
/*"LMDICT" -> "CLAGG"*/
/*"LMDICT" -> "KONVERT"*/
/*"LMDICT" -> "LSAGG"*/
/*"LMDICT" -> "STAGG"*/
/*"LMDICT" -> "URAGG"*/
/*"LMDICT" -> "RCAGG"*/
/*"LMDICT" -> "LNAGG"*/
/*"LMDICT" -> "IXAGG"*/
/*"LMDICT" -> "ELTAGG"*/
/*"LMDICT" -> "ELTAB"*/
/*"LMDICT" -> "FLAGG"*/
/*"LMDICT" -> "ORDSET"*/
/*"LMDICT" -> "ELAGG"*/
/*"LMDICT" -> "OM"*/
/*"LMDICT" -> "INT"*/
/*"LMDICT" -> "LIST"*/
/*"LMDICT" -> "ILIST"*/
/*"LMDICT" -> "SYMBOL"*/
/*"LMDICT" -> "REF"*/
"LMDICT" -> "ALIST"
/*"LMDICT" -> "STRING"*/
/*"LMDICT" -> "CHAR"*/
/*"LMDICT" -> "SINT"*/
/*"LMDICT" -> "OUTFORM"*/
/*"LMDICT" -> "PRIMARR"*/
/*"LMDICT" -> "A1AGG-"*/
/*"LMDICT" -> "ISTRING"*/
/*"LMDICT" -> "SRAGG-"*/
/*"LMDICT" -> "FLAGG-"*/
/*"LMDICT" -> "LNAGG-"*/
/*"LMDICT" -> "LSAGG-"*/
/*"LMDICT" -> "STAGG-"*/
/*"LMDICT" -> "ELAGG-"*/
/*"LMDICT" -> "URAGG-"*/
/*"LMDICT" -> "RCAGG-"*/
/*"LMDICT" -> "IXAGG-"*/
/*"LMDICT" -> "NNI"*/
/*"LMDICT" -> "BOOLEAN"*/

"LODO" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LODO"]
/*"LODO" -> "LODOCAT"*/
/*"LODO" -> "OREPCAT"*/
/*"LODO" -> "RING"*/
/*"LODO" -> "RNG"*/
/*"LODO" -> "ABELGRP"*/
/*"LODO" -> "CABMON"*/
/*"LODO" -> "ABELMON"*/
/*"LODO" -> "ABELSG"*/
/*"LODO" -> "SETCAT"*/
/*"LODO" -> "BASTYPE"*/
/*"LODO" -> "KOERCE"*/
/*"LODO" -> "SGROUP"*/
/*"LODO" -> "MONOID"*/
/*"LODO" -> "LMODULE"*/
/*"LODO" -> "BMODULE"*/
/*"LODO" -> "RMODULE"*/
/*"LODO" -> "FRETRCT"*/
/*"LODO" -> "RETRACT"*/
/*"LODO" -> "ALGEBRA"*/
/*"LODO" -> "MODULE"*/
/*"LODO" -> "ELTAB"*/
/*"LODO" -> "SYMBOL"*/
/*"LODO" -> "INT"*/
/*"LODO" -> "REF"*/
"LODO" -> "ALIST"
/*"LODO" -> "LIST"*/
/*"LODO" -> "STRING"*/
/*"LODO" -> "CHAR"*/
/*"LODO" -> "SINT"*/
/*"LODO" -> "OUTFORM"*/
/*"LODO" -> "PRIMARR"*/
/*"LODO" -> "A1AGG-"*/
/*"LODO" -> "ISTRING"*/
/*"LODO" -> "SRAGG-"*/
/*"LODO" -> "FLAGG-"*/
/*"LODO" -> "LNAGG-"*/
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/*"LODO" -> "EUCDOM"*/
/*"LODO" -> "PID"*/
/*"LODO" -> "GCDDOM"*/
/*"LODO" -> "INTDOM"*/
/*"LODO" -> "COMRING"*/
/*"LODO" -> "ENTIRER"*/
/*"LODO" -> "UFD"*/
/*"LODO" -> "DIVRING"*/
/*"LODO" -> "INS"*/
/*"LODO" -> "OINTDOM"*/
/*"LODO" -> "ORDRING"*/
/*"LODO" -> "OAGROUP"*/
/*"LODO" -> "OCAMON"*/
/*"LODO" -> "OAMON"*/
/*"LODO" -> "OASGP"*/
/*"LODO" -> "ORDSET"*/
/*"LODO" -> "DIFRING"*/
/*"LODO" -> "KONVERT"*/
/*"LODO" -> "LINEXP"*/
/*"LODO" -> "PATMAB"*/
/*"LODO" -> "CFCAT"*/
/*"LODO" -> "REAL"*/
/*"LODO" -> "CHARZ"*/
/*"LODO" -> "STEP"*/

"LODOOPS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LODOOPS"]
/*"LODOOPS" -> "FIELD"*/
/*"LODOOPS" -> "EUCDOM"*/
/*"LODOOPS" -> "PID"*/
/*"LODOOPS" -> "GCDDOM"*/
/*"LODOOPS" -> "INTDOM"*/
/*"LODOOPS" -> "COMRING"*/
/*"LODOOPS" -> "RING"*/
/*"LODOOPS" -> "RNG"*/
/*"LODOOPS" -> "ABELGRP"*/
/*"LODOOPS" -> "CABMON"*/
/*"LODOOPS" -> "ABELMON"*/
/*"LODOOPS" -> "ABELSG"*/
/*"LODOOPS" -> "SETCAT"*/
/*"LODOOPS" -> "BASTYPE"*/
/*"LODOOPS" -> "KOERCE"*/
/*"LODOOPS" -> "SGROUP"*/
/*"LODOOPS" -> "MONOID"*/
/*"LODOOPS" -> "LMODULE"*/
/*"LODOOPS" -> "BMODULE"*/
/*"LODOOPS" -> "RMODULE"*/
/*"LODOOPS" -> "ALGEBRA"*/
/*"LODOOPS" -> "MODULE"*/
/*"LODOOPS" -> "ENTIRER"*/
/*"LODOOPS" -> "UFD"*/
/*"LODOOPS" -> "DIVRING"*/
/*"LODOOPS" -> "LODOCAT"*/
/*"LODOOPS" -> "OREPCAT"*/
/*"LODOOPS" -> "FRETRCT"*/
/*"LODOOPS" -> "RETRACT"*/
/*"LODOOPS" -> "ELTAB"*/
/*"LODOOPS" -> "SYMBOL"*/
/*"LODOOPS" -> "INT"*/
/*"LODOOPS" -> "REF"*/
"LODOOPS" -> "ALIST"
/*"LODOOPS" -> "LIST"*/
/*"LODOOPS" -> "STRING"*/
/*"LODOOPS" -> "CHAR"*/
/*"LODOOPS" -> "SINT"*/
/*"LODOOPS" -> "OUTFORM"*/
/*"LODOOPS" -> "PRIMARR"*/
/*"LODOOPS" -> "A1AGG-"*/
/*"LODOOPS" -> "ISTRING"*/
/*"LODOOPS" -> "SRAGG-"*/
/*"LODOOPS" -> "FLAGG-"*/
/*"LODOOPS" -> "LNAGG-"*/
/*"LODOOPS" -> "VECTCAT"*/
/*"LODOOPS" -> "A1AGG"*/
/*"LODOOPS" -> "FLAGG"*/
/*"LODOOPS" -> "LNAGG"*/
/*"LODOOPS" -> "IXAGG"*/
/*"LODOOPS" -> "HOAGG"*/
/*"LODOOPS" -> "AGG"*/
/*"LODOOPS" -> "TYPE"*/
/*"LODOOPS" -> "EVALAB"*/
/*"LODOOPS" -> "IEVALAB"*/
/*"LODOOPS" -> "ELTAGG"*/
/*"LODOOPS" -> "CLAGG"*/
/*"LODOOPS" -> "KONVERT"*/
/*"LODOOPS" -> "ORDSET"*/
/*"LODOOPS" -> "VECTOR"*/
/*"LODOOPS" -> "IVECTOR"*/
/*"LODOOPS" -> "IARRAY1"*/
/*"LODOOPS" -> "VECTCAT-"*/
/*"LODOOPS" -> "NNI"*/
/*"LODOOPS" -> "PI"*/
/*"LODOOPS" -> "INS-"*/
/*"LODOOPS" -> "DPOLCAT"*/
/*"LODOOPS" -> "POLYCAT"*/
/*"LODOOPS" -> "PDRING"*/
/*"LODOOPS" -> "FAMR"*/
/*"LODOOPS" -> "AMR"*/
/*"LODOOPS" -> "CHARZ"*/
/*"LODOOPS" -> "CHARNZ"*/
/*"LODOOPS" -> "FLINEXP"*/
/*"LODOOPS" -> "LINEXP"*/
/*"LODOOPS" -> "PATMAB"*/
/*"LODOOPS" -> "PFECAT"*/
/*"LODOOPS" -> "DIFEXT"*/
/*"LODOOPS" -> "DIFRING"*/
/*"LODOOPS" -> "ILIST"*/
/*"LODOOPS" -> "LSAGG-"*/
/*"LODOOPS" -> "BOOLEAN"*/

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/*"MATRIX" -> "RING"*/
/*"MATRIX" -> "RNG"*/
/*"MATRIX" -> "ABELGRP"*/
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/*"MATRIX" -> "ABELSG"*/
/*"MATRIX" -> "SGROUP"*/
/*"MATRIX" -> "MONOID"*/
/*"MATRIX" -> "LMODULE"*/
/*"MATRIX" -> "INT"*/
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/*"MATRIX" -> "NNI"*/
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/*"MATRIX" -> "PID"*/
/*"MATRIX" -> "GCDDOM"*/
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/*"MATRIX" -> "BMODULE"*/
/*"MATRIX" -> "RMODULE"*/
/*"MATRIX" -> "ALGEBRA"*/
/*"MATRIX" -> "MODULE"*/
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/*"MATRIX" -> "DIVRING"*/
/*"MATRIX" -> "INS-"*/
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/*"MATRIX" -> "DIFRING"*/
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/*"MATRIX" -> "PATMAB"*/
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/*"MATRIX" -> "REAL"*/
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/*"MATRIX" -> "OM"*/
/*"MATRIX" -> "SYMBOL"*/
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/*"MATRIX" -> "CHAR"*/
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/*"MATRIX" -> "SRAGG-"*/
/*"MATRIX" -> "FLAGG-"*/
/*"MATRIX" -> "LNAGG-"*/
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/*"MKFLCFN" -> "SINT"*/
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/*"MKFLCFN" -> "SRAGG-"*/
/*"MKFLCFN" -> "FLAGG-"*/
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/*"MKFLCFN" -> "ILIST"*/
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/*"MKFLCFN" -> "STAGG"*/
/*"MKFLCFN" -> "URAGG"*/
/*"MKFLCFN" -> "RCAGG"*/
/*"MKFLCFN" -> "HOAGG"*/
/*"MKFLCFN" -> "AGG"*/
/*"MKFLCFN" -> "TYPE"*/
/*"MKFLCFN" -> "SETCAT"*/
/*"MKFLCFN" -> "BASTYPE"*/
/*"MKFLCFN" -> "KOERCE"*/
/*"MKFLCFN" -> "EVALAB"*/
/*"MKFLCFN" -> "IEVALAB"*/
/*"MKFLCFN" -> "LNAGG"*/
/*"MKFLCFN" -> "IXAGG"*/
/*"MKFLCFN" -> "ELTAGG"*/
/*"MKFLCFN" -> "ELTAB"*/
/*"MKFLCFN" -> "CLAGG"*/
/*"MKFLCFN" -> "FLAGG"*/
/*"MKFLCFN" -> "ORDSET"*/
/*"MKFLCFN" -> "ELAGG"*/
/*"MKFLCFN" -> "OM"*/
/*"MKFLCFN" -> "STRICAT"*/
/*"MKFLCFN" -> "SRAGG"*/
/*"MKFLCFN" -> "A1AGG"*/
/*"MKFLCFN" -> "LSAGG-"*/
/*"MKFLCFN" -> "STAGG-"*/
/*"MKFLCFN" -> "ELAGG-"*/
/*"MKFLCFN" -> "URAGG-"*/
/*"MKFLCFN" -> "DFLOAT"*/

"MSET" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MSET"]
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/*"MSET" -> "MDAGG"*/
/*"MSET" -> "DIOPS"*/
/*"MSET" -> "BGAGG"*/
/*"MSET" -> "HOAGG"*/
/*"MSET" -> "AGG"*/
/*"MSET" -> "TYPE"*/
/*"MSET" -> "SETCAT"*/
/*"MSET" -> "BASTYPE"*/
/*"MSET" -> "KOERCE"*/
/*"MSET" -> "EVALAB"*/
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/*"NAGC05" -> "RMODULE"*/
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/*"ODEPACK" -> "MODULE"*/
/*"ODEPACK" -> "ENTIRER"*/
/*"ODEPACK" -> "UFD"*/
/*"ODEPACK" -> "DIVRING"*/
/*"ODEPACK" -> "ORDRING"*/
/*"ODEPACK" -> "OAGROUP"*/
/*"ODEPACK" -> "OCAMON"*/
/*"ODEPACK" -> "OAMON"*/
/*"ODEPACK" -> "OASGP"*/
/*"ODEPACK" -> "ORDSET"*/
/*"ODEPACK" -> "REAL"*/
/*"ODEPACK" -> "KONVERT"*/
/*"ODEPACK" -> "RETRACT"*/
/*"ODEPACK" -> "RADCAT"*/
/*"ODEPACK" -> "PATMAB"*/
/*"ODEPACK" -> "CHARZ"*/
/*"ODEPACK" -> "LSAGG"*/
/*"ODEPACK" -> "STAGG"*/
/*"ODEPACK" -> "URAGG"*/
/*"ODEPACK" -> "RCAGG"*/
/*"ODEPACK" -> "HOAGG"*/
/*"ODEPACK" -> "AGG"*/
/*"ODEPACK" -> "TYPE"*/
/*"ODEPACK" -> "EVALAB"*/
/*"ODEPACK" -> "IEVALAB"*/
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/*"ODEPACK" -> "IXAGG"*/
/*"ODEPACK" -> "ELTAGG"*/
/*"ODEPACK" -> "ELTAB"*/
/*"ODEPACK" -> "CLAGG"*/
/*"ODEPACK" -> "FLAGG"*/
/*"ODEPACK" -> "ELAGG"*/
/*"ODEPACK" -> "OM"*/
/*"ODEPACK" -> "INT"*/
/*"ODEPACK" -> "LIST"*/
/*"ODEPACK" -> "ILIST"*/
/*"ODEPACK" -> "INS-"*/
/*"ODEPACK" -> "STRING"*/
/*"ODEPACK" -> "CHAR"*/
/*"ODEPACK" -> "SINT"*/
/*"ODEPACK" -> "OUTFORM"*/
/*"ODEPACK" -> "PRIMARR"*/
/*"ODEPACK" -> "A1AGG-"*/
/*"ODEPACK" -> "ISTRING"*/
/*"ODEPACK" -> "SRAGG-"*/
/*"ODEPACK" -> "TBAGG"*/
/*"ODEPACK" -> "KDAGG"*/
/*"ODEPACK" -> "DIAGG"*/
/*"ODEPACK" -> "DIOPS"*/
/*"ODEPACK" -> "BGAGG"*/
/*"ODEPACK" -> "NNI"*/
/*"ODEPACK" -> "SYMBOL"*/
/*"ODEPACK" -> "REF"*/
"ODEPACK" -> "ALIST"
/*"ODEPACK" -> "FLAGG-"*/
/*"ODEPACK" -> "LNAGG-"*/
/*"ODEPACK" -> "DFLOAT"*/
/*"ODEPACK" -> "DIFRING"*/
/*"ODEPACK" -> "TRANFUN"*/
/*"ODEPACK" -> "TRIGCAT"*/
/*"ODEPACK" -> "ATRIG"*/
/*"ODEPACK" -> "HYPCAT"*/
/*"ODEPACK" -> "AHYP"*/
/*"ODEPACK" -> "ELEMFUN"*/
/*"ODEPACK" -> "SPFCAT"*/
/*"ODEPACK" -> "PI"*/
/*"ODEPACK" -> "VECTCAT"*/
/*"ODEPACK" -> "A1AGG"*/
/*"ODEPACK" -> "VECTOR"*/
/*"ODEPACK" -> "IVECTOR"*/
/*"ODEPACK" -> "IARRAY1"*/
/*"ODEPACK" -> "VECTCAT-"*/
/*"ODEPACK" -> "IXAGG-"*/
/*"ODEPACK" -> "CLAGG-"*/
/*"ODEPACK" -> "HOAGG-"*/

"ODERAT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODERAT"]
/*"ODERAT" -> "FIELD"*/
/*"ODERAT" -> "EUCDOM"*/
/*"ODERAT" -> "PID"*/
/*"ODERAT" -> "GCDDOM"*/
/*"ODERAT" -> "INTDOM"*/
/*"ODERAT" -> "COMRING"*/
/*"ODERAT" -> "RING"*/
/*"ODERAT" -> "RNG"*/
/*"ODERAT" -> "ABELGRP"*/
/*"ODERAT" -> "CABMON"*/
/*"ODERAT" -> "ABELMON"*/
/*"ODERAT" -> "ABELSG"*/
/*"ODERAT" -> "SETCAT"*/
/*"ODERAT" -> "BASTYPE"*/
/*"ODERAT" -> "KOERCE"*/
/*"ODERAT" -> "SGROUP"*/
/*"ODERAT" -> "MONOID"*/
/*"ODERAT" -> "LMODULE"*/
/*"ODERAT" -> "BMODULE"*/
/*"ODERAT" -> "RMODULE"*/
/*"ODERAT" -> "ALGEBRA"*/
/*"ODERAT" -> "MODULE"*/
/*"ODERAT" -> "ENTIRER"*/
/*"ODERAT" -> "UFD"*/
/*"ODERAT" -> "DIVRING"*/
/*"ODERAT" -> "CHARZ"*/
/*"ODERAT" -> "RETRACT"*/
/*"ODERAT" -> "UPOLYC"*/
/*"ODERAT" -> "POLYCAT"*/
/*"ODERAT" -> "PDRING"*/
/*"ODERAT" -> "FAMR"*/
/*"ODERAT" -> "AMR"*/
/*"ODERAT" -> "CHARNZ"*/
/*"ODERAT" -> "FRETRCT"*/
/*"ODERAT" -> "EVALAB"*/
/*"ODERAT" -> "IEVALAB"*/
/*"ODERAT" -> "FLINEXP"*/
/*"ODERAT" -> "LINEXP"*/
/*"ODERAT" -> "ORDSET"*/
/*"ODERAT" -> "KONVERT"*/
/*"ODERAT" -> "PATMAB"*/
/*"ODERAT" -> "PFECAT"*/
/*"ODERAT" -> "ELTAB"*/
/*"ODERAT" -> "DIFRING"*/
/*"ODERAT" -> "DIFEXT"*/
/*"ODERAT" -> "STEP"*/
/*"ODERAT" -> "SYMBOL"*/
/*"ODERAT" -> "INT"*/
/*"ODERAT" -> "REF"*/
"ODERAT" -> "ALIST"
/*"ODERAT" -> "LIST"*/
/*"ODERAT" -> "STRING"*/
/*"ODERAT" -> "CHAR"*/
/*"ODERAT" -> "SINT"*/
/*"ODERAT" -> "OUTFORM"*/
/*"ODERAT" -> "PRIMARR"*/
/*"ODERAT" -> "A1AGG-"*/
/*"ODERAT" -> "ISTRING"*/
/*"ODERAT" -> "SRAGG-"*/
/*"ODERAT" -> "FLAGG-"*/
/*"ODERAT" -> "LNAGG-"*/
/*"ODERAT" -> "INS-"*/
/*"ODERAT" -> "QFCAT"*/
/*"ODERAT" -> "FEVALAB"*/
/*"ODERAT" -> "PATAB"*/
/*"ODERAT" -> "FPATMAB"*/
/*"ODERAT" -> "TYPE"*/
/*"ODERAT" -> "OINTDOM"*/
/*"ODERAT" -> "ORDRING"*/
/*"ODERAT" -> "OAGROUP"*/
/*"ODERAT" -> "OCAMON"*/
/*"ODERAT" -> "OAMON"*/
/*"ODERAT" -> "OASGP"*/
/*"ODERAT" -> "REAL"*/
/*"ODERAT" -> "LSAGG"*/
/*"ODERAT" -> "STAGG"*/
/*"ODERAT" -> "URAGG"*/
/*"ODERAT" -> "RCAGG"*/
/*"ODERAT" -> "HOAGG"*/
/*"ODERAT" -> "AGG"*/
/*"ODERAT" -> "LNAGG"*/
/*"ODERAT" -> "IXAGG"*/
/*"ODERAT" -> "ELTAGG"*/
/*"ODERAT" -> "CLAGG"*/
/*"ODERAT" -> "FLAGG"*/
/*"ODERAT" -> "ELAGG"*/
/*"ODERAT" -> "OM"*/
/*"ODERAT" -> "ILIST"*/
/*"ODERAT" -> "NNI"*/
/*"ODERAT" -> "LSAGG-"*/
/*"ODERAT" -> "STAGG-"*/
/*"ODERAT" -> "INS"*/
/*"ODERAT" -> "CFCAT"*/
/*"ODERAT" -> "VECTOR"*/
/*"ODERAT" -> "IVECTOR"*/
/*"ODERAT" -> "IARRAY1"*/
/*"ODERAT" -> "VECTCAT"*/
/*"ODERAT" -> "A1AGG"*/
/*"ODERAT" -> "PI"*/
/*"ODERAT" -> "VECTCAT-"*/
/*"ODERAT" -> "BOOLEAN"*/

"OMERR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OMERR"]
/*"OMERR" -> "SETCAT"*/
/*"OMERR" -> "BASTYPE"*/
/*"OMERR" -> "KOERCE"*/
/*"OMERR" -> "LSAGG"*/
/*"OMERR" -> "STAGG"*/
/*"OMERR" -> "URAGG"*/
/*"OMERR" -> "RCAGG"*/
/*"OMERR" -> "HOAGG"*/
/*"OMERR" -> "AGG"*/
/*"OMERR" -> "TYPE"*/
/*"OMERR" -> "EVALAB"*/
/*"OMERR" -> "IEVALAB"*/
/*"OMERR" -> "LNAGG"*/
/*"OMERR" -> "IXAGG"*/
/*"OMERR" -> "ELTAGG"*/
/*"OMERR" -> "ELTAB"*/
/*"OMERR" -> "CLAGG"*/
/*"OMERR" -> "KONVERT"*/
/*"OMERR" -> "FLAGG"*/
/*"OMERR" -> "ORDSET"*/
/*"OMERR" -> "ELAGG"*/
/*"OMERR" -> "OM"*/
/*"OMERR" -> "INT"*/
/*"OMERR" -> "LIST"*/
/*"OMERR" -> "ILIST"*/
/*"OMERR" -> "NNI"*/
/*"OMERR" -> "SYMBOL"*/
/*"OMERR" -> "REF"*/
"OMERR" -> "ALIST"
/*"OMERR" -> "STRING"*/
/*"OMERR" -> "CHAR"*/
/*"OMERR" -> "SINT"*/
/*"OMERR" -> "OUTFORM"*/
/*"OMERR" -> "PRIMARR"*/
/*"OMERR" -> "A1AGG-"*/
/*"OMERR" -> "ISTRING"*/
/*"OMERR" -> "SRAGG-"*/
/*"OMERR" -> "FLAGG-"*/
/*"OMERR" -> "LNAGG-"*/
/*"OMERR" -> "LSAGG-"*/
/*"OMERR" -> "STAGG-"*/
/*"OMERR" -> "PI"*/

"OMERRK" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OMERRK"]
/*"OMERRK" -> "SETCAT"*/
/*"OMERRK" -> "BASTYPE"*/
/*"OMERRK" -> "KOERCE"*/
/*"OMERRK" -> "SYMBOL"*/
/*"OMERRK" -> "INT"*/
/*"OMERRK" -> "REF"*/
"OMERRK" -> "ALIST"
/*"OMERRK" -> "LIST"*/
/*"OMERRK" -> "STRING"*/
/*"OMERRK" -> "CHAR"*/
/*"OMERRK" -> "SINT"*/
/*"OMERRK" -> "OUTFORM"*/
/*"OMERRK" -> "PRIMARR"*/
/*"OMERRK" -> "A1AGG-"*/
/*"OMERRK" -> "ISTRING"*/
/*"OMERRK" -> "SRAGG-"*/
/*"OMERRK" -> "FLAGG-"*/
/*"OMERRK" -> "LNAGG-"*/

"OPTPACK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=OPTPACK"]
/*"OPTPACK" -> "FPS"*/
/*"OPTPACK" -> "RNS"*/
/*"OPTPACK" -> "FIELD"*/
/*"OPTPACK" -> "EUCDOM"*/
/*"OPTPACK" -> "PID"*/
/*"OPTPACK" -> "GCDDOM"*/
/*"OPTPACK" -> "INTDOM"*/
/*"OPTPACK" -> "COMRING"*/
/*"OPTPACK" -> "RING"*/
/*"OPTPACK" -> "RNG"*/
/*"OPTPACK" -> "ABELGRP"*/
/*"OPTPACK" -> "CABMON"*/
/*"OPTPACK" -> "ABELMON"*/
/*"OPTPACK" -> "ABELSG"*/
/*"OPTPACK" -> "SETCAT"*/
/*"OPTPACK" -> "BASTYPE"*/
/*"OPTPACK" -> "KOERCE"*/
/*"OPTPACK" -> "SGROUP"*/
/*"OPTPACK" -> "MONOID"*/
/*"OPTPACK" -> "LMODULE"*/
/*"OPTPACK" -> "BMODULE"*/
/*"OPTPACK" -> "RMODULE"*/
/*"OPTPACK" -> "ALGEBRA"*/
/*"OPTPACK" -> "MODULE"*/
/*"OPTPACK" -> "ENTIRER"*/
/*"OPTPACK" -> "UFD"*/
/*"OPTPACK" -> "DIVRING"*/
/*"OPTPACK" -> "ORDRING"*/
/*"OPTPACK" -> "OAGROUP"*/
/*"OPTPACK" -> "OCAMON"*/
/*"OPTPACK" -> "OAMON"*/
/*"OPTPACK" -> "OASGP"*/
/*"OPTPACK" -> "ORDSET"*/
/*"OPTPACK" -> "REAL"*/
/*"OPTPACK" -> "KONVERT"*/
/*"OPTPACK" -> "RETRACT"*/
/*"OPTPACK" -> "RADCAT"*/
/*"OPTPACK" -> "PATMAB"*/
/*"OPTPACK" -> "CHARZ"*/
/*"OPTPACK" -> "STRING"*/
/*"OPTPACK" -> "CHAR"*/
/*"OPTPACK" -> "SINT"*/
/*"OPTPACK" -> "OUTFORM"*/
/*"OPTPACK" -> "LIST"*/
/*"OPTPACK" -> "INT"*/
/*"OPTPACK" -> "PRIMARR"*/
/*"OPTPACK" -> "A1AGG-"*/
/*"OPTPACK" -> "ISTRING"*/
/*"OPTPACK" -> "SRAGG-"*/
/*"OPTPACK" -> "ILIST"*/
/*"OPTPACK" -> "TBAGG"*/
/*"OPTPACK" -> "KDAGG"*/
/*"OPTPACK" -> "DIAGG"*/
/*"OPTPACK" -> "DIOPS"*/
/*"OPTPACK" -> "BGAGG"*/
/*"OPTPACK" -> "HOAGG"*/
/*"OPTPACK" -> "AGG"*/
/*"OPTPACK" -> "TYPE"*/
/*"OPTPACK" -> "EVALAB"*/
/*"OPTPACK" -> "IEVALAB"*/
/*"OPTPACK" -> "CLAGG"*/
/*"OPTPACK" -> "IXAGG"*/
/*"OPTPACK" -> "ELTAGG"*/
/*"OPTPACK" -> "ELTAB"*/
/*"OPTPACK" -> "NNI"*/
/*"OPTPACK" -> "SYMBOL"*/
/*"OPTPACK" -> "REF"*/
"OPTPACK" -> "ALIST"
/*"OPTPACK" -> "FLAGG-"*/
/*"OPTPACK" -> "LNAGG-"*/
/*"OPTPACK" -> "LSAGG-"*/
/*"OPTPACK" -> "STAGG-"*/
/*"OPTPACK" -> "ELAGG-"*/
/*"OPTPACK" -> "INS-"*/
/*"OPTPACK" -> "DFLOAT"*/
/*"OPTPACK" -> "PI"*/
/*"OPTPACK" -> "LSAGG"*/
/*"OPTPACK" -> "STAGG"*/
/*"OPTPACK" -> "URAGG"*/
/*"OPTPACK" -> "RCAGG"*/
/*"OPTPACK" -> "LNAGG"*/
/*"OPTPACK" -> "FLAGG"*/
/*"OPTPACK" -> "ELAGG"*/
/*"OPTPACK" -> "OM"*/
/*"OPTPACK" -> "DIFRING"*/
/*"OPTPACK" -> "TRANFUN"*/
/*"OPTPACK" -> "TRIGCAT"*/
/*"OPTPACK" -> "ATRIG"*/
/*"OPTPACK" -> "HYPCAT"*/
/*"OPTPACK" -> "AHYP"*/
/*"OPTPACK" -> "ELEMFUN"*/
/*"OPTPACK" -> "SPFCAT"*/
/*"OPTPACK" -> "EUCDOM-"*/
/*"OPTPACK" -> "UFD-"*/
/*"OPTPACK" -> "GCDDOM-"*/
/*"OPTPACK" -> "INTDOM-"*/
/*"OPTPACK" -> "ALGEBRA-"*/
/*"OPTPACK" -> "DIFRING-"*/
/*"OPTPACK" -> "ORDRING-"*/
/*"OPTPACK" -> "MODULE-"*/
/*"OPTPACK" -> "RING-"*/
/*"OPTPACK" -> "ABELGRP-"*/
/*"OPTPACK" -> "ABELMON-"*/

"OSI" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OSI"]
/*"OSI" -> "ORDSET"*/
/*"OSI" -> "SETCAT"*/
/*"OSI" -> "BASTYPE"*/
/*"OSI" -> "KOERCE"*/
/*"OSI" -> "INT"*/
/*"OSI" -> "SYMBOL"*/
/*"OSI" -> "REF"*/
"OSI" -> "ALIST"
/*"OSI" -> "LIST"*/
/*"OSI" -> "STRING"*/
/*"OSI" -> "CHAR"*/
/*"OSI" -> "SINT"*/
/*"OSI" -> "OUTFORM"*/
/*"OSI" -> "PRIMARR"*/
/*"OSI" -> "A1AGG-"*/
/*"OSI" -> "ISTRING"*/
/*"OSI" -> "SRAGG-"*/
/*"OSI" -> "FLAGG-"*/
/*"OSI" -> "LNAGG-"*/

"PATTERN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PATTERN"]
/*"PATTERN" -> "SETCAT"*/
/*"PATTERN" -> "BASTYPE"*/
/*"PATTERN" -> "KOERCE"*/
/*"PATTERN" -> "RETRACT"*/
/*"PATTERN" -> "SYMBOL"*/
/*"PATTERN" -> "INT"*/
/*"PATTERN" -> "REF"*/
"PATTERN" -> "ALIST"
/*"PATTERN" -> "LIST"*/
/*"PATTERN" -> "STRING"*/
/*"PATTERN" -> "CHAR"*/
/*"PATTERN" -> "SINT"*/
/*"PATTERN" -> "OUTFORM"*/
/*"PATTERN" -> "PRIMARR"*/
/*"PATTERN" -> "A1AGG-"*/
/*"PATTERN" -> "ISTRING"*/
/*"PATTERN" -> "SRAGG-"*/
/*"PATTERN" -> "FLAGG-"*/
/*"PATTERN" -> "LNAGG-"*/
/*"PATTERN" -> "BOOLEAN"*/
/*"PATTERN" -> "NNI"*/
/*"PATTERN" -> "ILIST"*/
/*"PATTERN" -> "LSAGG"*/
/*"PATTERN" -> "STAGG"*/
/*"PATTERN" -> "URAGG"*/
/*"PATTERN" -> "RCAGG"*/
/*"PATTERN" -> "HOAGG"*/
/*"PATTERN" -> "AGG"*/
/*"PATTERN" -> "TYPE"*/
/*"PATTERN" -> "EVALAB"*/
/*"PATTERN" -> "IEVALAB"*/
/*"PATTERN" -> "LNAGG"*/
/*"PATTERN" -> "IXAGG"*/
/*"PATTERN" -> "ELTAGG"*/
/*"PATTERN" -> "ELTAB"*/
/*"PATTERN" -> "CLAGG"*/
/*"PATTERN" -> "KONVERT"*/
/*"PATTERN" -> "FLAGG"*/
/*"PATTERN" -> "ORDSET"*/
/*"PATTERN" -> "ELAGG"*/
/*"PATTERN" -> "OM"*/
/*"PATTERN" -> "LSAGG-"*/
/*"PATTERN" -> "STAGG-"*/
/*"PATTERN" -> "ELAGG-"*/
/*"PATTERN" -> "URAGG-"*/
/*"PATTERN" -> "RCAGG-"*/
/*"PATTERN" -> "IXAGG-"*/
/*"PATTERN" -> "CLAGG-"*/
/*"PATTERN" -> "HOAGG-"*/
/*"PATTERN" -> "ORDSET-"*/
/*"PATTERN" -> "AGG-"*/
/*"PATTERN" -> "ELTAGG-"*/
/*"PATTERN" -> "SETCAT-"*/
/*"PATTERN" -> "BASTYPE-"*/
/*"PATTERN" -> "PATMAB"*/
/*"PATTERN" -> "MONOID"*/
/*"PATTERN" -> "SGROUP"*/
/*"PATTERN" -> "ABELMON"*/
/*"PATTERN" -> "ABELSG"*/
/*"PATTERN" -> "PI"*/

"OVAR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OVAR"]
/*"OVAR" -> "ORDFIN"*/
/*"OVAR" -> "ORDSET"*/
/*"OVAR" -> "SETCAT"*/
/*"OVAR" -> "BASTYPE"*/
/*"OVAR" -> "KOERCE"*/
/*"OVAR" -> "FINITE"*/
/*"OVAR" -> "KONVERT"*/
/*"OVAR" -> "FPS"*/
/*"OVAR" -> "RNS"*/
/*"OVAR" -> "FIELD"*/
/*"OVAR" -> "EUCDOM"*/
/*"OVAR" -> "PID"*/
/*"OVAR" -> "GCDDOM"*/
/*"OVAR" -> "INTDOM"*/
/*"OVAR" -> "COMRING"*/
/*"OVAR" -> "RING"*/
/*"OVAR" -> "RNG"*/
/*"OVAR" -> "ABELGRP"*/
/*"OVAR" -> "CABMON"*/
/*"OVAR" -> "ABELMON"*/
/*"OVAR" -> "ABELSG"*/
/*"OVAR" -> "SGROUP"*/
/*"OVAR" -> "MONOID"*/
/*"OVAR" -> "LMODULE"*/
/*"OVAR" -> "BMODULE"*/
/*"OVAR" -> "RMODULE"*/
/*"OVAR" -> "ALGEBRA"*/
/*"OVAR" -> "MODULE"*/
/*"OVAR" -> "ENTIRER"*/
/*"OVAR" -> "UFD"*/
/*"OVAR" -> "DIVRING"*/
/*"OVAR" -> "ORDRING"*/
/*"OVAR" -> "OAGROUP"*/
/*"OVAR" -> "OCAMON"*/
/*"OVAR" -> "OAMON"*/
/*"OVAR" -> "OASGP"*/
/*"OVAR" -> "REAL"*/
/*"OVAR" -> "RETRACT"*/
/*"OVAR" -> "RADCAT"*/
/*"OVAR" -> "PATMAB"*/
/*"OVAR" -> "CHARZ"*/
/*"OVAR" -> "INS"*/
/*"OVAR" -> "OINTDOM"*/
/*"OVAR" -> "DIFRING"*/
/*"OVAR" -> "LINEXP"*/
/*"OVAR" -> "CFCAT"*/
/*"OVAR" -> "STEP"*/
/*"OVAR" -> "LSAGG"*/
/*"OVAR" -> "STAGG"*/
/*"OVAR" -> "URAGG"*/
/*"OVAR" -> "RCAGG"*/
/*"OVAR" -> "HOAGG"*/
/*"OVAR" -> "AGG"*/
/*"OVAR" -> "TYPE"*/
/*"OVAR" -> "EVALAB"*/
/*"OVAR" -> "IEVALAB"*/
/*"OVAR" -> "LNAGG"*/
/*"OVAR" -> "IXAGG"*/
/*"OVAR" -> "ELTAGG"*/
/*"OVAR" -> "ELTAB"*/
/*"OVAR" -> "CLAGG"*/
/*"OVAR" -> "FLAGG"*/
/*"OVAR" -> "ELAGG"*/
/*"OVAR" -> "OM"*/
/*"OVAR" -> "INT"*/
/*"OVAR" -> "LIST"*/
/*"OVAR" -> "ILIST"*/
/*"OVAR" -> "LSAGG-"*/
/*"OVAR" -> "STAGG-"*/
/*"OVAR" -> "ELAGG-"*/
/*"OVAR" -> "SYMBOL"*/
/*"OVAR" -> "REF"*/
"OVAR" -> "ALIST"
/*"OVAR" -> "STRING"*/
/*"OVAR" -> "CHAR"*/
/*"OVAR" -> "SINT"*/
/*"OVAR" -> "OUTFORM"*/
/*"OVAR" -> "PRIMARR"*/
/*"OVAR" -> "A1AGG-"*/
/*"OVAR" -> "ISTRING"*/
/*"OVAR" -> "SRAGG-"*/
/*"OVAR" -> "FLAGG-"*/
/*"OVAR" -> "LNAGG-"*/
/*"OVAR" -> "NNI"*/
/*"OVAR" -> "PI"*/

"PMKERNEL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMKERNEL"]
/*"PMKERNEL" -> "SETCAT"*/
/*"PMKERNEL" -> "BASTYPE"*/
/*"PMKERNEL" -> "KOERCE"*/
/*"PMKERNEL" -> "ORDSET"*/
/*"PMKERNEL" -> "RETRACT"*/
/*"PMKERNEL" -> "KONVERT"*/
/*"PMKERNEL" -> "PATMAB"*/
/*"PMKERNEL" -> "LSAGG"*/
/*"PMKERNEL" -> "STAGG"*/
/*"PMKERNEL" -> "URAGG"*/
/*"PMKERNEL" -> "RCAGG"*/
/*"PMKERNEL" -> "HOAGG"*/
/*"PMKERNEL" -> "AGG"*/
/*"PMKERNEL" -> "TYPE"*/
/*"PMKERNEL" -> "EVALAB"*/
/*"PMKERNEL" -> "IEVALAB"*/
/*"PMKERNEL" -> "LNAGG"*/
/*"PMKERNEL" -> "IXAGG"*/
/*"PMKERNEL" -> "ELTAGG"*/
/*"PMKERNEL" -> "ELTAB"*/
/*"PMKERNEL" -> "CLAGG"*/
/*"PMKERNEL" -> "FLAGG"*/
/*"PMKERNEL" -> "ELAGG"*/
/*"PMKERNEL" -> "OM"*/
/*"PMKERNEL" -> "INT"*/
/*"PMKERNEL" -> "LIST"*/
/*"PMKERNEL" -> "ILIST"*/
/*"PMKERNEL" -> "NNI"*/
/*"PMKERNEL" -> "SYMBOL"*/
/*"PMKERNEL" -> "REF"*/
"PMKERNEL" -> "ALIST"
/*"PMKERNEL" -> "STRING"*/
/*"PMKERNEL" -> "CHAR"*/
/*"PMKERNEL" -> "SINT"*/
/*"PMKERNEL" -> "OUTFORM"*/
/*"PMKERNEL" -> "PRIMARR"*/
/*"PMKERNEL" -> "A1AGG-"*/
/*"PMKERNEL" -> "ISTRING"*/
/*"PMKERNEL" -> "SRAGG-"*/
/*"PMKERNEL" -> "FLAGG-"*/
/*"PMKERNEL" -> "LNAGG-"*/
/*"PMKERNEL" -> "MONOID"*/
/*"PMKERNEL" -> "SGROUP"*/
/*"PMKERNEL" -> "LSAGG-"*/
/*"PMKERNEL" -> "STAGG-"*/
/*"PMKERNEL" -> "ELAGG-"*/
/*"PMKERNEL" -> "URAGG-"*/
/*"PMKERNEL" -> "ABELMON"*/
/*"PMKERNEL" -> "ABELSG"*/

"PMSYM" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMSYM"]
/*"PMSYM" -> "SETCAT"*/
/*"PMSYM" -> "BASTYPE"*/
/*"PMSYM" -> "KOERCE"*/
/*"PMSYM" -> "ORDSET"*/
/*"PMSYM" -> "SYMBOL"*/
/*"PMSYM" -> "INT"*/
/*"PMSYM" -> "REF"*/
"PMSYM" -> "ALIST"
/*"PMSYM" -> "LIST"*/
/*"PMSYM" -> "STRING"*/
/*"PMSYM" -> "CHAR"*/
/*"PMSYM" -> "SINT"*/
/*"PMSYM" -> "OUTFORM"*/
/*"PMSYM" -> "PRIMARR"*/
/*"PMSYM" -> "A1AGG-"*/
/*"PMSYM" -> "ISTRING"*/
/*"PMSYM" -> "SRAGG-"*/
/*"PMSYM" -> "FLAGG-"*/
/*"PMSYM" -> "LNAGG-"*/

"POLY" [color="#88FF44",href="bookvol10.3.pdf#nameddest=POLY"]
/*"POLY" -> "POLYCAT"*/
/*"POLY" -> "PDRING"*/
/*"POLY" -> "RING"*/
/*"POLY" -> "RNG"*/
/*"POLY" -> "ABELGRP"*/
/*"POLY" -> "CABMON"*/
/*"POLY" -> "ABELMON"*/
/*"POLY" -> "ABELSG"*/
/*"POLY" -> "SETCAT"*/
/*"POLY" -> "BASTYPE"*/
/*"POLY" -> "KOERCE"*/
/*"POLY" -> "SGROUP"*/
/*"POLY" -> "MONOID"*/
/*"POLY" -> "LMODULE"*/
/*"POLY" -> "FAMR"*/
/*"POLY" -> "AMR"*/
/*"POLY" -> "BMODULE"*/
/*"POLY" -> "RMODULE"*/
/*"POLY" -> "COMRING"*/
/*"POLY" -> "ALGEBRA"*/
/*"POLY" -> "MODULE"*/
/*"POLY" -> "CHARZ"*/
/*"POLY" -> "CHARNZ"*/
/*"POLY" -> "INTDOM"*/
/*"POLY" -> "ENTIRER"*/
/*"POLY" -> "FRETRCT"*/
/*"POLY" -> "RETRACT"*/
/*"POLY" -> "EVALAB"*/
/*"POLY" -> "IEVALAB"*/
/*"POLY" -> "FLINEXP"*/
/*"POLY" -> "LINEXP"*/
/*"POLY" -> "ORDSET"*/
/*"POLY" -> "KONVERT"*/
/*"POLY" -> "PATMAB"*/
/*"POLY" -> "GCDDOM"*/
/*"POLY" -> "PFECAT"*/
/*"POLY" -> "UFD"*/
/*"POLY" -> "SYMBOL"*/
/*"POLY" -> "INT"*/
/*"POLY" -> "REF"*/
"POLY" -> "ALIST"
/*"POLY" -> "LIST"*/
/*"POLY" -> "STRING"*/
/*"POLY" -> "CHAR"*/
/*"POLY" -> "SINT"*/
/*"POLY" -> "OUTFORM"*/
/*"POLY" -> "PRIMARR"*/
/*"POLY" -> "A1AGG-"*/
/*"POLY" -> "ISTRING"*/
/*"POLY" -> "SRAGG-"*/
/*"POLY" -> "FLAGG-"*/
/*"POLY" -> "LNAGG-"*/
/*"POLY" -> "FPS"*/
/*"POLY" -> "RNS"*/
/*"POLY" -> "FIELD"*/
/*"POLY" -> "EUCDOM"*/
/*"POLY" -> "PID"*/
/*"POLY" -> "DIVRING"*/
/*"POLY" -> "ORDRING"*/
/*"POLY" -> "OAGROUP"*/
/*"POLY" -> "OCAMON"*/
/*"POLY" -> "OAMON"*/
/*"POLY" -> "OASGP"*/
/*"POLY" -> "REAL"*/
/*"POLY" -> "RADCAT"*/
/*"POLY" -> "INS"*/
/*"POLY" -> "OINTDOM"*/
/*"POLY" -> "DIFRING"*/
/*"POLY" -> "CFCAT"*/
/*"POLY" -> "STEP"*/
/*"POLY" -> "UPOLYC"*/
/*"POLY" -> "ELTAB"*/
/*"POLY" -> "DIFEXT"*/

"PRIMELT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PRIMELT"]
/*"PRIMELT" -> "FIELD"*/
/*"PRIMELT" -> "EUCDOM"*/
/*"PRIMELT" -> "PID"*/
/*"PRIMELT" -> "GCDDOM"*/
/*"PRIMELT" -> "INTDOM"*/
/*"PRIMELT" -> "COMRING"*/
/*"PRIMELT" -> "RING"*/
/*"PRIMELT" -> "RNG"*/
/*"PRIMELT" -> "ABELGRP"*/
/*"PRIMELT" -> "CABMON"*/
/*"PRIMELT" -> "ABELMON"*/
/*"PRIMELT" -> "ABELSG"*/
/*"PRIMELT" -> "SETCAT"*/
/*"PRIMELT" -> "BASTYPE"*/
/*"PRIMELT" -> "KOERCE"*/
/*"PRIMELT" -> "SGROUP"*/
/*"PRIMELT" -> "MONOID"*/
/*"PRIMELT" -> "LMODULE"*/
/*"PRIMELT" -> "BMODULE"*/
/*"PRIMELT" -> "RMODULE"*/
/*"PRIMELT" -> "ALGEBRA"*/
/*"PRIMELT" -> "MODULE"*/
/*"PRIMELT" -> "ENTIRER"*/
/*"PRIMELT" -> "UFD"*/
/*"PRIMELT" -> "DIVRING"*/
/*"PRIMELT" -> "CHARZ"*/
/*"PRIMELT" -> "SINT"*/
/*"PRIMELT" -> "NNI"*/
/*"PRIMELT" -> "INT"*/
/*"PRIMELT" -> "INS-"*/
/*"PRIMELT" -> "LSAGG"*/
/*"PRIMELT" -> "STAGG"*/
/*"PRIMELT" -> "URAGG"*/
/*"PRIMELT" -> "RCAGG"*/
/*"PRIMELT" -> "HOAGG"*/
/*"PRIMELT" -> "AGG"*/
/*"PRIMELT" -> "TYPE"*/
/*"PRIMELT" -> "EVALAB"*/
/*"PRIMELT" -> "IEVALAB"*/
/*"PRIMELT" -> "LNAGG"*/
/*"PRIMELT" -> "IXAGG"*/
/*"PRIMELT" -> "ELTAGG"*/
/*"PRIMELT" -> "ELTAB"*/
/*"PRIMELT" -> "CLAGG"*/
/*"PRIMELT" -> "KONVERT"*/
/*"PRIMELT" -> "FLAGG"*/
/*"PRIMELT" -> "ORDSET"*/
/*"PRIMELT" -> "ELAGG"*/
/*"PRIMELT" -> "OM"*/
/*"PRIMELT" -> "PATMAB"*/
/*"PRIMELT" -> "LIST"*/
/*"PRIMELT" -> "ILIST"*/
/*"PRIMELT" -> "LSAGG-"*/
/*"PRIMELT" -> "STAGG-"*/
/*"PRIMELT" -> "ELAGG-"*/
/*"PRIMELT" -> "FLAGG-"*/
/*"PRIMELT" -> "URAGG-"*/
/*"PRIMELT" -> "LNAGG-"*/
/*"PRIMELT" -> "RCAGG-"*/
/*"PRIMELT" -> "IXAGG-"*/
/*"PRIMELT" -> "CLAGG-"*/
/*"PRIMELT" -> "SYMBOL"*/
/*"PRIMELT" -> "REF"*/
"PRIMELT" -> "ALIST"
/*"PRIMELT" -> "STRING"*/
/*"PRIMELT" -> "CHAR"*/
/*"PRIMELT" -> "OUTFORM"*/
/*"PRIMELT" -> "PRIMARR"*/
/*"PRIMELT" -> "A1AGG-"*/
/*"PRIMELT" -> "ISTRING"*/
/*"PRIMELT" -> "SRAGG-"*/
/*"PRIMELT" -> "POLYCAT"*/
/*"PRIMELT" -> "PDRING"*/
/*"PRIMELT" -> "FAMR"*/
/*"PRIMELT" -> "AMR"*/
/*"PRIMELT" -> "CHARNZ"*/
/*"PRIMELT" -> "FRETRCT"*/
/*"PRIMELT" -> "RETRACT"*/
/*"PRIMELT" -> "FLINEXP"*/
/*"PRIMELT" -> "LINEXP"*/
/*"PRIMELT" -> "PFECAT"*/

"QALGSET2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=QALGSET2"]
/*"QALGSET2" -> "SYMBOL"*/
/*"QALGSET2" -> "INT"*/
/*"QALGSET2" -> "REF"*/
"QALGSET2" -> "ALIST"
/*"QALGSET2" -> "LIST"*/
/*"QALGSET2" -> "STRING"*/
/*"QALGSET2" -> "CHAR"*/
/*"QALGSET2" -> "SINT"*/
/*"QALGSET2" -> "OUTFORM"*/
/*"QALGSET2" -> "PRIMARR"*/
/*"QALGSET2" -> "A1AGG-"*/
/*"QALGSET2" -> "ISTRING"*/
/*"QALGSET2" -> "SRAGG-"*/
/*"QALGSET2" -> "FLAGG-"*/
/*"QALGSET2" -> "LNAGG-"*/
/*"QALGSET2" -> "ILIST"*/
/*"QALGSET2" -> "INS"*/
/*"QALGSET2" -> "UFD"*/
/*"QALGSET2" -> "GCDDOM"*/
/*"QALGSET2" -> "INTDOM"*/
/*"QALGSET2" -> "COMRING"*/
/*"QALGSET2" -> "RING"*/
/*"QALGSET2" -> "RNG"*/
/*"QALGSET2" -> "ABELGRP"*/
/*"QALGSET2" -> "CABMON"*/
/*"QALGSET2" -> "ABELMON"*/
/*"QALGSET2" -> "ABELSG"*/
/*"QALGSET2" -> "SETCAT"*/
/*"QALGSET2" -> "BASTYPE"*/
/*"QALGSET2" -> "KOERCE"*/
/*"QALGSET2" -> "SGROUP"*/
/*"QALGSET2" -> "MONOID"*/
/*"QALGSET2" -> "LMODULE"*/
/*"QALGSET2" -> "BMODULE"*/
/*"QALGSET2" -> "RMODULE"*/
/*"QALGSET2" -> "ALGEBRA"*/
/*"QALGSET2" -> "MODULE"*/
/*"QALGSET2" -> "ENTIRER"*/
/*"QALGSET2" -> "EUCDOM"*/
/*"QALGSET2" -> "PID"*/
/*"QALGSET2" -> "OINTDOM"*/
/*"QALGSET2" -> "ORDRING"*/
/*"QALGSET2" -> "OAGROUP"*/
/*"QALGSET2" -> "OCAMON"*/
/*"QALGSET2" -> "OAMON"*/
/*"QALGSET2" -> "OASGP"*/
/*"QALGSET2" -> "ORDSET"*/
/*"QALGSET2" -> "DIFRING"*/
/*"QALGSET2" -> "KONVERT"*/
/*"QALGSET2" -> "RETRACT"*/
/*"QALGSET2" -> "LINEXP"*/
/*"QALGSET2" -> "PATMAB"*/
/*"QALGSET2" -> "CFCAT"*/
/*"QALGSET2" -> "REAL"*/
/*"QALGSET2" -> "CHARZ"*/
/*"QALGSET2" -> "STEP"*/
/*"QALGSET2" -> "QFCAT"*/
/*"QALGSET2" -> "FIELD"*/
/*"QALGSET2" -> "DIVRING"*/
/*"QALGSET2" -> "FEVALAB"*/
/*"QALGSET2" -> "ELTAB"*/
/*"QALGSET2" -> "EVALAB"*/
/*"QALGSET2" -> "IEVALAB"*/
/*"QALGSET2" -> "DIFEXT"*/
/*"QALGSET2" -> "PDRING"*/
/*"QALGSET2" -> "FLINEXP"*/
/*"QALGSET2" -> "PATAB"*/
/*"QALGSET2" -> "FPATMAB"*/
/*"QALGSET2" -> "TYPE"*/
/*"QALGSET2" -> "CHARNZ"*/
/*"QALGSET2" -> "PFECAT"*/
/*"QALGSET2" -> "DIRPCAT"*/
/*"QALGSET2" -> "IXAGG"*/
/*"QALGSET2" -> "HOAGG"*/
/*"QALGSET2" -> "AGG"*/
/*"QALGSET2" -> "ELTAGG"*/
/*"QALGSET2" -> "FRETRCT"*/
/*"QALGSET2" -> "FINITE"*/
/*"QALGSET2" -> "OAMONS"*/
/*"QALGSET2" -> "VSPACE"*/
/*"QALGSET2" -> "ORDFIN"*/
/*"QALGSET2" -> "POLYCAT"*/
/*"QALGSET2" -> "FAMR"*/
/*"QALGSET2" -> "AMR"*/
/*"QALGSET2" -> "LSAGG"*/
/*"QALGSET2" -> "STAGG"*/
/*"QALGSET2" -> "URAGG"*/
/*"QALGSET2" -> "RCAGG"*/
/*"QALGSET2" -> "LNAGG"*/
/*"QALGSET2" -> "CLAGG"*/
/*"QALGSET2" -> "FLAGG"*/
/*"QALGSET2" -> "ELAGG"*/
/*"QALGSET2" -> "OM"*/
/*"QALGSET2" -> "BOOLEAN"*/

"QEQUAT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=QEQUAT"]
/*"QEQUAT" -> "KOERCE"*/
/*"QEQUAT" -> "SYMBOL"*/
/*"QEQUAT" -> "INT"*/
/*"QEQUAT" -> "REF"*/
"QEQUAT" -> "ALIST"
/*"QEQUAT" -> "LIST"*/
/*"QEQUAT" -> "STRING"*/
/*"QEQUAT" -> "CHAR"*/
/*"QEQUAT" -> "SINT"*/
/*"QEQUAT" -> "OUTFORM"*/
/*"QEQUAT" -> "PRIMARR"*/
/*"QEQUAT" -> "A1AGG-"*/
/*"QEQUAT" -> "ISTRING"*/
/*"QEQUAT" -> "SRAGG-"*/
/*"QEQUAT" -> "FLAGG-"*/
/*"QEQUAT" -> "LNAGG-"*/

"RECLOS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RECLOS"]
/*"RECLOS" -> "RCFIELD"*/
/*"RECLOS" -> "CHARZ"*/
/*"RECLOS" -> "RING"*/
/*"RECLOS" -> "RNG"*/
/*"RECLOS" -> "ABELGRP"*/
/*"RECLOS" -> "CABMON"*/
/*"RECLOS" -> "ABELMON"*/
/*"RECLOS" -> "ABELSG"*/
/*"RECLOS" -> "SETCAT"*/
/*"RECLOS" -> "BASTYPE"*/
/*"RECLOS" -> "KOERCE"*/
/*"RECLOS" -> "SGROUP"*/
/*"RECLOS" -> "MONOID"*/
/*"RECLOS" -> "LMODULE"*/
/*"RECLOS" -> "ORDRING"*/
/*"RECLOS" -> "OAGROUP"*/
/*"RECLOS" -> "OCAMON"*/
/*"RECLOS" -> "OAMON"*/
/*"RECLOS" -> "OASGP"*/
/*"RECLOS" -> "ORDSET"*/
/*"RECLOS" -> "COMRING"*/
/*"RECLOS" -> "BMODULE"*/
/*"RECLOS" -> "RMODULE"*/
/*"RECLOS" -> "FIELD"*/
/*"RECLOS" -> "EUCDOM"*/
/*"RECLOS" -> "PID"*/
/*"RECLOS" -> "GCDDOM"*/
/*"RECLOS" -> "INTDOM"*/
/*"RECLOS" -> "ALGEBRA"*/
/*"RECLOS" -> "MODULE"*/
/*"RECLOS" -> "ENTIRER"*/
/*"RECLOS" -> "UFD"*/
/*"RECLOS" -> "DIVRING"*/
/*"RECLOS" -> "FRETRCT"*/
/*"RECLOS" -> "RETRACT"*/
/*"RECLOS" -> "RADCAT"*/
/*"RECLOS" -> "REAL"*/
/*"RECLOS" -> "KONVERT"*/
/*"RECLOS" -> "PI"*/
/*"RECLOS" -> "NNI"*/
/*"RECLOS" -> "INT"*/
/*"RECLOS" -> "SYMBOL"*/
/*"RECLOS" -> "REF"*/
"RECLOS" -> "ALIST"
/*"RECLOS" -> "LIST"*/
/*"RECLOS" -> "STRING"*/
/*"RECLOS" -> "CHAR"*/
/*"RECLOS" -> "SINT"*/
/*"RECLOS" -> "OUTFORM"*/
/*"RECLOS" -> "PRIMARR"*/
/*"RECLOS" -> "A1AGG-"*/
/*"RECLOS" -> "ISTRING"*/
/*"RECLOS" -> "SRAGG-"*/
/*"RECLOS" -> "FLAGG-"*/
/*"RECLOS" -> "LNAGG-"*/
/*"RECLOS" -> "INS"*/
/*"RECLOS" -> "OINTDOM"*/
/*"RECLOS" -> "DIFRING"*/
/*"RECLOS" -> "LINEXP"*/
/*"RECLOS" -> "PATMAB"*/
/*"RECLOS" -> "CFCAT"*/
/*"RECLOS" -> "STEP"*/
/*"RECLOS" -> "ILIST"*/
/*"RECLOS" -> "LSAGG-"*/
/*"RECLOS" -> "STAGG-"*/
/*"RECLOS" -> "ELAGG-"*/
/*"RECLOS" -> "URAGG-"*/
/*"RECLOS" -> "RCAGG-"*/
/*"RECLOS" -> "IXAGG-"*/
/*"RECLOS" -> "CLAGG-"*/
/*"RECLOS" -> "HOAGG-"*/
/*"RECLOS" -> "ORDSET-"*/
/*"RECLOS" -> "AGG-"*/
/*"RECLOS" -> "ELTAGG-"*/
/*"RECLOS" -> "SETCAT-"*/
/*"RECLOS" -> "BASTYPE-"*/
/*"RECLOS" -> "LSAGG"*/
/*"RECLOS" -> "STAGG"*/
/*"RECLOS" -> "URAGG"*/
/*"RECLOS" -> "RCAGG"*/
/*"RECLOS" -> "HOAGG"*/
/*"RECLOS" -> "AGG"*/
/*"RECLOS" -> "TYPE"*/
/*"RECLOS" -> "EVALAB"*/
/*"RECLOS" -> "IEVALAB"*/
/*"RECLOS" -> "LNAGG"*/
/*"RECLOS" -> "IXAGG"*/
/*"RECLOS" -> "ELTAGG"*/
/*"RECLOS" -> "ELTAB"*/
/*"RECLOS" -> "CLAGG"*/
/*"RECLOS" -> "FLAGG"*/
/*"RECLOS" -> "ELAGG"*/
/*"RECLOS" -> "OM"*/
/*"RECLOS" -> "BOOLEAN"*/
/*"RECLOS" -> "QFCAT"*/
/*"RECLOS" -> "FEVALAB"*/
/*"RECLOS" -> "DIFEXT"*/
/*"RECLOS" -> "PDRING"*/
/*"RECLOS" -> "FLINEXP"*/
/*"RECLOS" -> "PATAB"*/
/*"RECLOS" -> "FPATMAB"*/
/*"RECLOS" -> "CHARNZ"*/
/*"RECLOS" -> "PFECAT"*/

"REP1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REP1"]
/*"REP1" -> "RING"*/
/*"REP1" -> "RNG"*/
/*"REP1" -> "ABELGRP"*/
/*"REP1" -> "CABMON"*/
/*"REP1" -> "ABELMON"*/
/*"REP1" -> "ABELSG"*/
/*"REP1" -> "SETCAT"*/
/*"REP1" -> "BASTYPE"*/
/*"REP1" -> "KOERCE"*/
/*"REP1" -> "SGROUP"*/
/*"REP1" -> "MONOID"*/
/*"REP1" -> "LMODULE"*/
/*"REP1" -> "INT"*/
/*"REP1" -> "SINT"*/
/*"REP1" -> "INS"*/
/*"REP1" -> "UFD"*/
/*"REP1" -> "GCDDOM"*/
/*"REP1" -> "INTDOM"*/
/*"REP1" -> "COMRING"*/
/*"REP1" -> "BMODULE"*/
/*"REP1" -> "RMODULE"*/
/*"REP1" -> "ALGEBRA"*/
/*"REP1" -> "MODULE"*/
/*"REP1" -> "ENTIRER"*/
/*"REP1" -> "EUCDOM"*/
/*"REP1" -> "PID"*/
/*"REP1" -> "OINTDOM"*/
/*"REP1" -> "ORDRING"*/
/*"REP1" -> "OAGROUP"*/
/*"REP1" -> "OCAMON"*/
/*"REP1" -> "OAMON"*/
/*"REP1" -> "OASGP"*/
/*"REP1" -> "ORDSET"*/
/*"REP1" -> "DIFRING"*/
/*"REP1" -> "KONVERT"*/
/*"REP1" -> "RETRACT"*/
/*"REP1" -> "LINEXP"*/
/*"REP1" -> "PATMAB"*/
/*"REP1" -> "CFCAT"*/
/*"REP1" -> "REAL"*/
/*"REP1" -> "CHARZ"*/
/*"REP1" -> "STEP"*/
/*"REP1" -> "OM"*/
/*"REP1" -> "LIST"*/
/*"REP1" -> "ILIST"*/
/*"REP1" -> "LSAGG-"*/
/*"REP1" -> "STAGG-"*/
/*"REP1" -> "ELAGG-"*/
/*"REP1" -> "FLAGG-"*/
/*"REP1" -> "URAGG-"*/
/*"REP1" -> "LNAGG-"*/
/*"REP1" -> "NNI"*/
/*"REP1" -> "VECTOR"*/
/*"REP1" -> "IVECTOR"*/
/*"REP1" -> "IARRAY1"*/
/*"REP1" -> "VECTCAT-"*/
/*"REP1" -> "A1AGG-"*/
/*"REP1" -> "IXAGG-"*/
/*"REP1" -> "VECTCAT"*/
/*"REP1" -> "A1AGG"*/
/*"REP1" -> "FLAGG"*/
/*"REP1" -> "LNAGG"*/
/*"REP1" -> "IXAGG"*/
/*"REP1" -> "HOAGG"*/
/*"REP1" -> "AGG"*/
/*"REP1" -> "TYPE"*/
/*"REP1" -> "EVALAB"*/
/*"REP1" -> "IEVALAB"*/
/*"REP1" -> "ELTAGG"*/
/*"REP1" -> "ELTAB"*/
/*"REP1" -> "CLAGG"*/
/*"REP1" -> "PI"*/
/*"REP1" -> "BOOLEAN"*/
/*"REP1" -> "LSAGG"*/
/*"REP1" -> "STAGG"*/
/*"REP1" -> "URAGG"*/
/*"REP1" -> "RCAGG"*/
/*"REP1" -> "ELAGG"*/
/*"REP1" -> "POLYCAT"*/
/*"REP1" -> "PDRING"*/
/*"REP1" -> "FAMR"*/
/*"REP1" -> "AMR"*/
/*"REP1" -> "CHARNZ"*/
/*"REP1" -> "FRETRCT"*/
/*"REP1" -> "FLINEXP"*/
/*"REP1" -> "PFECAT"*/
/*"REP1" -> "SYMBOL"*/
/*"REP1" -> "REF"*/
"REP1" -> "ALIST"
/*"REP1" -> "STRING"*/
/*"REP1" -> "CHAR"*/
/*"REP1" -> "OUTFORM"*/
/*"REP1" -> "PRIMARR"*/
/*"REP1" -> "ISTRING"*/
/*"REP1" -> "SRAGG-"*/

"RESULT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RESULT"]
/*"RESULT" -> "TBAGG"*/
/*"RESULT" -> "KDAGG"*/
/*"RESULT" -> "DIAGG"*/
/*"RESULT" -> "DIOPS"*/
/*"RESULT" -> "BGAGG"*/
/*"RESULT" -> "HOAGG"*/
/*"RESULT" -> "AGG"*/
/*"RESULT" -> "TYPE"*/
/*"RESULT" -> "SETCAT"*/
/*"RESULT" -> "BASTYPE"*/
/*"RESULT" -> "KOERCE"*/
/*"RESULT" -> "EVALAB"*/
/*"RESULT" -> "IEVALAB"*/
/*"RESULT" -> "CLAGG"*/
/*"RESULT" -> "KONVERT"*/
/*"RESULT" -> "IXAGG"*/
/*"RESULT" -> "ELTAGG"*/
/*"RESULT" -> "ELTAB"*/
/*"RESULT" -> "ORDSET"*/
/*"RESULT" -> "SYMBOL"*/
/*"RESULT" -> "INT"*/
/*"RESULT" -> "REF"*/
"RESULT" -> "ALIST"
/*"RESULT" -> "LIST"*/
/*"RESULT" -> "STRING"*/
/*"RESULT" -> "CHAR"*/
/*"RESULT" -> "SINT"*/
/*"RESULT" -> "OUTFORM"*/
/*"RESULT" -> "PRIMARR"*/
/*"RESULT" -> "A1AGG-"*/
/*"RESULT" -> "ISTRING"*/
/*"RESULT" -> "SRAGG-"*/
/*"RESULT" -> "FLAGG-"*/
/*"RESULT" -> "LNAGG-"*/
/*"RESULT" -> "BOOLEAN"*/
/*"RESULT" -> "LSAGG"*/
/*"RESULT" -> "STAGG"*/
/*"RESULT" -> "URAGG"*/
/*"RESULT" -> "RCAGG"*/
/*"RESULT" -> "LNAGG"*/
/*"RESULT" -> "FLAGG"*/
/*"RESULT" -> "ELAGG"*/
/*"RESULT" -> "OM"*/
/*"RESULT" -> "ILIST"*/

"QUATCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=QUATCAT"]
/*"QUATCAT" -> "COMRING"*/
/*"QUATCAT" -> "RING"*/
/*"QUATCAT" -> "RNG"*/
/*"QUATCAT" -> "ABELGRP"*/
/*"QUATCAT" -> "CABMON"*/
/*"QUATCAT" -> "ABELMON"*/
/*"QUATCAT" -> "ABELSG"*/
/*"QUATCAT" -> "SETCAT"*/
/*"QUATCAT" -> "BASTYPE"*/
/*"QUATCAT" -> "KOERCE"*/
/*"QUATCAT" -> "SGROUP"*/
/*"QUATCAT" -> "MONOID"*/
/*"QUATCAT" -> "LMODULE"*/
/*"QUATCAT" -> "BMODULE"*/
/*"QUATCAT" -> "RMODULE"*/
/*"QUATCAT" -> "ALGEBRA"*/
/*"QUATCAT" -> "MODULE"*/
/*"QUATCAT" -> "FRETRCT"*/
/*"QUATCAT" -> "RETRACT"*/
/*"QUATCAT" -> "DIFEXT"*/
/*"QUATCAT" -> "DIFRING"*/
/*"QUATCAT" -> "PDRING"*/
/*"QUATCAT" -> "FEVALAB"*/
/*"QUATCAT" -> "ELTAB"*/
/*"QUATCAT" -> "EVALAB"*/
/*"QUATCAT" -> "IEVALAB"*/
/*"QUATCAT" -> "FLINEXP"*/
/*"QUATCAT" -> "LINEXP"*/
/*"QUATCAT" -> "ENTIRER"*/
/*"QUATCAT" -> "ORDSET"*/
/*"QUATCAT" -> "DIVRING"*/
/*"QUATCAT" -> "KONVERT"*/
/*"QUATCAT" -> "CHARZ"*/
/*"QUATCAT" -> "CHARNZ"*/
/*"QUATCAT" -> "FIELD"*/
/*"QUATCAT" -> "EUCDOM"*/
/*"QUATCAT" -> "PID"*/
/*"QUATCAT" -> "GCDDOM"*/
/*"QUATCAT" -> "INTDOM"*/
/*"QUATCAT" -> "UFD"*/
/*"QUATCAT" -> "BOOLEAN"*/
/*"QUATCAT" -> "SYMBOL"*/
/*"QUATCAT" -> "INT"*/
/*"QUATCAT" -> "REF"*/
"QUATCAT" -> "ALIST"
/*"QUATCAT" -> "LIST"*/
/*"QUATCAT" -> "STRING"*/
/*"QUATCAT" -> "CHAR"*/
/*"QUATCAT" -> "SINT"*/
/*"QUATCAT" -> "OUTFORM"*/
/*"QUATCAT" -> "PRIMARR"*/
/*"QUATCAT" -> "A1AGG-"*/
/*"QUATCAT" -> "ISTRING"*/
/*"QUATCAT" -> "SRAGG-"*/
/*"QUATCAT" -> "FLAGG-"*/
/*"QUATCAT" -> "LNAGG-"*/
/*"QUATCAT" -> "RNS"*/
/*"QUATCAT" -> "ORDRING"*/
/*"QUATCAT" -> "OAGROUP"*/
/*"QUATCAT" -> "OCAMON"*/
/*"QUATCAT" -> "OAMON"*/
/*"QUATCAT" -> "OASGP"*/
/*"QUATCAT" -> "REAL"*/
/*"QUATCAT" -> "RADCAT"*/
/*"QUATCAT" -> "PATMAB"*/
/*"QUATCAT" -> "INS"*/
/*"QUATCAT" -> "OINTDOM"*/
/*"QUATCAT" -> "CFCAT"*/
/*"QUATCAT" -> "STEP"*/

"QUATCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=QUATCAT"]
/*"QUATCAT-" -> "COMRING"*/
/*"QUATCAT-" -> "RING"*/
/*"QUATCAT-" -> "RNG"*/
/*"QUATCAT-" -> "ABELGRP"*/
/*"QUATCAT-" -> "CABMON"*/
/*"QUATCAT-" -> "ABELMON"*/
/*"QUATCAT-" -> "ABELSG"*/
/*"QUATCAT-" -> "SETCAT"*/
/*"QUATCAT-" -> "BASTYPE"*/
/*"QUATCAT-" -> "KOERCE"*/
/*"QUATCAT-" -> "SGROUP"*/
/*"QUATCAT-" -> "MONOID"*/
/*"QUATCAT-" -> "LMODULE"*/
/*"QUATCAT-" -> "BMODULE"*/
/*"QUATCAT-" -> "RMODULE"*/
/*"QUATCAT-" -> "ALGEBRA"*/
/*"QUATCAT-" -> "MODULE"*/
/*"QUATCAT-" -> "FRETRCT"*/
/*"QUATCAT-" -> "RETRACT"*/
/*"QUATCAT-" -> "DIFEXT"*/
/*"QUATCAT-" -> "DIFRING"*/
/*"QUATCAT-" -> "PDRING"*/
/*"QUATCAT-" -> "FEVALAB"*/
/*"QUATCAT-" -> "ELTAB"*/
/*"QUATCAT-" -> "EVALAB"*/
/*"QUATCAT-" -> "IEVALAB"*/
/*"QUATCAT-" -> "FLINEXP"*/
/*"QUATCAT-" -> "LINEXP"*/
/*"QUATCAT-" -> "ENTIRER"*/
/*"QUATCAT-" -> "ORDSET"*/
/*"QUATCAT-" -> "DIVRING"*/
/*"QUATCAT-" -> "KONVERT"*/
/*"QUATCAT-" -> "CHARZ"*/
/*"QUATCAT-" -> "CHARNZ"*/
/*"QUATCAT-" -> "FIELD"*/
/*"QUATCAT-" -> "EUCDOM"*/
/*"QUATCAT-" -> "PID"*/
/*"QUATCAT-" -> "GCDDOM"*/
/*"QUATCAT-" -> "INTDOM"*/
/*"QUATCAT-" -> "UFD"*/
/*"QUATCAT-" -> "BOOLEAN"*/
/*"QUATCAT-" -> "SYMBOL"*/
/*"QUATCAT-" -> "INT"*/
/*"QUATCAT-" -> "REF"*/
"QUATCAT-" -> "ALIST"
/*"QUATCAT-" -> "LIST"*/
/*"QUATCAT-" -> "STRING"*/
/*"QUATCAT-" -> "CHAR"*/
/*"QUATCAT-" -> "SINT"*/
/*"QUATCAT-" -> "OUTFORM"*/
/*"QUATCAT-" -> "PRIMARR"*/
/*"QUATCAT-" -> "A1AGG-"*/
/*"QUATCAT-" -> "ISTRING"*/
/*"QUATCAT-" -> "SRAGG-"*/
/*"QUATCAT-" -> "FLAGG-"*/
/*"QUATCAT-" -> "LNAGG-"*/
/*"QUATCAT-" -> "RNS"*/
/*"QUATCAT-" -> "ORDRING"*/
/*"QUATCAT-" -> "OAGROUP"*/
/*"QUATCAT-" -> "OCAMON"*/
/*"QUATCAT-" -> "OAMON"*/
/*"QUATCAT-" -> "OASGP"*/
/*"QUATCAT-" -> "REAL"*/
/*"QUATCAT-" -> "RADCAT"*/
/*"QUATCAT-" -> "PATMAB"*/
/*"QUATCAT-" -> "INS"*/
/*"QUATCAT-" -> "OINTDOM"*/
/*"QUATCAT-" -> "CFCAT"*/
/*"QUATCAT-" -> "STEP"*/

"RFFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RFFACT"]
/*"RFFACT" -> "UPOLYC"*/
/*"RFFACT" -> "POLYCAT"*/
/*"RFFACT" -> "PDRING"*/
/*"RFFACT" -> "RING"*/
/*"RFFACT" -> "RNG"*/
/*"RFFACT" -> "ABELGRP"*/
/*"RFFACT" -> "CABMON"*/
/*"RFFACT" -> "ABELMON"*/
/*"RFFACT" -> "ABELSG"*/
/*"RFFACT" -> "SETCAT"*/
/*"RFFACT" -> "BASTYPE"*/
/*"RFFACT" -> "KOERCE"*/
/*"RFFACT" -> "SGROUP"*/
/*"RFFACT" -> "MONOID"*/
/*"RFFACT" -> "LMODULE"*/
/*"RFFACT" -> "FAMR"*/
/*"RFFACT" -> "AMR"*/
/*"RFFACT" -> "BMODULE"*/
/*"RFFACT" -> "RMODULE"*/
/*"RFFACT" -> "COMRING"*/
/*"RFFACT" -> "ALGEBRA"*/
/*"RFFACT" -> "MODULE"*/
/*"RFFACT" -> "CHARZ"*/
/*"RFFACT" -> "CHARNZ"*/
/*"RFFACT" -> "INTDOM"*/
/*"RFFACT" -> "ENTIRER"*/
/*"RFFACT" -> "FRETRCT"*/
/*"RFFACT" -> "RETRACT"*/
/*"RFFACT" -> "EVALAB"*/
/*"RFFACT" -> "IEVALAB"*/
/*"RFFACT" -> "FLINEXP"*/
/*"RFFACT" -> "LINEXP"*/
/*"RFFACT" -> "ORDSET"*/
/*"RFFACT" -> "KONVERT"*/
/*"RFFACT" -> "PATMAB"*/
/*"RFFACT" -> "GCDDOM"*/
/*"RFFACT" -> "PFECAT"*/
/*"RFFACT" -> "UFD"*/
/*"RFFACT" -> "ELTAB"*/
/*"RFFACT" -> "DIFRING"*/
/*"RFFACT" -> "DIFEXT"*/
/*"RFFACT" -> "STEP"*/
/*"RFFACT" -> "EUCDOM"*/
/*"RFFACT" -> "PID"*/
/*"RFFACT" -> "FIELD"*/
/*"RFFACT" -> "DIVRING"*/
/*"RFFACT" -> "SYMBOL"*/
/*"RFFACT" -> "INT"*/
/*"RFFACT" -> "REF"*/
"RFFACT" -> "ALIST"
/*"RFFACT" -> "LIST"*/
/*"RFFACT" -> "STRING"*/
/*"RFFACT" -> "CHAR"*/
/*"RFFACT" -> "SINT"*/
/*"RFFACT" -> "OUTFORM"*/
/*"RFFACT" -> "PRIMARR"*/
/*"RFFACT" -> "A1AGG-"*/
/*"RFFACT" -> "ISTRING"*/
/*"RFFACT" -> "SRAGG-"*/
/*"RFFACT" -> "FLAGG-"*/
/*"RFFACT" -> "LNAGG-"*/
/*"RFFACT" -> "INS"*/
/*"RFFACT" -> "OINTDOM"*/
/*"RFFACT" -> "ORDRING"*/
/*"RFFACT" -> "OAGROUP"*/
/*"RFFACT" -> "OCAMON"*/
/*"RFFACT" -> "OAMON"*/
/*"RFFACT" -> "OASGP"*/
/*"RFFACT" -> "CFCAT"*/
/*"RFFACT" -> "REAL"*/
/*"RFFACT" -> "QFCAT"*/
/*"RFFACT" -> "FEVALAB"*/
/*"RFFACT" -> "PATAB"*/
/*"RFFACT" -> "FPATMAB"*/
/*"RFFACT" -> "TYPE"*/

"RMATRIX" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RMATRIX"]
/*"RMATRIX" -> "RMATCAT"*/
/*"RMATRIX" -> "BMODULE"*/
/*"RMATRIX" -> "LMODULE"*/
/*"RMATRIX" -> "ABELGRP"*/
/*"RMATRIX" -> "CABMON"*/
/*"RMATRIX" -> "ABELMON"*/
/*"RMATRIX" -> "ABELSG"*/
/*"RMATRIX" -> "SETCAT"*/
/*"RMATRIX" -> "BASTYPE"*/
/*"RMATRIX" -> "KOERCE"*/
/*"RMATRIX" -> "RMODULE"*/
/*"RMATRIX" -> "HOAGG"*/
/*"RMATRIX" -> "AGG"*/
/*"RMATRIX" -> "TYPE"*/
/*"RMATRIX" -> "EVALAB"*/
/*"RMATRIX" -> "IEVALAB"*/
/*"RMATRIX" -> "MODULE"*/
/*"RMATRIX" -> "COMRING"*/
/*"RMATRIX" -> "RING"*/
/*"RMATRIX" -> "RNG"*/
/*"RMATRIX" -> "SGROUP"*/
/*"RMATRIX" -> "MONOID"*/
/*"RMATRIX" -> "VSPACE"*/
/*"RMATRIX" -> "KONVERT"*/
/*"RMATRIX" -> "FIELD"*/
/*"RMATRIX" -> "EUCDOM"*/
/*"RMATRIX" -> "PID"*/
/*"RMATRIX" -> "GCDDOM"*/
/*"RMATRIX" -> "INTDOM"*/
/*"RMATRIX" -> "ALGEBRA"*/
/*"RMATRIX" -> "ENTIRER"*/
/*"RMATRIX" -> "UFD"*/
/*"RMATRIX" -> "DIVRING"*/
/*"RMATRIX" -> "NNI"*/
/*"RMATRIX" -> "INT"*/
/*"RMATRIX" -> "LSAGG"*/
/*"RMATRIX" -> "STAGG"*/
/*"RMATRIX" -> "URAGG"*/
/*"RMATRIX" -> "RCAGG"*/
/*"RMATRIX" -> "LNAGG"*/
/*"RMATRIX" -> "IXAGG"*/
/*"RMATRIX" -> "ELTAGG"*/
/*"RMATRIX" -> "ELTAB"*/
/*"RMATRIX" -> "CLAGG"*/
/*"RMATRIX" -> "FLAGG"*/
/*"RMATRIX" -> "ORDSET"*/
/*"RMATRIX" -> "ELAGG"*/
/*"RMATRIX" -> "OM"*/
/*"RMATRIX" -> "LIST"*/
/*"RMATRIX" -> "ILIST"*/
/*"RMATRIX" -> "SYMBOL"*/
/*"RMATRIX" -> "REF"*/
"RMATRIX" -> "ALIST"
/*"RMATRIX" -> "STRING"*/
/*"RMATRIX" -> "CHAR"*/
/*"RMATRIX" -> "SINT"*/
/*"RMATRIX" -> "OUTFORM"*/
/*"RMATRIX" -> "PRIMARR"*/
/*"RMATRIX" -> "A1AGG-"*/
/*"RMATRIX" -> "ISTRING"*/
/*"RMATRIX" -> "SRAGG-"*/
/*"RMATRIX" -> "FLAGG-"*/
/*"RMATRIX" -> "LNAGG-"*/

"ROMAN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ROMAN"]
/*"ROMAN" -> "INS"*/
/*"ROMAN" -> "UFD"*/
/*"ROMAN" -> "GCDDOM"*/
/*"ROMAN" -> "INTDOM"*/
/*"ROMAN" -> "COMRING"*/
/*"ROMAN" -> "RING"*/
/*"ROMAN" -> "RNG"*/
/*"ROMAN" -> "ABELGRP"*/
/*"ROMAN" -> "CABMON"*/
/*"ROMAN" -> "ABELMON"*/
/*"ROMAN" -> "ABELSG"*/
/*"ROMAN" -> "SETCAT"*/
/*"ROMAN" -> "BASTYPE"*/
/*"ROMAN" -> "KOERCE"*/
/*"ROMAN" -> "SGROUP"*/
/*"ROMAN" -> "MONOID"*/
/*"ROMAN" -> "LMODULE"*/
/*"ROMAN" -> "BMODULE"*/
/*"ROMAN" -> "RMODULE"*/
/*"ROMAN" -> "ALGEBRA"*/
/*"ROMAN" -> "MODULE"*/
/*"ROMAN" -> "ENTIRER"*/
/*"ROMAN" -> "EUCDOM"*/
/*"ROMAN" -> "PID"*/
/*"ROMAN" -> "OINTDOM"*/
/*"ROMAN" -> "ORDRING"*/
/*"ROMAN" -> "OAGROUP"*/
/*"ROMAN" -> "OCAMON"*/
/*"ROMAN" -> "OAMON"*/
/*"ROMAN" -> "OASGP"*/
/*"ROMAN" -> "ORDSET"*/
/*"ROMAN" -> "DIFRING"*/
/*"ROMAN" -> "KONVERT"*/
/*"ROMAN" -> "RETRACT"*/
/*"ROMAN" -> "LINEXP"*/
/*"ROMAN" -> "PATMAB"*/
/*"ROMAN" -> "CFCAT"*/
/*"ROMAN" -> "REAL"*/
/*"ROMAN" -> "CHARZ"*/
/*"ROMAN" -> "STEP"*/
/*"ROMAN" -> "SYMBOL"*/
/*"ROMAN" -> "INT"*/
/*"ROMAN" -> "REF"*/
"ROMAN" -> "ALIST"
/*"ROMAN" -> "LIST"*/
/*"ROMAN" -> "STRING"*/
/*"ROMAN" -> "CHAR"*/
/*"ROMAN" -> "SINT"*/
/*"ROMAN" -> "OUTFORM"*/
/*"ROMAN" -> "PRIMARR"*/
/*"ROMAN" -> "A1AGG-"*/
/*"ROMAN" -> "ISTRING"*/
/*"ROMAN" -> "SRAGG-"*/
/*"ROMAN" -> "FLAGG-"*/
/*"ROMAN" -> "LNAGG-"*/

"ROUTINE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ROUTINE"]
/*"ROUTINE" -> "TBAGG"*/
/*"ROUTINE" -> "KDAGG"*/
/*"ROUTINE" -> "DIAGG"*/
/*"ROUTINE" -> "DIOPS"*/
/*"ROUTINE" -> "BGAGG"*/
/*"ROUTINE" -> "HOAGG"*/
/*"ROUTINE" -> "AGG"*/
/*"ROUTINE" -> "TYPE"*/
/*"ROUTINE" -> "SETCAT"*/
/*"ROUTINE" -> "BASTYPE"*/
/*"ROUTINE" -> "KOERCE"*/
/*"ROUTINE" -> "EVALAB"*/
/*"ROUTINE" -> "IEVALAB"*/
/*"ROUTINE" -> "CLAGG"*/
/*"ROUTINE" -> "KONVERT"*/
/*"ROUTINE" -> "IXAGG"*/
/*"ROUTINE" -> "ELTAGG"*/
/*"ROUTINE" -> "ELTAB"*/
/*"ROUTINE" -> "ORDSET"*/
/*"ROUTINE" -> "STRING"*/
/*"ROUTINE" -> "CHAR"*/
/*"ROUTINE" -> "SINT"*/
/*"ROUTINE" -> "OUTFORM"*/
/*"ROUTINE" -> "LIST"*/
/*"ROUTINE" -> "INT"*/
/*"ROUTINE" -> "PRIMARR"*/
/*"ROUTINE" -> "A1AGG-"*/
/*"ROUTINE" -> "ISTRING"*/
/*"ROUTINE" -> "BOOLEAN"*/
/*"ROUTINE" -> "ILIST"*/
/*"ROUTINE" -> "LSAGG-"*/
/*"ROUTINE" -> "STAGG-"*/
/*"ROUTINE" -> "PI"*/
/*"ROUTINE" -> "NNI"*/
/*"ROUTINE" -> "SYMBOL"*/
/*"ROUTINE" -> "REF"*/
"ROUTINE" -> "ALIST"
/*"ROUTINE" -> "SRAGG-"*/
/*"ROUTINE" -> "FLAGG-"*/
/*"ROUTINE" -> "LNAGG-"*/
/*"ROUTINE" -> "LSAGG"*/
/*"ROUTINE" -> "STAGG"*/
/*"ROUTINE" -> "URAGG"*/
/*"ROUTINE" -> "RCAGG"*/
/*"ROUTINE" -> "LNAGG"*/
/*"ROUTINE" -> "FLAGG"*/
/*"ROUTINE" -> "ELAGG"*/
/*"ROUTINE" -> "OM"*/

"RPOLCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RPOLCAT"]
/*"RPOLCAT" -> "POLYCAT"*/
/*"RPOLCAT" -> "PDRING"*/
/*"RPOLCAT" -> "RING"*/
/*"RPOLCAT" -> "RNG"*/
/*"RPOLCAT" -> "ABELGRP"*/
/*"RPOLCAT" -> "CABMON"*/
/*"RPOLCAT" -> "ABELMON"*/
/*"RPOLCAT" -> "ABELSG"*/
/*"RPOLCAT" -> "SETCAT"*/
/*"RPOLCAT" -> "BASTYPE"*/
/*"RPOLCAT" -> "KOERCE"*/
/*"RPOLCAT" -> "SGROUP"*/
/*"RPOLCAT" -> "MONOID"*/
/*"RPOLCAT" -> "LMODULE"*/
/*"RPOLCAT" -> "FAMR"*/
/*"RPOLCAT" -> "AMR"*/
/*"RPOLCAT" -> "BMODULE"*/
/*"RPOLCAT" -> "RMODULE"*/
/*"RPOLCAT" -> "COMRING"*/
/*"RPOLCAT" -> "ALGEBRA"*/
/*"RPOLCAT" -> "MODULE"*/
/*"RPOLCAT" -> "CHARZ"*/
/*"RPOLCAT" -> "CHARNZ"*/
/*"RPOLCAT" -> "INTDOM"*/
/*"RPOLCAT" -> "ENTIRER"*/
/*"RPOLCAT" -> "FRETRCT"*/
/*"RPOLCAT" -> "RETRACT"*/
/*"RPOLCAT" -> "EVALAB"*/
/*"RPOLCAT" -> "IEVALAB"*/
/*"RPOLCAT" -> "FLINEXP"*/
/*"RPOLCAT" -> "LINEXP"*/
/*"RPOLCAT" -> "ORDSET"*/
/*"RPOLCAT" -> "KONVERT"*/
/*"RPOLCAT" -> "PATMAB"*/
/*"RPOLCAT" -> "GCDDOM"*/
/*"RPOLCAT" -> "PFECAT"*/
/*"RPOLCAT" -> "UFD"*/
/*"RPOLCAT" -> "OAMONS"*/
/*"RPOLCAT" -> "OCAMON"*/
/*"RPOLCAT" -> "OAMON"*/
/*"RPOLCAT" -> "OASGP"*/
/*"RPOLCAT" -> "NNI"*/
/*"RPOLCAT" -> "INT"*/
/*"RPOLCAT" -> "LIST"*/
/*"RPOLCAT" -> "BOOLEAN"*/
/*"RPOLCAT" -> "ILIST"*/
/*"RPOLCAT" -> "EUCDOM"*/
/*"RPOLCAT" -> "PID"*/
/*"RPOLCAT" -> "FIELD"*/
/*"RPOLCAT" -> "DIVRING"*/
/*"RPOLCAT" -> "FINITE"*/
/*"RPOLCAT" -> "SINT"*/
/*"RPOLCAT" -> "OM"*/
/*"RPOLCAT" -> "LSAGG-"*/
/*"RPOLCAT" -> "STAGG-"*/
/*"RPOLCAT" -> "ELAGG-"*/
/*"RPOLCAT" -> "FLAGG-"*/
/*"RPOLCAT" -> "INS"*/
/*"RPOLCAT" -> "OINTDOM"*/
/*"RPOLCAT" -> "ORDRING"*/
/*"RPOLCAT" -> "OAGROUP"*/
/*"RPOLCAT" -> "DIFRING"*/
/*"RPOLCAT" -> "CFCAT"*/
/*"RPOLCAT" -> "REAL"*/
/*"RPOLCAT" -> "STEP"*/
/*"RPOLCAT" -> "QFCAT"*/
/*"RPOLCAT" -> "FEVALAB"*/
/*"RPOLCAT" -> "ELTAB"*/
/*"RPOLCAT" -> "DIFEXT"*/
/*"RPOLCAT" -> "PATAB"*/
/*"RPOLCAT" -> "FPATMAB"*/
/*"RPOLCAT" -> "TYPE"*/
/*"RPOLCAT" -> "LSAGG"*/
/*"RPOLCAT" -> "STAGG"*/
/*"RPOLCAT" -> "URAGG"*/
/*"RPOLCAT" -> "RCAGG"*/
/*"RPOLCAT" -> "HOAGG"*/
/*"RPOLCAT" -> "AGG"*/
/*"RPOLCAT" -> "LNAGG"*/
/*"RPOLCAT" -> "IXAGG"*/
/*"RPOLCAT" -> "ELTAGG"*/
/*"RPOLCAT" -> "CLAGG"*/
/*"RPOLCAT" -> "FLAGG"*/
/*"RPOLCAT" -> "ELAGG"*/
/*"RPOLCAT" -> "STRING"*/
/*"RPOLCAT" -> "CHAR"*/
/*"RPOLCAT" -> "OUTFORM"*/
/*"RPOLCAT" -> "PRIMARR"*/
/*"RPOLCAT" -> "A1AGG-"*/
/*"RPOLCAT" -> "ISTRING"*/
/*"RPOLCAT" -> "SYMBOL"*/
/*"RPOLCAT" -> "REF"*/
"RPOLCAT" -> "ALIST"
/*"RPOLCAT" -> "SRAGG-"*/
/*"RPOLCAT" -> "LNAGG-"*/
/*"RPOLCAT" -> "STRICAT"*/
/*"RPOLCAT" -> "SRAGG"*/
/*"RPOLCAT" -> "A1AGG"*/
/*"RPOLCAT" -> "FPS"*/
/*"RPOLCAT" -> "RNS"*/
/*"RPOLCAT" -> "RADCAT"*/

"RPOLCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RPOLCAT"]
/*"RPOLCAT-" -> "POLYCAT"*/
/*"RPOLCAT-" -> "PDRING"*/
/*"RPOLCAT-" -> "RING"*/
/*"RPOLCAT-" -> "RNG"*/
/*"RPOLCAT-" -> "ABELGRP"*/
/*"RPOLCAT-" -> "CABMON"*/
/*"RPOLCAT-" -> "ABELMON"*/
/*"RPOLCAT-" -> "ABELSG"*/
/*"RPOLCAT-" -> "SETCAT"*/
/*"RPOLCAT-" -> "BASTYPE"*/
/*"RPOLCAT-" -> "KOERCE"*/
/*"RPOLCAT-" -> "SGROUP"*/
/*"RPOLCAT-" -> "MONOID"*/
/*"RPOLCAT-" -> "LMODULE"*/
/*"RPOLCAT-" -> "FAMR"*/
/*"RPOLCAT-" -> "AMR"*/
/*"RPOLCAT-" -> "BMODULE"*/
/*"RPOLCAT-" -> "RMODULE"*/
/*"RPOLCAT-" -> "COMRING"*/
/*"RPOLCAT-" -> "ALGEBRA"*/
/*"RPOLCAT-" -> "MODULE"*/
/*"RPOLCAT-" -> "CHARZ"*/
/*"RPOLCAT-" -> "CHARNZ"*/
/*"RPOLCAT-" -> "INTDOM"*/
/*"RPOLCAT-" -> "ENTIRER"*/
/*"RPOLCAT-" -> "FRETRCT"*/
/*"RPOLCAT-" -> "RETRACT"*/
/*"RPOLCAT-" -> "EVALAB"*/
/*"RPOLCAT-" -> "IEVALAB"*/
/*"RPOLCAT-" -> "FLINEXP"*/
/*"RPOLCAT-" -> "LINEXP"*/
/*"RPOLCAT-" -> "ORDSET"*/
/*"RPOLCAT-" -> "KONVERT"*/
/*"RPOLCAT-" -> "PATMAB"*/
/*"RPOLCAT-" -> "GCDDOM"*/
/*"RPOLCAT-" -> "PFECAT"*/
/*"RPOLCAT-" -> "UFD"*/
/*"RPOLCAT-" -> "OAMONS"*/
/*"RPOLCAT-" -> "OCAMON"*/
/*"RPOLCAT-" -> "OAMON"*/
/*"RPOLCAT-" -> "OASGP"*/
/*"RPOLCAT-" -> "NNI"*/
/*"RPOLCAT-" -> "INT"*/
/*"RPOLCAT-" -> "LIST"*/
/*"RPOLCAT-" -> "BOOLEAN"*/
/*"RPOLCAT-" -> "ILIST"*/
/*"RPOLCAT-" -> "EUCDOM"*/
/*"RPOLCAT-" -> "PID"*/
/*"RPOLCAT-" -> "FIELD"*/
/*"RPOLCAT-" -> "DIVRING"*/
/*"RPOLCAT-" -> "FINITE"*/
/*"RPOLCAT-" -> "SINT"*/
/*"RPOLCAT-" -> "OM"*/
/*"RPOLCAT-" -> "LSAGG-"*/
/*"RPOLCAT-" -> "STAGG-"*/
/*"RPOLCAT-" -> "ELAGG-"*/
/*"RPOLCAT-" -> "FLAGG-"*/
/*"RPOLCAT-" -> "INS"*/
/*"RPOLCAT-" -> "OINTDOM"*/
/*"RPOLCAT-" -> "ORDRING"*/
/*"RPOLCAT-" -> "OAGROUP"*/
/*"RPOLCAT-" -> "DIFRING"*/
/*"RPOLCAT-" -> "CFCAT"*/
/*"RPOLCAT-" -> "REAL"*/
/*"RPOLCAT-" -> "STEP"*/
/*"RPOLCAT-" -> "QFCAT"*/
/*"RPOLCAT-" -> "FEVALAB"*/
/*"RPOLCAT-" -> "ELTAB"*/
/*"RPOLCAT-" -> "DIFEXT"*/
/*"RPOLCAT-" -> "PATAB"*/
/*"RPOLCAT-" -> "FPATMAB"*/
/*"RPOLCAT-" -> "TYPE"*/
/*"RPOLCAT-" -> "LSAGG"*/
/*"RPOLCAT-" -> "STAGG"*/
/*"RPOLCAT-" -> "URAGG"*/
/*"RPOLCAT-" -> "RCAGG"*/
/*"RPOLCAT-" -> "HOAGG"*/
/*"RPOLCAT-" -> "AGG"*/
/*"RPOLCAT-" -> "LNAGG"*/
/*"RPOLCAT-" -> "IXAGG"*/
/*"RPOLCAT-" -> "ELTAGG"*/
/*"RPOLCAT-" -> "CLAGG"*/
/*"RPOLCAT-" -> "FLAGG"*/
/*"RPOLCAT-" -> "ELAGG"*/
/*"RPOLCAT-" -> "STRING"*/
/*"RPOLCAT-" -> "CHAR"*/
/*"RPOLCAT-" -> "OUTFORM"*/
/*"RPOLCAT-" -> "PRIMARR"*/
/*"RPOLCAT-" -> "A1AGG-"*/
/*"RPOLCAT-" -> "ISTRING"*/
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"RPOLCAT-" -> "ALIST"
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"RULECOLD" -> "ALIST"
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/*"RULECOLD" -> "BOOLEAN"*/

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/*"SAOS" -> "REF"*/
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/*"SEGBIND" -> "KOERCE"*/
/*"SEGBIND" -> "SYMBOL"*/
/*"SEGBIND" -> "INT"*/
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/*"SEGBIND" -> "LIST"*/
/*"SEGBIND" -> "STRING"*/
/*"SEGBIND" -> "CHAR"*/
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/*"SEGBIND" -> "OUTFORM"*/
/*"SEGBIND" -> "PRIMARR"*/
/*"SEGBIND" -> "A1AGG-"*/
/*"SEGBIND" -> "ISTRING"*/
/*"SEGBIND" -> "SRAGG-"*/
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/*"SEGBIND" -> "BOOLEAN"*/

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"SET" -> "ALIST"
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/*"SET" -> "STRING"*/
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/*"SPECOUT" -> "LIST"*/
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/*"SQMATRIX" -> "ABELMON"*/
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"SQMATRIX" -> "ALIST"
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/*"SQMATRIX" -> "OUTFORM"*/
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/*"SQMATRIX" -> "INS"*/
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/*"SQMATRIX" -> "OAGROUP"*/
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/*"SWITCH" -> "INTDOM"*/
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/*"SWITCH" -> "SGROUP"*/
/*"SWITCH" -> "MONOID"*/
/*"SWITCH" -> "LMODULE"*/
/*"SWITCH" -> "BMODULE"*/
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/*"SWITCH" -> "MODULE"*/
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/*"SWITCH" -> "PID"*/
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/*"SWITCH" -> "ORDRING"*/
/*"SWITCH" -> "OAGROUP"*/
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/*"SWITCH" -> "OAMON"*/
/*"SWITCH" -> "OASGP"*/
/*"SWITCH" -> "DIFRING"*/
/*"SWITCH" -> "RETRACT"*/
/*"SWITCH" -> "LINEXP"*/
/*"SWITCH" -> "PATMAB"*/
/*"SWITCH" -> "CFCAT"*/
/*"SWITCH" -> "REAL"*/
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/*"SWITCH" -> "STEP"*/
/*"SWITCH" -> "NNI"*/
/*"SWITCH" -> "SYMBOL"*/
/*"SWITCH" -> "REF"*/
"SWITCH" -> "ALIST"
/*"SWITCH" -> "STRING"*/
/*"SWITCH" -> "CHAR"*/
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/*"SWITCH" -> "OUTFORM"*/
/*"SWITCH" -> "PRIMARR"*/
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/*"SYMS" -> "ORDSET"*/
/*"SYMS" -> "SETCAT"*/
/*"SYMS" -> "BASTYPE"*/
/*"SYMS" -> "SYMBOL"*/
/*"SYMS" -> "INT"*/
/*"SYMS" -> "REF"*/
"SYMS" -> "ALIST"
/*"SYMS" -> "LIST"*/
/*"SYMS" -> "STRING"*/
/*"SYMS" -> "CHAR"*/
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/*"SYMS" -> "OUTFORM"*/
/*"SYMS" -> "PRIMARR"*/
/*"SYMS" -> "A1AGG-"*/
/*"SYMS" -> "ISTRING"*/
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/*"SYMS" -> "FLAGG-"*/
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/*"SYMTAB" -> "ORDSET"*/
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/*"SYMTAB" -> "BASTYPE"*/
/*"SYMTAB" -> "INS"*/
/*"SYMTAB" -> "UFD"*/
/*"SYMTAB" -> "GCDDOM"*/
/*"SYMTAB" -> "INTDOM"*/
/*"SYMTAB" -> "COMRING"*/
/*"SYMTAB" -> "RING"*/
/*"SYMTAB" -> "RNG"*/
/*"SYMTAB" -> "ABELGRP"*/
/*"SYMTAB" -> "CABMON"*/
/*"SYMTAB" -> "ABELMON"*/
/*"SYMTAB" -> "ABELSG"*/
/*"SYMTAB" -> "SGROUP"*/
/*"SYMTAB" -> "MONOID"*/
/*"SYMTAB" -> "LMODULE"*/
/*"SYMTAB" -> "BMODULE"*/
/*"SYMTAB" -> "RMODULE"*/
/*"SYMTAB" -> "ALGEBRA"*/
/*"SYMTAB" -> "MODULE"*/
/*"SYMTAB" -> "ENTIRER"*/
/*"SYMTAB" -> "EUCDOM"*/
/*"SYMTAB" -> "PID"*/
/*"SYMTAB" -> "OINTDOM"*/
/*"SYMTAB" -> "ORDRING"*/
/*"SYMTAB" -> "OAGROUP"*/
/*"SYMTAB" -> "OCAMON"*/
/*"SYMTAB" -> "OAMON"*/
/*"SYMTAB" -> "OASGP"*/
/*"SYMTAB" -> "DIFRING"*/
/*"SYMTAB" -> "KONVERT"*/
/*"SYMTAB" -> "RETRACT"*/
/*"SYMTAB" -> "LINEXP"*/
/*"SYMTAB" -> "PATMAB"*/
/*"SYMTAB" -> "CFCAT"*/
/*"SYMTAB" -> "REAL"*/
/*"SYMTAB" -> "CHARZ"*/
/*"SYMTAB" -> "STEP"*/
/*"SYMTAB" -> "INT"*/
/*"SYMTAB" -> "LIST"*/
/*"SYMTAB" -> "ILIST"*/
/*"SYMTAB" -> "OM"*/
/*"SYMTAB" -> "SYMBOL"*/
/*"SYMTAB" -> "REF"*/
"SYMTAB" -> "ALIST"
/*"SYMTAB" -> "STRING"*/
/*"SYMTAB" -> "CHAR"*/
/*"SYMTAB" -> "SINT"*/
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/*"SYMTAB" -> "PRIMARR"*/
/*"SYMTAB" -> "A1AGG-"*/
/*"SYMTAB" -> "ISTRING"*/
/*"SYMTAB" -> "SRAGG-"*/
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/*"SYMTAB" -> "LNAGG-"*/
/*"SYMTAB" -> "LSAGG-"*/
/*"SYMTAB" -> "STAGG-"*/
/*"SYMTAB" -> "ELAGG-"*/
/*"SYMTAB" -> "URAGG-"*/
/*"SYMTAB" -> "RCAGG-"*/
/*"SYMTAB" -> "IXAGG-"*/
/*"SYMTAB" -> "CLAGG-"*/
/*"SYMTAB" -> "HOAGG-"*/
/*"SYMTAB" -> "ORDSET-"*/
/*"SYMTAB" -> "AGG-"*/
/*"SYMTAB" -> "ELTAGG-"*/
/*"SYMTAB" -> "SETCAT-"*/
/*"SYMTAB" -> "BASTYPE-"*/

"SYSSOLP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SYSSOLP"]
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/*"SYSSOLP" -> "RING"*/
/*"SYSSOLP" -> "RNG"*/
/*"SYSSOLP" -> "ABELGRP"*/
/*"SYSSOLP" -> "CABMON"*/
/*"SYSSOLP" -> "ABELMON"*/
/*"SYSSOLP" -> "ABELSG"*/
/*"SYSSOLP" -> "SETCAT"*/
/*"SYSSOLP" -> "BASTYPE"*/
/*"SYSSOLP" -> "KOERCE"*/
/*"SYSSOLP" -> "SGROUP"*/
/*"SYSSOLP" -> "MONOID"*/
/*"SYSSOLP" -> "LMODULE"*/
/*"SYSSOLP" -> "BMODULE"*/
/*"SYSSOLP" -> "RMODULE"*/
/*"SYSSOLP" -> "ALGEBRA"*/
/*"SYSSOLP" -> "MODULE"*/
/*"SYSSOLP" -> "ENTIRER"*/
/*"SYSSOLP" -> "POLYCAT"*/
/*"SYSSOLP" -> "PDRING"*/
/*"SYSSOLP" -> "FAMR"*/
/*"SYSSOLP" -> "AMR"*/
/*"SYSSOLP" -> "CHARZ"*/
/*"SYSSOLP" -> "CHARNZ"*/
/*"SYSSOLP" -> "FRETRCT"*/
/*"SYSSOLP" -> "RETRACT"*/
/*"SYSSOLP" -> "EVALAB"*/
/*"SYSSOLP" -> "IEVALAB"*/
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/*"SYSSOLP" -> "LINEXP"*/
/*"SYSSOLP" -> "ORDSET"*/
/*"SYSSOLP" -> "KONVERT"*/
/*"SYSSOLP" -> "PATMAB"*/
/*"SYSSOLP" -> "GCDDOM"*/
/*"SYSSOLP" -> "PFECAT"*/
/*"SYSSOLP" -> "UFD"*/
/*"SYSSOLP" -> "QFCAT"*/
/*"SYSSOLP" -> "FIELD"*/
/*"SYSSOLP" -> "EUCDOM"*/
/*"SYSSOLP" -> "PID"*/
/*"SYSSOLP" -> "DIVRING"*/
/*"SYSSOLP" -> "FEVALAB"*/
/*"SYSSOLP" -> "ELTAB"*/
/*"SYSSOLP" -> "DIFEXT"*/
/*"SYSSOLP" -> "DIFRING"*/
/*"SYSSOLP" -> "PATAB"*/
/*"SYSSOLP" -> "FPATMAB"*/
/*"SYSSOLP" -> "TYPE"*/
/*"SYSSOLP" -> "STEP"*/
/*"SYSSOLP" -> "OINTDOM"*/
/*"SYSSOLP" -> "ORDRING"*/
/*"SYSSOLP" -> "OAGROUP"*/
/*"SYSSOLP" -> "OCAMON"*/
/*"SYSSOLP" -> "OAMON"*/
/*"SYSSOLP" -> "OASGP"*/
/*"SYSSOLP" -> "REAL"*/
/*"SYSSOLP" -> "OM"*/
/*"SYSSOLP" -> "INT"*/
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/*"SYSSOLP" -> "URAGG"*/
/*"SYSSOLP" -> "RCAGG"*/
/*"SYSSOLP" -> "HOAGG"*/
/*"SYSSOLP" -> "AGG"*/
/*"SYSSOLP" -> "LNAGG"*/
/*"SYSSOLP" -> "IXAGG"*/
/*"SYSSOLP" -> "ELTAGG"*/
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/*"SYSSOLP" -> "ELAGG"*/
/*"SYSSOLP" -> "NNI"*/
/*"SYSSOLP" -> "SYMBOL"*/
/*"SYSSOLP" -> "REF"*/
"SYSSOLP" -> "ALIST"
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/*"SYSSOLP" -> "OUTFORM"*/
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/*"SYSSOLP" -> "SRAGG-"*/
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/*"SYSSOLP" -> "BOOLEAN"*/
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/*"SYSSOLP" -> "OAMONS"*/
/*"SYSSOLP" -> "VSPACE"*/
/*"SYSSOLP" -> "ORDFIN"*/
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/*"SYSSOLP" -> "IVECTOR"*/
/*"SYSSOLP" -> "IARRAY1"*/
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/*"UTSCAT" -> "OCAMON"*/
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/*"UTSCAT" -> "OASGP"*/
/*"UTSCAT" -> "ORDSET"*/
/*"UTSCAT" -> "SETCAT"*/
/*"UTSCAT" -> "BASTYPE"*/
/*"UTSCAT" -> "KOERCE"*/
/*"UTSCAT" -> "ABELMON"*/
/*"UTSCAT" -> "ABELSG"*/
/*"UTSCAT" -> "CABMON"*/
/*"UTSCAT" -> "UPSCAT"*/
/*"UTSCAT" -> "PSCAT"*/
/*"UTSCAT" -> "AMR"*/
/*"UTSCAT" -> "RING"*/
/*"UTSCAT" -> "RNG"*/
/*"UTSCAT" -> "ABELGRP"*/
/*"UTSCAT" -> "SGROUP"*/
/*"UTSCAT" -> "MONOID"*/
/*"UTSCAT" -> "LMODULE"*/
/*"UTSCAT" -> "BMODULE"*/
/*"UTSCAT" -> "RMODULE"*/
/*"UTSCAT" -> "COMRING"*/
/*"UTSCAT" -> "ALGEBRA"*/
/*"UTSCAT" -> "MODULE"*/
/*"UTSCAT" -> "CHARZ"*/
/*"UTSCAT" -> "CHARNZ"*/
/*"UTSCAT" -> "INTDOM"*/
/*"UTSCAT" -> "ENTIRER"*/
/*"UTSCAT" -> "ELTAB"*/
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/*"ALGFF" -> "INS"*/
/*"ALGFF" -> "CFCAT"*/
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/*"ALGMANIP" -> "COMRING"*/
/*"ALGMANIP" -> "RING"*/
/*"ALGMANIP" -> "RNG"*/
/*"ALGMANIP" -> "ABELGRP"*/
/*"ALGMANIP" -> "CABMON"*/
/*"ALGMANIP" -> "ABELMON"*/
/*"ALGMANIP" -> "ABELSG"*/
/*"ALGMANIP" -> "SETCAT"*/
/*"ALGMANIP" -> "BASTYPE"*/
/*"ALGMANIP" -> "KOERCE"*/
/*"ALGMANIP" -> "SGROUP"*/
/*"ALGMANIP" -> "MONOID"*/
/*"ALGMANIP" -> "LMODULE"*/
/*"ALGMANIP" -> "BMODULE"*/
/*"ALGMANIP" -> "RMODULE"*/
/*"ALGMANIP" -> "ALGEBRA"*/
/*"ALGMANIP" -> "MODULE"*/
/*"ALGMANIP" -> "ENTIRER"*/
/*"ALGMANIP" -> "FIELD"*/
/*"ALGMANIP" -> "EUCDOM"*/
/*"ALGMANIP" -> "PID"*/
/*"ALGMANIP" -> "GCDDOM"*/
/*"ALGMANIP" -> "UFD"*/
/*"ALGMANIP" -> "DIVRING"*/
/*"ALGMANIP" -> "ES"*/
/*"ALGMANIP" -> "ORDSET"*/
/*"ALGMANIP" -> "RETRACT"*/
/*"ALGMANIP" -> "IEVALAB"*/
/*"ALGMANIP" -> "EVALAB"*/
/*"ALGMANIP" -> "SYMBOL"*/
/*"ALGMANIP" -> "INT"*/
/*"ALGMANIP" -> "REF"*/
/*"ALGMANIP" -> "ALIST"*/
/*"ALGMANIP" -> "LIST"*/
/*"ALGMANIP" -> "STRING"*/
/*"ALGMANIP" -> "CHAR"*/
/*"ALGMANIP" -> "SINT"*/
/*"ALGMANIP" -> "OUTFORM"*/
/*"ALGMANIP" -> "PRIMARR"*/
/*"ALGMANIP" -> "A1AGG-"*/
/*"ALGMANIP" -> "ISTRING"*/
/*"ALGMANIP" -> "SRAGG-"*/
/*"ALGMANIP" -> "FLAGG-"*/
/*"ALGMANIP" -> "LNAGG-"*/
/*"ALGMANIP" -> "ILIST"*/
/*"ALGMANIP" -> "LSAGG-"*/
/*"ALGMANIP" -> "CACHSET"*/
/*"ALGMANIP" -> "UPOLYC"*/
/*"ALGMANIP" -> "POLYCAT"*/
/*"ALGMANIP" -> "PDRING"*/
/*"ALGMANIP" -> "FAMR"*/
/*"ALGMANIP" -> "AMR"*/
/*"ALGMANIP" -> "CHARZ"*/
/*"ALGMANIP" -> "CHARNZ"*/
/*"ALGMANIP" -> "FRETRCT"*/
/*"ALGMANIP" -> "FLINEXP"*/
/*"ALGMANIP" -> "LINEXP"*/
/*"ALGMANIP" -> "KONVERT"*/
/*"ALGMANIP" -> "PATMAB"*/
/*"ALGMANIP" -> "PFECAT"*/
/*"ALGMANIP" -> "ELTAB"*/
/*"ALGMANIP" -> "DIFRING"*/
/*"ALGMANIP" -> "DIFEXT"*/
/*"ALGMANIP" -> "STEP"*/
/*"ALGMANIP" -> "STAGG-"*/
/*"ALGMANIP" -> "ELAGG-"*/
/*"ALGMANIP" -> "URAGG-"*/
/*"ALGMANIP" -> "LSAGG"*/
/*"ALGMANIP" -> "STAGG"*/
/*"ALGMANIP" -> "URAGG"*/
/*"ALGMANIP" -> "RCAGG"*/
/*"ALGMANIP" -> "HOAGG"*/
/*"ALGMANIP" -> "AGG"*/
/*"ALGMANIP" -> "TYPE"*/
/*"ALGMANIP" -> "LNAGG"*/
/*"ALGMANIP" -> "IXAGG"*/
/*"ALGMANIP" -> "ELTAGG"*/
/*"ALGMANIP" -> "CLAGG"*/
/*"ALGMANIP" -> "FLAGG"*/
/*"ALGMANIP" -> "ELAGG"*/
/*"ALGMANIP" -> "OM"*/
/*"ALGMANIP" -> "PATAB"*/
/*"ALGMANIP" -> "BOOLEAN"*/
"ALGMANIP" -> "FS"
/*"ALGMANIP" -> "FPATMAB"*/
/*"ALGMANIP" -> "GROUP"*/
/*"ALGMANIP" -> "RADCAT"*/
/*"ALGMANIP" -> "INS-"*/
/*"ALGMANIP" -> "EUCDOM-"*/
/*"ALGMANIP" -> "UFD-"*/
/*"ALGMANIP" -> "GCDDOM-"*/
/*"ALGMANIP" -> "NNI"*/
/*"ALGMANIP" -> "INTDOM-"*/
/*"ALGMANIP" -> "ALGEBRA-"*/
/*"ALGMANIP" -> "DIFRING-"*/
/*"ALGMANIP" -> "ORDRING-"*/
/*"ALGMANIP" -> "MODULE-"*/
/*"ALGMANIP" -> "RING-"*/
/*"ALGMANIP" -> "ABELGRP-"*/
/*"ALGMANIP" -> "INS"*/
/*"ALGMANIP" -> "OINTDOM"*/
/*"ALGMANIP" -> "ORDRING"*/
/*"ALGMANIP" -> "OAGROUP"*/
/*"ALGMANIP" -> "OCAMON"*/
/*"ALGMANIP" -> "OAMON"*/
/*"ALGMANIP" -> "OASGP"*/
/*"ALGMANIP" -> "CFCAT"*/
/*"ALGMANIP" -> "REAL"*/

"ALGMFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ALGMFACT"]
/*"ALGMFACT" -> "ORDSET"*/
/*"ALGMFACT" -> "SETCAT"*/
/*"ALGMFACT" -> "BASTYPE"*/
/*"ALGMFACT" -> "KOERCE"*/
/*"ALGMFACT" -> "OAMONS"*/
/*"ALGMFACT" -> "OCAMON"*/
/*"ALGMFACT" -> "OAMON"*/
/*"ALGMFACT" -> "OASGP"*/
/*"ALGMFACT" -> "ABELMON"*/
/*"ALGMFACT" -> "ABELSG"*/
/*"ALGMFACT" -> "CABMON"*/
/*"ALGMFACT" -> "POLYCAT"*/
/*"ALGMFACT" -> "PDRING"*/
/*"ALGMFACT" -> "RING"*/
/*"ALGMFACT" -> "RNG"*/
/*"ALGMFACT" -> "ABELGRP"*/
/*"ALGMFACT" -> "SGROUP"*/
/*"ALGMFACT" -> "MONOID"*/
/*"ALGMFACT" -> "LMODULE"*/
/*"ALGMFACT" -> "FAMR"*/
/*"ALGMFACT" -> "AMR"*/
/*"ALGMFACT" -> "BMODULE"*/
/*"ALGMFACT" -> "RMODULE"*/
/*"ALGMFACT" -> "COMRING"*/
/*"ALGMFACT" -> "ALGEBRA"*/
/*"ALGMFACT" -> "MODULE"*/
/*"ALGMFACT" -> "CHARZ"*/
/*"ALGMFACT" -> "CHARNZ"*/
/*"ALGMFACT" -> "INTDOM"*/
/*"ALGMFACT" -> "ENTIRER"*/
/*"ALGMFACT" -> "FRETRCT"*/
/*"ALGMFACT" -> "RETRACT"*/
/*"ALGMFACT" -> "EVALAB"*/
/*"ALGMFACT" -> "IEVALAB"*/
/*"ALGMFACT" -> "FLINEXP"*/
/*"ALGMFACT" -> "LINEXP"*/
/*"ALGMFACT" -> "KONVERT"*/
/*"ALGMFACT" -> "PATMAB"*/
/*"ALGMFACT" -> "GCDDOM"*/
/*"ALGMFACT" -> "PFECAT"*/
/*"ALGMFACT" -> "UFD"*/
/*"ALGMFACT" -> "ES"*/
"ALGMFACT" -> "ACF"
/*"ALGMFACT" -> "FIELD"*/
/*"ALGMFACT" -> "EUCDOM"*/
/*"ALGMFACT" -> "PID"*/
/*"ALGMFACT" -> "DIVRING"*/
/*"ALGMFACT" -> "RADCAT"*/
/*"ALGMFACT" -> "UPOLYC"*/
/*"ALGMFACT" -> "ELTAB"*/
/*"ALGMFACT" -> "DIFRING"*/
/*"ALGMFACT" -> "DIFEXT"*/
/*"ALGMFACT" -> "STEP"*/
/*"ALGMFACT" -> "REAL"*/

"ALGPKG" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ALGPKG"]
/*"ALGPKG" -> "INTDOM"*/
/*"ALGPKG" -> "COMRING"*/
/*"ALGPKG" -> "RING"*/
/*"ALGPKG" -> "RNG"*/
/*"ALGPKG" -> "ABELGRP"*/
/*"ALGPKG" -> "CABMON"*/
/*"ALGPKG" -> "ABELMON"*/
/*"ALGPKG" -> "ABELSG"*/
/*"ALGPKG" -> "SETCAT"*/
/*"ALGPKG" -> "BASTYPE"*/
/*"ALGPKG" -> "KOERCE"*/
/*"ALGPKG" -> "SGROUP"*/
/*"ALGPKG" -> "MONOID"*/
/*"ALGPKG" -> "LMODULE"*/
/*"ALGPKG" -> "BMODULE"*/
/*"ALGPKG" -> "RMODULE"*/
/*"ALGPKG" -> "ALGEBRA"*/
/*"ALGPKG" -> "MODULE"*/
/*"ALGPKG" -> "ENTIRER"*/
"ALGPKG" -> "FRNAALG"
/*"ALGPKG" -> "FINAALG"*/
/*"ALGPKG" -> "NAALG"*/
/*"ALGPKG" -> "NARNG"*/
/*"ALGPKG" -> "MONAD"*/
/*"ALGPKG" -> "PI"*/
/*"ALGPKG" -> "NNI"*/
/*"ALGPKG" -> "INT"*/
/*"ALGPKG" -> "SINT"*/
/*"ALGPKG" -> "VECTOR"*/
/*"ALGPKG" -> "IVECTOR"*/
/*"ALGPKG" -> "IARRAY1"*/
/*"ALGPKG" -> "VECTCAT"*/
/*"ALGPKG" -> "A1AGG"*/
/*"ALGPKG" -> "FLAGG"*/
/*"ALGPKG" -> "LNAGG"*/
/*"ALGPKG" -> "IXAGG"*/
/*"ALGPKG" -> "HOAGG"*/
/*"ALGPKG" -> "AGG"*/
/*"ALGPKG" -> "TYPE"*/
/*"ALGPKG" -> "EVALAB"*/
/*"ALGPKG" -> "IEVALAB"*/
/*"ALGPKG" -> "ELTAGG"*/
/*"ALGPKG" -> "ELTAB"*/
/*"ALGPKG" -> "CLAGG"*/
/*"ALGPKG" -> "KONVERT"*/
/*"ALGPKG" -> "ORDSET"*/
/*"ALGPKG" -> "VECTCAT-"*/
/*"ALGPKG" -> "A1AGG-"*/
/*"ALGPKG" -> "INS"*/
/*"ALGPKG" -> "UFD"*/
/*"ALGPKG" -> "GCDDOM"*/
/*"ALGPKG" -> "EUCDOM"*/
/*"ALGPKG" -> "PID"*/
/*"ALGPKG" -> "OINTDOM"*/
/*"ALGPKG" -> "ORDRING"*/
/*"ALGPKG" -> "OAGROUP"*/
/*"ALGPKG" -> "OCAMON"*/
/*"ALGPKG" -> "OAMON"*/
/*"ALGPKG" -> "OASGP"*/
/*"ALGPKG" -> "DIFRING"*/
/*"ALGPKG" -> "RETRACT"*/
/*"ALGPKG" -> "LINEXP"*/
/*"ALGPKG" -> "PATMAB"*/
/*"ALGPKG" -> "CFCAT"*/
/*"ALGPKG" -> "REAL"*/
/*"ALGPKG" -> "CHARZ"*/
/*"ALGPKG" -> "STEP"*/
/*"ALGPKG" -> "OM"*/
/*"ALGPKG" -> "FLAGG-"*/
/*"ALGPKG" -> "LNAGG-"*/
/*"ALGPKG" -> "IXAGG-"*/
/*"ALGPKG" -> "CLAGG-"*/
/*"ALGPKG" -> "HOAGG-"*/
/*"ALGPKG" -> "ORDSET-"*/
/*"ALGPKG" -> "AGG-"*/
/*"ALGPKG" -> "BOOLEAN"*/
/*"ALGPKG" -> "LIST"*/
/*"ALGPKG" -> "ILIST"*/

"ALGSC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ALGSC"]
"ALGSC" -> "FRNAALG"
/*"ALGSC" -> "FINAALG"*/
/*"ALGSC" -> "NAALG"*/
/*"ALGSC" -> "NARNG"*/
/*"ALGSC" -> "ABELGRP"*/
/*"ALGSC" -> "CABMON"*/
/*"ALGSC" -> "ABELMON"*/
/*"ALGSC" -> "ABELSG"*/
/*"ALGSC" -> "SETCAT"*/
/*"ALGSC" -> "BASTYPE"*/
/*"ALGSC" -> "KOERCE"*/
/*"ALGSC" -> "MONAD"*/
/*"ALGSC" -> "MODULE"*/
/*"ALGSC" -> "BMODULE"*/
/*"ALGSC" -> "LMODULE"*/
/*"ALGSC" -> "RMODULE"*/
/*"ALGSC" -> "FIELD"*/
/*"ALGSC" -> "EUCDOM"*/
/*"ALGSC" -> "PID"*/
/*"ALGSC" -> "GCDDOM"*/
/*"ALGSC" -> "INTDOM"*/
/*"ALGSC" -> "COMRING"*/
/*"ALGSC" -> "RING"*/
/*"ALGSC" -> "RNG"*/
/*"ALGSC" -> "SGROUP"*/
/*"ALGSC" -> "MONOID"*/
/*"ALGSC" -> "ALGEBRA"*/
/*"ALGSC" -> "ENTIRER"*/
/*"ALGSC" -> "UFD"*/
/*"ALGSC" -> "DIVRING"*/
/*"ALGSC" -> "SMATCAT"*/
/*"ALGSC" -> "DIFEXT"*/
/*"ALGSC" -> "DIFRING"*/
/*"ALGSC" -> "PDRING"*/
/*"ALGSC" -> "RMATCAT"*/
/*"ALGSC" -> "HOAGG"*/
/*"ALGSC" -> "AGG"*/
/*"ALGSC" -> "TYPE"*/
/*"ALGSC" -> "EVALAB"*/
/*"ALGSC" -> "IEVALAB"*/
/*"ALGSC" -> "FRETRCT"*/
/*"ALGSC" -> "RETRACT"*/
/*"ALGSC" -> "FLINEXP"*/
/*"ALGSC" -> "LINEXP"*/
/*"ALGSC" -> "INT"*/
/*"ALGSC" -> "VECTOR"*/
/*"ALGSC" -> "INS"*/
/*"ALGSC" -> "OINTDOM"*/
/*"ALGSC" -> "ORDRING"*/
/*"ALGSC" -> "OAGROUP"*/
/*"ALGSC" -> "OCAMON"*/
/*"ALGSC" -> "OAMON"*/
/*"ALGSC" -> "OASGP"*/
/*"ALGSC" -> "ORDSET"*/
/*"ALGSC" -> "KONVERT"*/
/*"ALGSC" -> "PATMAB"*/
/*"ALGSC" -> "CFCAT"*/
/*"ALGSC" -> "REAL"*/
/*"ALGSC" -> "CHARZ"*/
/*"ALGSC" -> "STEP"*/
/*"ALGSC" -> "OM"*/
/*"ALGSC" -> "IVECTOR"*/
/*"ALGSC" -> "IARRAY1"*/
/*"ALGSC" -> "VECTCAT-"*/
/*"ALGSC" -> "A1AGG-"*/
/*"ALGSC" -> "FLAGG-"*/
/*"ALGSC" -> "LNAGG-"*/
/*"ALGSC" -> "IXAGG-"*/
/*"ALGSC" -> "CLAGG-"*/
/*"ALGSC" -> "HOAGG-"*/
/*"ALGSC" -> "ORDSET-"*/
/*"ALGSC" -> "AGG-"*/
/*"ALGSC" -> "ELTAGG-"*/
/*"ALGSC" -> "SETCAT-"*/
/*"ALGSC" -> "BASTYPE-"*/
/*"ALGSC" -> "SINT"*/
/*"ALGSC" -> "PI"*/
/*"ALGSC" -> "NNI"*/
/*"ALGSC" -> "VECTCAT"*/
/*"ALGSC" -> "A1AGG"*/
/*"ALGSC" -> "FLAGG"*/
/*"ALGSC" -> "LNAGG"*/
/*"ALGSC" -> "IXAGG"*/
/*"ALGSC" -> "ELTAGG"*/
/*"ALGSC" -> "ELTAB"*/
/*"ALGSC" -> "CLAGG"*/
/*"ALGSC" -> "LIST"*/
/*"ALGSC" -> "ILIST"*/
/*"ALGSC" -> "LSAGG-"*/
/*"ALGSC" -> "STAGG-"*/
/*"ALGSC" -> "SYMBOL"*/
/*"ALGSC" -> "REF"*/
/*"ALGSC" -> "ALIST"*/
/*"ALGSC" -> "STRING"*/
/*"ALGSC" -> "CHAR"*/
/*"ALGSC" -> "OUTFORM"*/
/*"ALGSC" -> "PRIMARR"*/
/*"ALGSC" -> "ISTRING"*/
/*"ALGSC" -> "SRAGG-"*/
/*"ALGSC" -> "LSAGG"*/
/*"ALGSC" -> "STAGG"*/
/*"ALGSC" -> "URAGG"*/
/*"ALGSC" -> "RCAGG"*/
/*"ALGSC" -> "ELAGG"*/
/*"ALGSC" -> "BOOLEAN"*/
/*"ALGSC" -> "POLYCAT"*/
/*"ALGSC" -> "FAMR"*/
/*"ALGSC" -> "AMR"*/
/*"ALGSC" -> "CHARNZ"*/
/*"ALGSC" -> "PFECAT"*/

"AN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=AN"]
/*"AN" -> "ES"*/
/*"AN" -> "ORDSET"*/
/*"AN" -> "SETCAT"*/
/*"AN" -> "BASTYPE"*/
/*"AN" -> "KOERCE"*/
/*"AN" -> "RETRACT"*/
/*"AN" -> "IEVALAB"*/
/*"AN" -> "EVALAB"*/
"AN" -> "ACF"
/*"AN" -> "FIELD"*/
/*"AN" -> "EUCDOM"*/
/*"AN" -> "PID"*/
/*"AN" -> "GCDDOM"*/
/*"AN" -> "INTDOM"*/
/*"AN" -> "COMRING"*/
/*"AN" -> "RING"*/
/*"AN" -> "RNG"*/
/*"AN" -> "ABELGRP"*/
/*"AN" -> "CABMON"*/
/*"AN" -> "ABELMON"*/
/*"AN" -> "ABELSG"*/
/*"AN" -> "SGROUP"*/
/*"AN" -> "MONOID"*/
/*"AN" -> "LMODULE"*/
/*"AN" -> "BMODULE"*/
/*"AN" -> "RMODULE"*/
/*"AN" -> "ALGEBRA"*/
/*"AN" -> "MODULE"*/
/*"AN" -> "ENTIRER"*/
/*"AN" -> "UFD"*/
/*"AN" -> "DIVRING"*/
/*"AN" -> "RADCAT"*/
/*"AN" -> "LINEXP"*/
/*"AN" -> "REAL"*/
/*"AN" -> "KONVERT"*/
/*"AN" -> "CHARZ"*/
/*"AN" -> "DIFRING"*/
/*"AN" -> "INS"*/
/*"AN" -> "OINTDOM"*/
/*"AN" -> "ORDRING"*/
/*"AN" -> "OAGROUP"*/
/*"AN" -> "OCAMON"*/
/*"AN" -> "OAMON"*/
/*"AN" -> "OASGP"*/
/*"AN" -> "PATMAB"*/
/*"AN" -> "CFCAT"*/
/*"AN" -> "STEP"*/
/*"AN" -> "QFCAT"*/
/*"AN" -> "FEVALAB"*/
/*"AN" -> "ELTAB"*/
/*"AN" -> "DIFEXT"*/
/*"AN" -> "PDRING"*/
/*"AN" -> "FLINEXP"*/
/*"AN" -> "PATAB"*/
/*"AN" -> "FPATMAB"*/
/*"AN" -> "TYPE"*/
/*"AN" -> "CHARNZ"*/
/*"AN" -> "PFECAT"*/
/*"AN" -> "FPS"*/
/*"AN" -> "RNS"*/
/*"AN" -> "CACHSET"*/

"APPRULE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=APPRULE"]
/*"APPRULE" -> "SETCAT"*/
/*"APPRULE" -> "BASTYPE"*/
/*"APPRULE" -> "KOERCE"*/
/*"APPRULE" -> "RING"*/
/*"APPRULE" -> "RNG"*/
/*"APPRULE" -> "ABELGRP"*/
/*"APPRULE" -> "CABMON"*/
/*"APPRULE" -> "ABELMON"*/
/*"APPRULE" -> "ABELSG"*/
/*"APPRULE" -> "SGROUP"*/
/*"APPRULE" -> "MONOID"*/
/*"APPRULE" -> "LMODULE"*/
/*"APPRULE" -> "PATMAB"*/
/*"APPRULE" -> "ORDSET"*/
/*"APPRULE" -> "KONVERT"*/
"APPRULE" -> "FS"
/*"APPRULE" -> "ES"*/
/*"APPRULE" -> "RETRACT"*/
/*"APPRULE" -> "IEVALAB"*/
/*"APPRULE" -> "EVALAB"*/
/*"APPRULE" -> "PATAB"*/
/*"APPRULE" -> "FPATMAB"*/
/*"APPRULE" -> "TYPE"*/
/*"APPRULE" -> "FRETRCT"*/
/*"APPRULE" -> "GROUP"*/
/*"APPRULE" -> "PDRING"*/
/*"APPRULE" -> "FLINEXP"*/
/*"APPRULE" -> "LINEXP"*/
/*"APPRULE" -> "CHARZ"*/
/*"APPRULE" -> "CHARNZ"*/
/*"APPRULE" -> "ALGEBRA"*/
/*"APPRULE" -> "MODULE"*/
/*"APPRULE" -> "BMODULE"*/
/*"APPRULE" -> "RMODULE"*/
/*"APPRULE" -> "FIELD"*/
/*"APPRULE" -> "EUCDOM"*/
/*"APPRULE" -> "PID"*/
/*"APPRULE" -> "GCDDOM"*/
/*"APPRULE" -> "INTDOM"*/
/*"APPRULE" -> "COMRING"*/
/*"APPRULE" -> "ENTIRER"*/
/*"APPRULE" -> "UFD"*/
/*"APPRULE" -> "DIVRING"*/
/*"APPRULE" -> "INT"*/
/*"APPRULE" -> "LIST"*/
/*"APPRULE" -> "ILIST"*/
/*"APPRULE" -> "PI"*/
/*"APPRULE" -> "NNI"*/
/*"APPRULE" -> "SINT"*/
/*"APPRULE" -> "LSAGG"*/
/*"APPRULE" -> "STAGG"*/
/*"APPRULE" -> "URAGG"*/
/*"APPRULE" -> "RCAGG"*/
/*"APPRULE" -> "HOAGG"*/
/*"APPRULE" -> "AGG"*/
/*"APPRULE" -> "LNAGG"*/
/*"APPRULE" -> "IXAGG"*/
/*"APPRULE" -> "ELTAGG"*/
/*"APPRULE" -> "ELTAB"*/
/*"APPRULE" -> "CLAGG"*/
/*"APPRULE" -> "FLAGG"*/
/*"APPRULE" -> "ELAGG"*/
/*"APPRULE" -> "OM"*/
/*"APPRULE" -> "INS-"*/

"ASP19" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP19"]
/*"ASP19" -> "FVFUN"*/
/*"ASP19" -> "FORTCAT"*/
/*"ASP19" -> "TYPE"*/
/*"ASP19" -> "KOERCE"*/
/*"ASP19" -> "BOOLEAN"*/
/*"ASP19" -> "SYMBOL"*/
/*"ASP19" -> "INT"*/
/*"ASP19" -> "REF"*/
/*"ASP19" -> "ALIST"*/
/*"ASP19" -> "LIST"*/
/*"ASP19" -> "STRING"*/
/*"ASP19" -> "CHAR"*/
/*"ASP19" -> "SINT"*/
/*"ASP19" -> "OUTFORM"*/
/*"ASP19" -> "PRIMARR"*/
/*"ASP19" -> "A1AGG-"*/
/*"ASP19" -> "ISTRING"*/
/*"ASP19" -> "SRAGG-"*/
/*"ASP19" -> "FLAGG-"*/
/*"ASP19" -> "LNAGG-"*/
/*"ASP19" -> "ILIST"*/
/*"ASP19" -> "FPS"*/
/*"ASP19" -> "RNS"*/
/*"ASP19" -> "FIELD"*/
/*"ASP19" -> "EUCDOM"*/
/*"ASP19" -> "PID"*/
/*"ASP19" -> "GCDDOM"*/
/*"ASP19" -> "INTDOM"*/
/*"ASP19" -> "COMRING"*/
/*"ASP19" -> "RING"*/
/*"ASP19" -> "RNG"*/
/*"ASP19" -> "ABELGRP"*/
/*"ASP19" -> "CABMON"*/
/*"ASP19" -> "ABELMON"*/
/*"ASP19" -> "ABELSG"*/
/*"ASP19" -> "SETCAT"*/
/*"ASP19" -> "BASTYPE"*/
/*"ASP19" -> "SGROUP"*/
/*"ASP19" -> "MONOID"*/
/*"ASP19" -> "LMODULE"*/
/*"ASP19" -> "BMODULE"*/
/*"ASP19" -> "RMODULE"*/
/*"ASP19" -> "ALGEBRA"*/
/*"ASP19" -> "MODULE"*/
/*"ASP19" -> "ENTIRER"*/
/*"ASP19" -> "UFD"*/
/*"ASP19" -> "DIVRING"*/
/*"ASP19" -> "ORDRING"*/
/*"ASP19" -> "OAGROUP"*/
/*"ASP19" -> "OCAMON"*/
/*"ASP19" -> "OAMON"*/
/*"ASP19" -> "OASGP"*/
/*"ASP19" -> "ORDSET"*/
/*"ASP19" -> "REAL"*/
/*"ASP19" -> "KONVERT"*/
/*"ASP19" -> "RETRACT"*/
/*"ASP19" -> "RADCAT"*/
/*"ASP19" -> "PATMAB"*/
/*"ASP19" -> "CHARZ"*/
"ASP19" -> "FS"
/*"ASP19" -> "ES"*/
/*"ASP19" -> "IEVALAB"*/
/*"ASP19" -> "EVALAB"*/
/*"ASP19" -> "PATAB"*/
/*"ASP19" -> "FPATMAB"*/
/*"ASP19" -> "FRETRCT"*/
/*"ASP19" -> "GROUP"*/
/*"ASP19" -> "PDRING"*/
/*"ASP19" -> "FLINEXP"*/
/*"ASP19" -> "LINEXP"*/
/*"ASP19" -> "CHARNZ"*/
/*"ASP19" -> "VECTCAT"*/
/*"ASP19" -> "A1AGG"*/
/*"ASP19" -> "FLAGG"*/
/*"ASP19" -> "LNAGG"*/
/*"ASP19" -> "IXAGG"*/
/*"ASP19" -> "HOAGG"*/
/*"ASP19" -> "AGG"*/
/*"ASP19" -> "ELTAGG"*/
/*"ASP19" -> "ELTAB"*/
/*"ASP19" -> "CLAGG"*/
/*"ASP19" -> "INS"*/
/*"ASP19" -> "OINTDOM"*/
/*"ASP19" -> "DIFRING"*/
/*"ASP19" -> "CFCAT"*/
/*"ASP19" -> "STEP"*/
/*"ASP19" -> "FMTC"*/
/*"ASP19" -> "NNI"*/
/*"ASP19" -> "VECTOR"*/
/*"ASP19" -> "IVECTOR"*/
/*"ASP19" -> "IARRAY1"*/
/*"ASP19" -> "VECTCAT-"*/
/*"ASP19" -> "IXAGG-"*/
/*"ASP19" -> "OM"*/
/*"ASP19" -> "LSAGG"*/
/*"ASP19" -> "STAGG"*/
/*"ASP19" -> "URAGG"*/
/*"ASP19" -> "RCAGG"*/
/*"ASP19" -> "ELAGG"*/
/*"ASP19" -> "LSAGG-"*/
/*"ASP19" -> "PI"*/
/*"ASP19" -> "POLYCAT"*/
/*"ASP19" -> "FAMR"*/
/*"ASP19" -> "AMR"*/
/*"ASP19" -> "PFECAT"*/

"ASP20" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP20"]
/*"ASP20" -> "FMFUN"*/
/*"ASP20" -> "FORTCAT"*/
/*"ASP20" -> "TYPE"*/
/*"ASP20" -> "KOERCE"*/
/*"ASP20" -> "BOOLEAN"*/
/*"ASP20" -> "FPS"*/
/*"ASP20" -> "RNS"*/
/*"ASP20" -> "FIELD"*/
/*"ASP20" -> "EUCDOM"*/
/*"ASP20" -> "PID"*/
/*"ASP20" -> "GCDDOM"*/
/*"ASP20" -> "INTDOM"*/
/*"ASP20" -> "COMRING"*/
/*"ASP20" -> "RING"*/
/*"ASP20" -> "RNG"*/
/*"ASP20" -> "ABELGRP"*/
/*"ASP20" -> "CABMON"*/
/*"ASP20" -> "ABELMON"*/
/*"ASP20" -> "ABELSG"*/
/*"ASP20" -> "SETCAT"*/
/*"ASP20" -> "BASTYPE"*/
/*"ASP20" -> "SGROUP"*/
/*"ASP20" -> "MONOID"*/
/*"ASP20" -> "LMODULE"*/
/*"ASP20" -> "BMODULE"*/
/*"ASP20" -> "RMODULE"*/
/*"ASP20" -> "ALGEBRA"*/
/*"ASP20" -> "MODULE"*/
/*"ASP20" -> "ENTIRER"*/
/*"ASP20" -> "UFD"*/
/*"ASP20" -> "DIVRING"*/
/*"ASP20" -> "ORDRING"*/
/*"ASP20" -> "OAGROUP"*/
/*"ASP20" -> "OCAMON"*/
/*"ASP20" -> "OAMON"*/
/*"ASP20" -> "OASGP"*/
/*"ASP20" -> "ORDSET"*/
/*"ASP20" -> "REAL"*/
/*"ASP20" -> "KONVERT"*/
/*"ASP20" -> "RETRACT"*/
/*"ASP20" -> "RADCAT"*/
/*"ASP20" -> "PATMAB"*/
/*"ASP20" -> "CHARZ"*/
/*"ASP20" -> "ES"*/
/*"ASP20" -> "IEVALAB"*/
/*"ASP20" -> "EVALAB"*/
/*"ASP20" -> "SINT"*/
/*"ASP20" -> "PI"*/
/*"ASP20" -> "NNI"*/
/*"ASP20" -> "INT"*/
/*"ASP20" -> "SYMBOL"*/
/*"ASP20" -> "REF"*/
/*"ASP20" -> "ALIST"*/
/*"ASP20" -> "LIST"*/
/*"ASP20" -> "STRING"*/
/*"ASP20" -> "CHAR"*/
/*"ASP20" -> "OUTFORM"*/
/*"ASP20" -> "PRIMARR"*/
/*"ASP20" -> "A1AGG-"*/
/*"ASP20" -> "ISTRING"*/
/*"ASP20" -> "SRAGG-"*/
/*"ASP20" -> "FLAGG-"*/
/*"ASP20" -> "LNAGG-"*/
/*"ASP20" -> "FMTC"*/
/*"ASP20" -> "INS"*/
/*"ASP20" -> "OINTDOM"*/
/*"ASP20" -> "DIFRING"*/
/*"ASP20" -> "LINEXP"*/
/*"ASP20" -> "CFCAT"*/
/*"ASP20" -> "STEP"*/
/*"ASP20" -> "POLYCAT"*/
/*"ASP20" -> "PDRING"*/
/*"ASP20" -> "FAMR"*/
/*"ASP20" -> "AMR"*/
/*"ASP20" -> "CHARNZ"*/
/*"ASP20" -> "FRETRCT"*/
/*"ASP20" -> "FLINEXP"*/
/*"ASP20" -> "PFECAT"*/
/*"ASP20" -> "QFCAT"*/
/*"ASP20" -> "FEVALAB"*/
/*"ASP20" -> "ELTAB"*/
/*"ASP20" -> "DIFEXT"*/
/*"ASP20" -> "PATAB"*/
/*"ASP20" -> "FPATMAB"*/
/*"ASP20" -> "VECTCAT"*/
/*"ASP20" -> "A1AGG"*/
/*"ASP20" -> "FLAGG"*/
/*"ASP20" -> "LNAGG"*/
/*"ASP20" -> "IXAGG"*/
/*"ASP20" -> "HOAGG"*/
/*"ASP20" -> "AGG"*/
/*"ASP20" -> "ELTAGG"*/
/*"ASP20" -> "CLAGG"*/
"ASP20" -> "FS"
/*"ASP20" -> "GROUP"*/

"ASP31" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP31"]
/*"ASP31" -> "FVFUN"*/
/*"ASP31" -> "FORTCAT"*/
/*"ASP31" -> "TYPE"*/
/*"ASP31" -> "KOERCE"*/
/*"ASP31" -> "SYMBOL"*/
/*"ASP31" -> "INT"*/
/*"ASP31" -> "REF"*/
/*"ASP31" -> "ALIST"*/
/*"ASP31" -> "LIST"*/
/*"ASP31" -> "STRING"*/
/*"ASP31" -> "CHAR"*/
/*"ASP31" -> "SINT"*/
/*"ASP31" -> "OUTFORM"*/
/*"ASP31" -> "PRIMARR"*/
/*"ASP31" -> "A1AGG-"*/
/*"ASP31" -> "ISTRING"*/
/*"ASP31" -> "SRAGG-"*/
/*"ASP31" -> "FLAGG-"*/
/*"ASP31" -> "LNAGG-"*/
/*"ASP31" -> "BOOLEAN"*/
/*"ASP31" -> "FPS"*/
/*"ASP31" -> "RNS"*/
/*"ASP31" -> "FIELD"*/
/*"ASP31" -> "EUCDOM"*/
/*"ASP31" -> "PID"*/
/*"ASP31" -> "GCDDOM"*/
/*"ASP31" -> "INTDOM"*/
/*"ASP31" -> "COMRING"*/
/*"ASP31" -> "RING"*/
/*"ASP31" -> "RNG"*/
/*"ASP31" -> "ABELGRP"*/
/*"ASP31" -> "CABMON"*/
/*"ASP31" -> "ABELMON"*/
/*"ASP31" -> "ABELSG"*/
/*"ASP31" -> "SETCAT"*/
/*"ASP31" -> "BASTYPE"*/
/*"ASP31" -> "SGROUP"*/
/*"ASP31" -> "MONOID"*/
/*"ASP31" -> "LMODULE"*/
/*"ASP31" -> "BMODULE"*/
/*"ASP31" -> "RMODULE"*/
/*"ASP31" -> "ALGEBRA"*/
/*"ASP31" -> "MODULE"*/
/*"ASP31" -> "ENTIRER"*/
/*"ASP31" -> "UFD"*/
/*"ASP31" -> "DIVRING"*/
/*"ASP31" -> "ORDRING"*/
/*"ASP31" -> "OAGROUP"*/
/*"ASP31" -> "OCAMON"*/
/*"ASP31" -> "OAMON"*/
/*"ASP31" -> "OASGP"*/
/*"ASP31" -> "ORDSET"*/
/*"ASP31" -> "REAL"*/
/*"ASP31" -> "KONVERT"*/
/*"ASP31" -> "RETRACT"*/
/*"ASP31" -> "RADCAT"*/
/*"ASP31" -> "PATMAB"*/
/*"ASP31" -> "CHARZ"*/
"ASP31" -> "FS"
/*"ASP31" -> "ES"*/
/*"ASP31" -> "IEVALAB"*/
/*"ASP31" -> "EVALAB"*/
/*"ASP31" -> "PATAB"*/
/*"ASP31" -> "FPATMAB"*/
/*"ASP31" -> "FRETRCT"*/
/*"ASP31" -> "GROUP"*/
/*"ASP31" -> "PDRING"*/
/*"ASP31" -> "FLINEXP"*/
/*"ASP31" -> "LINEXP"*/
/*"ASP31" -> "CHARNZ"*/
/*"ASP31" -> "VECTCAT"*/
/*"ASP31" -> "A1AGG"*/
/*"ASP31" -> "FLAGG"*/
/*"ASP31" -> "LNAGG"*/
/*"ASP31" -> "IXAGG"*/
/*"ASP31" -> "HOAGG"*/
/*"ASP31" -> "AGG"*/
/*"ASP31" -> "ELTAGG"*/
/*"ASP31" -> "ELTAB"*/
/*"ASP31" -> "CLAGG"*/
/*"ASP31" -> "NNI"*/
/*"ASP31" -> "ILIST"*/
/*"ASP31" -> "VECTOR"*/
/*"ASP31" -> "IVECTOR"*/
/*"ASP31" -> "IARRAY1"*/
/*"ASP31" -> "INS"*/
/*"ASP31" -> "OINTDOM"*/
/*"ASP31" -> "DIFRING"*/
/*"ASP31" -> "CFCAT"*/
/*"ASP31" -> "STEP"*/
/*"ASP31" -> "OM"*/
/*"ASP31" -> "LSAGG"*/
/*"ASP31" -> "STAGG"*/
/*"ASP31" -> "URAGG"*/
/*"ASP31" -> "RCAGG"*/
/*"ASP31" -> "ELAGG"*/
/*"ASP31" -> "FMTC"*/
/*"ASP31" -> "POLYCAT"*/
/*"ASP31" -> "FAMR"*/
/*"ASP31" -> "AMR"*/
/*"ASP31" -> "PFECAT"*/

"ASP35" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP35"]
/*"ASP35" -> "FVFUN"*/
/*"ASP35" -> "FORTCAT"*/
/*"ASP35" -> "TYPE"*/
/*"ASP35" -> "KOERCE"*/
/*"ASP35" -> "BOOLEAN"*/
/*"ASP35" -> "SINT"*/
/*"ASP35" -> "NNI"*/
/*"ASP35" -> "INT"*/
/*"ASP35" -> "SYMBOL"*/
/*"ASP35" -> "REF"*/
/*"ASP35" -> "ALIST"*/
/*"ASP35" -> "LIST"*/
/*"ASP35" -> "STRING"*/
/*"ASP35" -> "CHAR"*/
/*"ASP35" -> "OUTFORM"*/
/*"ASP35" -> "PRIMARR"*/
/*"ASP35" -> "A1AGG-"*/
/*"ASP35" -> "ISTRING"*/
/*"ASP35" -> "SRAGG-"*/
/*"ASP35" -> "FLAGG-"*/
/*"ASP35" -> "LNAGG-"*/
/*"ASP35" -> "FPS"*/
/*"ASP35" -> "RNS"*/
/*"ASP35" -> "FIELD"*/
/*"ASP35" -> "EUCDOM"*/
/*"ASP35" -> "PID"*/
/*"ASP35" -> "GCDDOM"*/
/*"ASP35" -> "INTDOM"*/
/*"ASP35" -> "COMRING"*/
/*"ASP35" -> "RING"*/
/*"ASP35" -> "RNG"*/
/*"ASP35" -> "ABELGRP"*/
/*"ASP35" -> "CABMON"*/
/*"ASP35" -> "ABELMON"*/
/*"ASP35" -> "ABELSG"*/
/*"ASP35" -> "SETCAT"*/
/*"ASP35" -> "BASTYPE"*/
/*"ASP35" -> "SGROUP"*/
/*"ASP35" -> "MONOID"*/
/*"ASP35" -> "LMODULE"*/
/*"ASP35" -> "BMODULE"*/
/*"ASP35" -> "RMODULE"*/
/*"ASP35" -> "ALGEBRA"*/
/*"ASP35" -> "MODULE"*/
/*"ASP35" -> "ENTIRER"*/
/*"ASP35" -> "UFD"*/
/*"ASP35" -> "DIVRING"*/
/*"ASP35" -> "ORDRING"*/
/*"ASP35" -> "OAGROUP"*/
/*"ASP35" -> "OCAMON"*/
/*"ASP35" -> "OAMON"*/
/*"ASP35" -> "OASGP"*/
/*"ASP35" -> "ORDSET"*/
/*"ASP35" -> "REAL"*/
/*"ASP35" -> "KONVERT"*/
/*"ASP35" -> "RETRACT"*/
/*"ASP35" -> "RADCAT"*/
/*"ASP35" -> "PATMAB"*/
/*"ASP35" -> "CHARZ"*/
"ASP35" -> "FS"
/*"ASP35" -> "ES"*/
/*"ASP35" -> "IEVALAB"*/
/*"ASP35" -> "EVALAB"*/
/*"ASP35" -> "PATAB"*/
/*"ASP35" -> "FPATMAB"*/
/*"ASP35" -> "FRETRCT"*/
/*"ASP35" -> "GROUP"*/
/*"ASP35" -> "PDRING"*/
/*"ASP35" -> "FLINEXP"*/
/*"ASP35" -> "LINEXP"*/
/*"ASP35" -> "CHARNZ"*/
/*"ASP35" -> "VECTCAT"*/
/*"ASP35" -> "A1AGG"*/
/*"ASP35" -> "FLAGG"*/
/*"ASP35" -> "LNAGG"*/
/*"ASP35" -> "IXAGG"*/
/*"ASP35" -> "HOAGG"*/
/*"ASP35" -> "AGG"*/
/*"ASP35" -> "ELTAGG"*/
/*"ASP35" -> "ELTAB"*/
/*"ASP35" -> "CLAGG"*/
/*"ASP35" -> "INS"*/
/*"ASP35" -> "OINTDOM"*/
/*"ASP35" -> "DIFRING"*/
/*"ASP35" -> "CFCAT"*/
/*"ASP35" -> "STEP"*/
/*"ASP35" -> "OM"*/
/*"ASP35" -> "VECTOR"*/
/*"ASP35" -> "IVECTOR"*/
/*"ASP35" -> "IARRAY1"*/
/*"ASP35" -> "LSAGG"*/
/*"ASP35" -> "STAGG"*/
/*"ASP35" -> "URAGG"*/
/*"ASP35" -> "RCAGG"*/
/*"ASP35" -> "ELAGG"*/
/*"ASP35" -> "FMTC"*/
/*"ASP35" -> "POLYCAT"*/
/*"ASP35" -> "FAMR"*/
/*"ASP35" -> "AMR"*/
/*"ASP35" -> "PFECAT"*/

"ASP41" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP41"]
/*"ASP41" -> "FVFUN"*/
/*"ASP41" -> "FORTCAT"*/
/*"ASP41" -> "TYPE"*/
/*"ASP41" -> "KOERCE"*/
/*"ASP41" -> "BOOLEAN"*/
/*"ASP41" -> "SYMBOL"*/
/*"ASP41" -> "INT"*/
/*"ASP41" -> "REF"*/
/*"ASP41" -> "ALIST"*/
/*"ASP41" -> "LIST"*/
/*"ASP41" -> "STRING"*/
/*"ASP41" -> "CHAR"*/
/*"ASP41" -> "SINT"*/
/*"ASP41" -> "OUTFORM"*/
/*"ASP41" -> "PRIMARR"*/
/*"ASP41" -> "A1AGG-"*/
/*"ASP41" -> "ISTRING"*/
/*"ASP41" -> "SRAGG-"*/
/*"ASP41" -> "FLAGG-"*/
/*"ASP41" -> "LNAGG-"*/
/*"ASP41" -> "FPS"*/
/*"ASP41" -> "RNS"*/
/*"ASP41" -> "FIELD"*/
/*"ASP41" -> "EUCDOM"*/
/*"ASP41" -> "PID"*/
/*"ASP41" -> "GCDDOM"*/
/*"ASP41" -> "INTDOM"*/
/*"ASP41" -> "COMRING"*/
/*"ASP41" -> "RING"*/
/*"ASP41" -> "RNG"*/
/*"ASP41" -> "ABELGRP"*/
/*"ASP41" -> "CABMON"*/
/*"ASP41" -> "ABELMON"*/
/*"ASP41" -> "ABELSG"*/
/*"ASP41" -> "SETCAT"*/
/*"ASP41" -> "BASTYPE"*/
/*"ASP41" -> "SGROUP"*/
/*"ASP41" -> "MONOID"*/
/*"ASP41" -> "LMODULE"*/
/*"ASP41" -> "BMODULE"*/
/*"ASP41" -> "RMODULE"*/
/*"ASP41" -> "ALGEBRA"*/
/*"ASP41" -> "MODULE"*/
/*"ASP41" -> "ENTIRER"*/
/*"ASP41" -> "UFD"*/
/*"ASP41" -> "DIVRING"*/
/*"ASP41" -> "ORDRING"*/
/*"ASP41" -> "OAGROUP"*/
/*"ASP41" -> "OCAMON"*/
/*"ASP41" -> "OAMON"*/
/*"ASP41" -> "OASGP"*/
/*"ASP41" -> "ORDSET"*/
/*"ASP41" -> "REAL"*/
/*"ASP41" -> "KONVERT"*/
/*"ASP41" -> "RETRACT"*/
/*"ASP41" -> "RADCAT"*/
/*"ASP41" -> "PATMAB"*/
/*"ASP41" -> "CHARZ"*/
"ASP41" -> "FS"
/*"ASP41" -> "ES"*/
/*"ASP41" -> "IEVALAB"*/
/*"ASP41" -> "EVALAB"*/
/*"ASP41" -> "PATAB"*/
/*"ASP41" -> "FPATMAB"*/
/*"ASP41" -> "FRETRCT"*/
/*"ASP41" -> "GROUP"*/
/*"ASP41" -> "PDRING"*/
/*"ASP41" -> "FLINEXP"*/
/*"ASP41" -> "LINEXP"*/
/*"ASP41" -> "CHARNZ"*/
/*"ASP41" -> "VECTCAT"*/
/*"ASP41" -> "A1AGG"*/
/*"ASP41" -> "FLAGG"*/
/*"ASP41" -> "LNAGG"*/
/*"ASP41" -> "IXAGG"*/
/*"ASP41" -> "HOAGG"*/
/*"ASP41" -> "AGG"*/
/*"ASP41" -> "ELTAGG"*/
/*"ASP41" -> "ELTAB"*/
/*"ASP41" -> "CLAGG"*/
/*"ASP41" -> "VECTOR"*/
/*"ASP41" -> "IVECTOR"*/
/*"ASP41" -> "IARRAY1"*/
/*"ASP41" -> "VECTCAT-"*/
/*"ASP41" -> "IXAGG-"*/
/*"ASP41" -> "NNI"*/
/*"ASP41" -> "INS"*/
/*"ASP41" -> "OINTDOM"*/
/*"ASP41" -> "DIFRING"*/
/*"ASP41" -> "CFCAT"*/
/*"ASP41" -> "STEP"*/
/*"ASP41" -> "OM"*/
/*"ASP41" -> "LSAGG"*/
/*"ASP41" -> "STAGG"*/
/*"ASP41" -> "URAGG"*/
/*"ASP41" -> "RCAGG"*/
/*"ASP41" -> "ELAGG"*/
/*"ASP41" -> "FMTC"*/
/*"ASP41" -> "POLYCAT"*/
/*"ASP41" -> "FAMR"*/
/*"ASP41" -> "AMR"*/
/*"ASP41" -> "PFECAT"*/

"ASP42" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP42"]
/*"ASP42" -> "FVFUN"*/
/*"ASP42" -> "FORTCAT"*/
/*"ASP42" -> "TYPE"*/
/*"ASP42" -> "KOERCE"*/
/*"ASP42" -> "BOOLEAN"*/
/*"ASP42" -> "SYMBOL"*/
/*"ASP42" -> "INT"*/
/*"ASP42" -> "REF"*/
/*"ASP42" -> "ALIST"*/
/*"ASP42" -> "LIST"*/
/*"ASP42" -> "STRING"*/
/*"ASP42" -> "CHAR"*/
/*"ASP42" -> "SINT"*/
/*"ASP42" -> "OUTFORM"*/
/*"ASP42" -> "PRIMARR"*/
/*"ASP42" -> "A1AGG-"*/
/*"ASP42" -> "ISTRING"*/
/*"ASP42" -> "SRAGG-"*/
/*"ASP42" -> "FLAGG-"*/
/*"ASP42" -> "LNAGG-"*/
/*"ASP42" -> "NNI"*/
/*"ASP42" -> "ILIST"*/
/*"ASP42" -> "FPS"*/
/*"ASP42" -> "RNS"*/
/*"ASP42" -> "FIELD"*/
/*"ASP42" -> "EUCDOM"*/
/*"ASP42" -> "PID"*/
/*"ASP42" -> "GCDDOM"*/
/*"ASP42" -> "INTDOM"*/
/*"ASP42" -> "COMRING"*/
/*"ASP42" -> "RING"*/
/*"ASP42" -> "RNG"*/
/*"ASP42" -> "ABELGRP"*/
/*"ASP42" -> "CABMON"*/
/*"ASP42" -> "ABELMON"*/
/*"ASP42" -> "ABELSG"*/
/*"ASP42" -> "SETCAT"*/
/*"ASP42" -> "BASTYPE"*/
/*"ASP42" -> "SGROUP"*/
/*"ASP42" -> "MONOID"*/
/*"ASP42" -> "LMODULE"*/
/*"ASP42" -> "BMODULE"*/
/*"ASP42" -> "RMODULE"*/
/*"ASP42" -> "ALGEBRA"*/
/*"ASP42" -> "MODULE"*/
/*"ASP42" -> "ENTIRER"*/
/*"ASP42" -> "UFD"*/
/*"ASP42" -> "DIVRING"*/
/*"ASP42" -> "ORDRING"*/
/*"ASP42" -> "OAGROUP"*/
/*"ASP42" -> "OCAMON"*/
/*"ASP42" -> "OAMON"*/
/*"ASP42" -> "OASGP"*/
/*"ASP42" -> "ORDSET"*/
/*"ASP42" -> "REAL"*/
/*"ASP42" -> "KONVERT"*/
/*"ASP42" -> "RETRACT"*/
/*"ASP42" -> "RADCAT"*/
/*"ASP42" -> "PATMAB"*/
/*"ASP42" -> "CHARZ"*/
"ASP42" -> "FS"
/*"ASP42" -> "ES"*/
/*"ASP42" -> "IEVALAB"*/
/*"ASP42" -> "EVALAB"*/
/*"ASP42" -> "PATAB"*/
/*"ASP42" -> "FPATMAB"*/
/*"ASP42" -> "FRETRCT"*/
/*"ASP42" -> "GROUP"*/
/*"ASP42" -> "PDRING"*/
/*"ASP42" -> "FLINEXP"*/
/*"ASP42" -> "LINEXP"*/
/*"ASP42" -> "CHARNZ"*/
/*"ASP42" -> "VECTCAT"*/
/*"ASP42" -> "A1AGG"*/
/*"ASP42" -> "FLAGG"*/
/*"ASP42" -> "LNAGG"*/
/*"ASP42" -> "IXAGG"*/
/*"ASP42" -> "HOAGG"*/
/*"ASP42" -> "AGG"*/
/*"ASP42" -> "ELTAGG"*/
/*"ASP42" -> "ELTAB"*/
/*"ASP42" -> "CLAGG"*/
/*"ASP42" -> "INS"*/
/*"ASP42" -> "OINTDOM"*/
/*"ASP42" -> "DIFRING"*/
/*"ASP42" -> "CFCAT"*/
/*"ASP42" -> "STEP"*/
/*"ASP42" -> "OM"*/
/*"ASP42" -> "VECTOR"*/
/*"ASP42" -> "IVECTOR"*/
/*"ASP42" -> "IARRAY1"*/
/*"ASP42" -> "LSAGG"*/
/*"ASP42" -> "STAGG"*/
/*"ASP42" -> "URAGG"*/
/*"ASP42" -> "RCAGG"*/
/*"ASP42" -> "ELAGG"*/
/*"ASP42" -> "VECTCAT-"*/
/*"ASP42" -> "IXAGG-"*/
/*"ASP42" -> "FMTC"*/
/*"ASP42" -> "POLYCAT"*/
/*"ASP42" -> "FAMR"*/
/*"ASP42" -> "AMR"*/
/*"ASP42" -> "PFECAT"*/

"ASP74" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP74"]
/*"ASP74" -> "FMFUN"*/
/*"ASP74" -> "FORTCAT"*/
/*"ASP74" -> "TYPE"*/
/*"ASP74" -> "KOERCE"*/
/*"ASP74" -> "FPS"*/
/*"ASP74" -> "RNS"*/
/*"ASP74" -> "FIELD"*/
/*"ASP74" -> "EUCDOM"*/
/*"ASP74" -> "PID"*/
/*"ASP74" -> "GCDDOM"*/
/*"ASP74" -> "INTDOM"*/
/*"ASP74" -> "COMRING"*/
/*"ASP74" -> "RING"*/
/*"ASP74" -> "RNG"*/
/*"ASP74" -> "ABELGRP"*/
/*"ASP74" -> "CABMON"*/
/*"ASP74" -> "ABELMON"*/
/*"ASP74" -> "ABELSG"*/
/*"ASP74" -> "SETCAT"*/
/*"ASP74" -> "BASTYPE"*/
/*"ASP74" -> "SGROUP"*/
/*"ASP74" -> "MONOID"*/
/*"ASP74" -> "LMODULE"*/
/*"ASP74" -> "BMODULE"*/
/*"ASP74" -> "RMODULE"*/
/*"ASP74" -> "ALGEBRA"*/
/*"ASP74" -> "MODULE"*/
/*"ASP74" -> "ENTIRER"*/
/*"ASP74" -> "UFD"*/
/*"ASP74" -> "DIVRING"*/
/*"ASP74" -> "ORDRING"*/
/*"ASP74" -> "OAGROUP"*/
/*"ASP74" -> "OCAMON"*/
/*"ASP74" -> "OAMON"*/
/*"ASP74" -> "OASGP"*/
/*"ASP74" -> "ORDSET"*/
/*"ASP74" -> "REAL"*/
/*"ASP74" -> "KONVERT"*/
/*"ASP74" -> "RETRACT"*/
/*"ASP74" -> "RADCAT"*/
/*"ASP74" -> "PATMAB"*/
/*"ASP74" -> "CHARZ"*/
/*"ASP74" -> "ES"*/
/*"ASP74" -> "IEVALAB"*/
/*"ASP74" -> "EVALAB"*/
/*"ASP74" -> "NNI"*/
/*"ASP74" -> "INT"*/
/*"ASP74" -> "INS"*/
/*"ASP74" -> "OINTDOM"*/
/*"ASP74" -> "DIFRING"*/
/*"ASP74" -> "LINEXP"*/
/*"ASP74" -> "CFCAT"*/
/*"ASP74" -> "STEP"*/
/*"ASP74" -> "OM"*/
/*"ASP74" -> "PI"*/
/*"ASP74" -> "FMTC"*/
/*"ASP74" -> "POLYCAT"*/
/*"ASP74" -> "PDRING"*/
/*"ASP74" -> "FAMR"*/
/*"ASP74" -> "AMR"*/
/*"ASP74" -> "CHARNZ"*/
/*"ASP74" -> "FRETRCT"*/
/*"ASP74" -> "FLINEXP"*/
/*"ASP74" -> "PFECAT"*/
/*"ASP74" -> "QFCAT"*/
/*"ASP74" -> "FEVALAB"*/
/*"ASP74" -> "ELTAB"*/
/*"ASP74" -> "DIFEXT"*/
/*"ASP74" -> "PATAB"*/
/*"ASP74" -> "FPATMAB"*/
/*"ASP74" -> "VECTCAT"*/
/*"ASP74" -> "A1AGG"*/
/*"ASP74" -> "FLAGG"*/
/*"ASP74" -> "LNAGG"*/
/*"ASP74" -> "IXAGG"*/
/*"ASP74" -> "HOAGG"*/
/*"ASP74" -> "AGG"*/
/*"ASP74" -> "ELTAGG"*/
/*"ASP74" -> "CLAGG"*/
"ASP74" -> "FS"
/*"ASP74" -> "GROUP"*/

"ASP77" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP77"]
/*"ASP77" -> "FMFUN"*/
/*"ASP77" -> "FORTCAT"*/
/*"ASP77" -> "TYPE"*/
/*"ASP77" -> "KOERCE"*/
/*"ASP77" -> "FPS"*/
/*"ASP77" -> "RNS"*/
/*"ASP77" -> "FIELD"*/
/*"ASP77" -> "EUCDOM"*/
/*"ASP77" -> "PID"*/
/*"ASP77" -> "GCDDOM"*/
/*"ASP77" -> "INTDOM"*/
/*"ASP77" -> "COMRING"*/
/*"ASP77" -> "RING"*/
/*"ASP77" -> "RNG"*/
/*"ASP77" -> "ABELGRP"*/
/*"ASP77" -> "CABMON"*/
/*"ASP77" -> "ABELMON"*/
/*"ASP77" -> "ABELSG"*/
/*"ASP77" -> "SETCAT"*/
/*"ASP77" -> "BASTYPE"*/
/*"ASP77" -> "SGROUP"*/
/*"ASP77" -> "MONOID"*/
/*"ASP77" -> "LMODULE"*/
/*"ASP77" -> "BMODULE"*/
/*"ASP77" -> "RMODULE"*/
/*"ASP77" -> "ALGEBRA"*/
/*"ASP77" -> "MODULE"*/
/*"ASP77" -> "ENTIRER"*/
/*"ASP77" -> "UFD"*/
/*"ASP77" -> "DIVRING"*/
/*"ASP77" -> "ORDRING"*/
/*"ASP77" -> "OAGROUP"*/
/*"ASP77" -> "OCAMON"*/
/*"ASP77" -> "OAMON"*/
/*"ASP77" -> "OASGP"*/
/*"ASP77" -> "ORDSET"*/
/*"ASP77" -> "REAL"*/
/*"ASP77" -> "KONVERT"*/
/*"ASP77" -> "RETRACT"*/
/*"ASP77" -> "RADCAT"*/
/*"ASP77" -> "PATMAB"*/
/*"ASP77" -> "CHARZ"*/
"ASP77" -> "FS"
/*"ASP77" -> "ES"*/
/*"ASP77" -> "IEVALAB"*/
/*"ASP77" -> "EVALAB"*/
/*"ASP77" -> "PATAB"*/
/*"ASP77" -> "FPATMAB"*/
/*"ASP77" -> "FRETRCT"*/
/*"ASP77" -> "GROUP"*/
/*"ASP77" -> "PDRING"*/
/*"ASP77" -> "FLINEXP"*/
/*"ASP77" -> "LINEXP"*/
/*"ASP77" -> "CHARNZ"*/
/*"ASP77" -> "VECTCAT"*/
/*"ASP77" -> "A1AGG"*/
/*"ASP77" -> "FLAGG"*/
/*"ASP77" -> "LNAGG"*/
/*"ASP77" -> "IXAGG"*/
/*"ASP77" -> "HOAGG"*/
/*"ASP77" -> "AGG"*/
/*"ASP77" -> "ELTAGG"*/
/*"ASP77" -> "ELTAB"*/
/*"ASP77" -> "CLAGG"*/
/*"ASP77" -> "INS"*/
/*"ASP77" -> "OINTDOM"*/
/*"ASP77" -> "DIFRING"*/
/*"ASP77" -> "CFCAT"*/
/*"ASP77" -> "STEP"*/
/*"ASP77" -> "BOOLEAN"*/
/*"ASP77" -> "FMTC"*/
/*"ASP77" -> "POLYCAT"*/
/*"ASP77" -> "FAMR"*/
/*"ASP77" -> "AMR"*/
/*"ASP77" -> "PFECAT"*/
/*"ASP77" -> "QFCAT"*/
/*"ASP77" -> "FEVALAB"*/
/*"ASP77" -> "DIFEXT"*/

"ASP80" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ASP80"]
/*"ASP80" -> "FMFUN"*/
/*"ASP80" -> "FORTCAT"*/
/*"ASP80" -> "TYPE"*/
/*"ASP80" -> "KOERCE"*/
/*"ASP80" -> "SYMBOL"*/
/*"ASP80" -> "INT"*/
/*"ASP80" -> "REF"*/
/*"ASP80" -> "ALIST"*/
/*"ASP80" -> "LIST"*/
/*"ASP80" -> "STRING"*/
/*"ASP80" -> "CHAR"*/
/*"ASP80" -> "SINT"*/
/*"ASP80" -> "OUTFORM"*/
/*"ASP80" -> "PRIMARR"*/
/*"ASP80" -> "A1AGG-"*/
/*"ASP80" -> "ISTRING"*/
/*"ASP80" -> "SRAGG-"*/
/*"ASP80" -> "FLAGG-"*/
/*"ASP80" -> "LNAGG-"*/
/*"ASP80" -> "BOOLEAN"*/
/*"ASP80" -> "FPS"*/
/*"ASP80" -> "RNS"*/
/*"ASP80" -> "FIELD"*/
/*"ASP80" -> "EUCDOM"*/
/*"ASP80" -> "PID"*/
/*"ASP80" -> "GCDDOM"*/
/*"ASP80" -> "INTDOM"*/
/*"ASP80" -> "COMRING"*/
/*"ASP80" -> "RING"*/
/*"ASP80" -> "RNG"*/
/*"ASP80" -> "ABELGRP"*/
/*"ASP80" -> "CABMON"*/
/*"ASP80" -> "ABELMON"*/
/*"ASP80" -> "ABELSG"*/
/*"ASP80" -> "SETCAT"*/
/*"ASP80" -> "BASTYPE"*/
/*"ASP80" -> "SGROUP"*/
/*"ASP80" -> "MONOID"*/
/*"ASP80" -> "LMODULE"*/
/*"ASP80" -> "BMODULE"*/
/*"ASP80" -> "RMODULE"*/
/*"ASP80" -> "ALGEBRA"*/
/*"ASP80" -> "MODULE"*/
/*"ASP80" -> "ENTIRER"*/
/*"ASP80" -> "UFD"*/
/*"ASP80" -> "DIVRING"*/
/*"ASP80" -> "ORDRING"*/
/*"ASP80" -> "OAGROUP"*/
/*"ASP80" -> "OCAMON"*/
/*"ASP80" -> "OAMON"*/
/*"ASP80" -> "OASGP"*/
/*"ASP80" -> "ORDSET"*/
/*"ASP80" -> "REAL"*/
/*"ASP80" -> "KONVERT"*/
/*"ASP80" -> "RETRACT"*/
/*"ASP80" -> "RADCAT"*/
/*"ASP80" -> "PATMAB"*/
/*"ASP80" -> "CHARZ"*/
/*"ASP80" -> "FMTC"*/
/*"ASP80" -> "ES"*/
/*"ASP80" -> "IEVALAB"*/
/*"ASP80" -> "EVALAB"*/
/*"ASP80" -> "PI"*/
/*"ASP80" -> "NNI"*/
/*"ASP80" -> "INS"*/
/*"ASP80" -> "OINTDOM"*/
/*"ASP80" -> "DIFRING"*/
/*"ASP80" -> "LINEXP"*/
/*"ASP80" -> "CFCAT"*/
/*"ASP80" -> "STEP"*/
/*"ASP80" -> "POLYCAT"*/
/*"ASP80" -> "PDRING"*/
/*"ASP80" -> "FAMR"*/
/*"ASP80" -> "AMR"*/
/*"ASP80" -> "CHARNZ"*/
/*"ASP80" -> "FRETRCT"*/
/*"ASP80" -> "FLINEXP"*/
/*"ASP80" -> "PFECAT"*/
/*"ASP80" -> "QFCAT"*/
/*"ASP80" -> "FEVALAB"*/
/*"ASP80" -> "ELTAB"*/
/*"ASP80" -> "DIFEXT"*/
/*"ASP80" -> "PATAB"*/
/*"ASP80" -> "FPATMAB"*/
/*"ASP80" -> "VECTCAT"*/
/*"ASP80" -> "A1AGG"*/
/*"ASP80" -> "FLAGG"*/
/*"ASP80" -> "LNAGG"*/
/*"ASP80" -> "IXAGG"*/
/*"ASP80" -> "HOAGG"*/
/*"ASP80" -> "AGG"*/
/*"ASP80" -> "ELTAGG"*/
/*"ASP80" -> "CLAGG"*/
"ASP80" -> "FS"
/*"ASP80" -> "GROUP"*/

"CINTSLPE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CINTSLPE"]
/*"CINTSLPE" -> "INS"*/
/*"CINTSLPE" -> "UFD"*/
/*"CINTSLPE" -> "GCDDOM"*/
/*"CINTSLPE" -> "INTDOM"*/
/*"CINTSLPE" -> "COMRING"*/
/*"CINTSLPE" -> "RING"*/
/*"CINTSLPE" -> "RNG"*/
/*"CINTSLPE" -> "ABELGRP"*/
/*"CINTSLPE" -> "CABMON"*/
/*"CINTSLPE" -> "ABELMON"*/
/*"CINTSLPE" -> "ABELSG"*/
/*"CINTSLPE" -> "SETCAT"*/
/*"CINTSLPE" -> "BASTYPE"*/
/*"CINTSLPE" -> "KOERCE"*/
/*"CINTSLPE" -> "SGROUP"*/
/*"CINTSLPE" -> "MONOID"*/
/*"CINTSLPE" -> "LMODULE"*/
/*"CINTSLPE" -> "BMODULE"*/
/*"CINTSLPE" -> "RMODULE"*/
/*"CINTSLPE" -> "ALGEBRA"*/
/*"CINTSLPE" -> "MODULE"*/
/*"CINTSLPE" -> "ENTIRER"*/
/*"CINTSLPE" -> "EUCDOM"*/
/*"CINTSLPE" -> "PID"*/
/*"CINTSLPE" -> "OINTDOM"*/
/*"CINTSLPE" -> "ORDRING"*/
/*"CINTSLPE" -> "OAGROUP"*/
/*"CINTSLPE" -> "OCAMON"*/
/*"CINTSLPE" -> "OAMON"*/
/*"CINTSLPE" -> "OASGP"*/
/*"CINTSLPE" -> "ORDSET"*/
/*"CINTSLPE" -> "DIFRING"*/
/*"CINTSLPE" -> "KONVERT"*/
/*"CINTSLPE" -> "RETRACT"*/
/*"CINTSLPE" -> "LINEXP"*/
/*"CINTSLPE" -> "PATMAB"*/
/*"CINTSLPE" -> "CFCAT"*/
/*"CINTSLPE" -> "REAL"*/
/*"CINTSLPE" -> "CHARZ"*/
/*"CINTSLPE" -> "STEP"*/
"CINTSLPE" -> "COMPCAT"
/*"CINTSLPE" -> "MONOGEN"*/
/*"CINTSLPE" -> "FRAMALG"*/
/*"CINTSLPE" -> "FINRALG"*/
/*"CINTSLPE" -> "CHARNZ"*/
/*"CINTSLPE" -> "FRETRCT"*/
/*"CINTSLPE" -> "FLINEXP"*/
/*"CINTSLPE" -> "FINITE"*/
/*"CINTSLPE" -> "FIELD"*/
/*"CINTSLPE" -> "DIVRING"*/
/*"CINTSLPE" -> "DIFEXT"*/
/*"CINTSLPE" -> "PDRING"*/
/*"CINTSLPE" -> "FFIELDC"*/
/*"CINTSLPE" -> "FPC"*/
/*"CINTSLPE" -> "FEVALAB"*/
/*"CINTSLPE" -> "ELTAB"*/
/*"CINTSLPE" -> "EVALAB"*/
/*"CINTSLPE" -> "IEVALAB"*/
/*"CINTSLPE" -> "FPATMAB"*/
/*"CINTSLPE" -> "TYPE"*/
/*"CINTSLPE" -> "PATAB"*/
/*"CINTSLPE" -> "TRANFUN"*/
/*"CINTSLPE" -> "TRIGCAT"*/
/*"CINTSLPE" -> "ATRIG"*/
/*"CINTSLPE" -> "HYPCAT"*/
/*"CINTSLPE" -> "AHYP"*/
/*"CINTSLPE" -> "ELEMFUN"*/
/*"CINTSLPE" -> "RADCAT"*/
/*"CINTSLPE" -> "PFECAT"*/
/*"CINTSLPE" -> "INT"*/
/*"CINTSLPE" -> "VECTOR"*/
/*"CINTSLPE" -> "IVECTOR"*/
/*"CINTSLPE" -> "IARRAY1"*/
/*"CINTSLPE" -> "UPOLYC"*/
/*"CINTSLPE" -> "POLYCAT"*/
/*"CINTSLPE" -> "FAMR"*/
/*"CINTSLPE" -> "AMR"*/
/*"CINTSLPE" -> "LIST"*/
/*"CINTSLPE" -> "ILIST"*/
/*"CINTSLPE" -> "NNI"*/
/*"CINTSLPE" -> "BOOLEAN"*/

"COMBF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=COMBF"]
/*"COMBF" -> "ORDSET"*/
/*"COMBF" -> "SETCAT"*/
/*"COMBF" -> "BASTYPE"*/
/*"COMBF" -> "KOERCE"*/
/*"COMBF" -> "INTDOM"*/
/*"COMBF" -> "COMRING"*/
/*"COMBF" -> "RING"*/
/*"COMBF" -> "RNG"*/
/*"COMBF" -> "ABELGRP"*/
/*"COMBF" -> "CABMON"*/
/*"COMBF" -> "ABELMON"*/
/*"COMBF" -> "ABELSG"*/
/*"COMBF" -> "SGROUP"*/
/*"COMBF" -> "MONOID"*/
/*"COMBF" -> "LMODULE"*/
/*"COMBF" -> "BMODULE"*/
/*"COMBF" -> "RMODULE"*/
/*"COMBF" -> "ALGEBRA"*/
/*"COMBF" -> "MODULE"*/
/*"COMBF" -> "ENTIRER"*/
"COMBF" -> "FS"
/*"COMBF" -> "ES"*/
/*"COMBF" -> "RETRACT"*/
/*"COMBF" -> "IEVALAB"*/
/*"COMBF" -> "EVALAB"*/
/*"COMBF" -> "PATAB"*/
/*"COMBF" -> "KONVERT"*/
/*"COMBF" -> "FPATMAB"*/
/*"COMBF" -> "TYPE"*/
/*"COMBF" -> "PATMAB"*/
/*"COMBF" -> "FRETRCT"*/
/*"COMBF" -> "GROUP"*/
/*"COMBF" -> "PDRING"*/
/*"COMBF" -> "FLINEXP"*/
/*"COMBF" -> "LINEXP"*/
/*"COMBF" -> "CHARZ"*/
/*"COMBF" -> "CHARNZ"*/
/*"COMBF" -> "FIELD"*/
/*"COMBF" -> "EUCDOM"*/
/*"COMBF" -> "PID"*/
/*"COMBF" -> "GCDDOM"*/
/*"COMBF" -> "UFD"*/
/*"COMBF" -> "DIVRING"*/
/*"COMBF" -> "SYMBOL"*/
/*"COMBF" -> "INT"*/
/*"COMBF" -> "REF"*/
/*"COMBF" -> "ALIST"*/
/*"COMBF" -> "LIST"*/
/*"COMBF" -> "STRING"*/
/*"COMBF" -> "CHAR"*/
/*"COMBF" -> "SINT"*/
/*"COMBF" -> "OUTFORM"*/
/*"COMBF" -> "PRIMARR"*/
/*"COMBF" -> "A1AGG-"*/
/*"COMBF" -> "ISTRING"*/
/*"COMBF" -> "SRAGG-"*/
/*"COMBF" -> "FLAGG-"*/
/*"COMBF" -> "LNAGG-"*/
/*"COMBF" -> "BOOLEAN"*/
/*"COMBF" -> "ILIST"*/
/*"COMBF" -> "LSAGG"*/
/*"COMBF" -> "STAGG"*/
/*"COMBF" -> "URAGG"*/
/*"COMBF" -> "RCAGG"*/
/*"COMBF" -> "HOAGG"*/
/*"COMBF" -> "AGG"*/
/*"COMBF" -> "LNAGG"*/
/*"COMBF" -> "IXAGG"*/
/*"COMBF" -> "ELTAGG"*/
/*"COMBF" -> "ELTAB"*/
/*"COMBF" -> "CLAGG"*/
/*"COMBF" -> "FLAGG"*/
/*"COMBF" -> "ELAGG"*/
/*"COMBF" -> "OM"*/
/*"COMBF" -> "NNI"*/
/*"COMBF" -> "LSAGG-"*/
/*"COMBF" -> "STAGG-"*/
/*"COMBF" -> "ELAGG-"*/
/*"COMBF" -> "URAGG-"*/
/*"COMBF" -> "CACHSET"*/
/*"COMBF" -> "RADCAT"*/
/*"COMBF" -> "INS"*/
/*"COMBF" -> "OINTDOM"*/
/*"COMBF" -> "ORDRING"*/
/*"COMBF" -> "OAGROUP"*/
/*"COMBF" -> "OCAMON"*/
/*"COMBF" -> "OAMON"*/
/*"COMBF" -> "OASGP"*/
/*"COMBF" -> "DIFRING"*/
/*"COMBF" -> "CFCAT"*/
/*"COMBF" -> "REAL"*/
/*"COMBF" -> "STEP"*/
/*"COMBF" -> "INS-"*/
/*"COMBF" -> "ELEMFUN"*/

"COMPFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=COMPFACT"]
/*"COMPFACT" -> "EUCDOM"*/
/*"COMPFACT" -> "PID"*/
/*"COMPFACT" -> "GCDDOM"*/
/*"COMPFACT" -> "INTDOM"*/
/*"COMPFACT" -> "COMRING"*/
/*"COMPFACT" -> "RING"*/
/*"COMPFACT" -> "RNG"*/
/*"COMPFACT" -> "ABELGRP"*/
/*"COMPFACT" -> "CABMON"*/
/*"COMPFACT" -> "ABELMON"*/
/*"COMPFACT" -> "ABELSG"*/
/*"COMPFACT" -> "SETCAT"*/
/*"COMPFACT" -> "BASTYPE"*/
/*"COMPFACT" -> "KOERCE"*/
/*"COMPFACT" -> "SGROUP"*/
/*"COMPFACT" -> "MONOID"*/
/*"COMPFACT" -> "LMODULE"*/
/*"COMPFACT" -> "BMODULE"*/
/*"COMPFACT" -> "RMODULE"*/
/*"COMPFACT" -> "ALGEBRA"*/
/*"COMPFACT" -> "MODULE"*/
/*"COMPFACT" -> "ENTIRER"*/
/*"COMPFACT" -> "UPOLYC"*/
/*"COMPFACT" -> "POLYCAT"*/
/*"COMPFACT" -> "PDRING"*/
/*"COMPFACT" -> "FAMR"*/
/*"COMPFACT" -> "AMR"*/
/*"COMPFACT" -> "CHARZ"*/
/*"COMPFACT" -> "CHARNZ"*/
/*"COMPFACT" -> "FRETRCT"*/
/*"COMPFACT" -> "RETRACT"*/
/*"COMPFACT" -> "EVALAB"*/
/*"COMPFACT" -> "IEVALAB"*/
/*"COMPFACT" -> "FLINEXP"*/
/*"COMPFACT" -> "LINEXP"*/
/*"COMPFACT" -> "ORDSET"*/
/*"COMPFACT" -> "KONVERT"*/
/*"COMPFACT" -> "PATMAB"*/
/*"COMPFACT" -> "PFECAT"*/
/*"COMPFACT" -> "UFD"*/
/*"COMPFACT" -> "ELTAB"*/
/*"COMPFACT" -> "DIFRING"*/
/*"COMPFACT" -> "DIFEXT"*/
/*"COMPFACT" -> "STEP"*/
/*"COMPFACT" -> "FIELD"*/
/*"COMPFACT" -> "DIVRING"*/
/*"COMPFACT" -> "INS"*/
/*"COMPFACT" -> "OINTDOM"*/
/*"COMPFACT" -> "ORDRING"*/
/*"COMPFACT" -> "OAGROUP"*/
/*"COMPFACT" -> "OCAMON"*/
/*"COMPFACT" -> "OAMON"*/
/*"COMPFACT" -> "OASGP"*/
/*"COMPFACT" -> "CFCAT"*/
/*"COMPFACT" -> "REAL"*/
/*"COMPFACT" -> "QFCAT"*/
/*"COMPFACT" -> "FEVALAB"*/
/*"COMPFACT" -> "PATAB"*/
/*"COMPFACT" -> "FPATMAB"*/
/*"COMPFACT" -> "TYPE"*/
"COMPFACT" -> "COMPCAT"
/*"COMPFACT" -> "MONOGEN"*/
/*"COMPFACT" -> "FRAMALG"*/
/*"COMPFACT" -> "FINRALG"*/
/*"COMPFACT" -> "FINITE"*/
/*"COMPFACT" -> "FFIELDC"*/
/*"COMPFACT" -> "FPC"*/
/*"COMPFACT" -> "TRANFUN"*/
/*"COMPFACT" -> "TRIGCAT"*/
/*"COMPFACT" -> "ATRIG"*/
/*"COMPFACT" -> "HYPCAT"*/
/*"COMPFACT" -> "AHYP"*/
/*"COMPFACT" -> "ELEMFUN"*/
/*"COMPFACT" -> "RADCAT"*/
/*"COMPFACT" -> "INT"*/
/*"COMPFACT" -> "INS-"*/
/*"COMPFACT" -> "EUCDOM-"*/
/*"COMPFACT" -> "UFD-"*/
/*"COMPFACT" -> "GCDDOM-"*/
/*"COMPFACT" -> "SINT"*/
/*"COMPFACT" -> "NNI"*/
/*"COMPFACT" -> "OM"*/
/*"COMPFACT" -> "LIST"*/

"COMPLEX" [color="#88FF44",href="bookvol10.3.pdf#nameddest=COMPLEX"]
"COMPLEX" -> "COMPCAT"
/*"COMPLEX" -> "MONOGEN"*/
/*"COMPLEX" -> "FRAMALG"*/
/*"COMPLEX" -> "FINRALG"*/
/*"COMPLEX" -> "ALGEBRA"*/
/*"COMPLEX" -> "RING"*/
/*"COMPLEX" -> "RNG"*/
/*"COMPLEX" -> "ABELGRP"*/
/*"COMPLEX" -> "CABMON"*/
/*"COMPLEX" -> "ABELMON"*/
/*"COMPLEX" -> "ABELSG"*/
/*"COMPLEX" -> "SETCAT"*/
/*"COMPLEX" -> "BASTYPE"*/
/*"COMPLEX" -> "KOERCE"*/
/*"COMPLEX" -> "SGROUP"*/
/*"COMPLEX" -> "MONOID"*/
/*"COMPLEX" -> "LMODULE"*/
/*"COMPLEX" -> "MODULE"*/
/*"COMPLEX" -> "BMODULE"*/
/*"COMPLEX" -> "RMODULE"*/
/*"COMPLEX" -> "CHARZ"*/
/*"COMPLEX" -> "CHARNZ"*/
/*"COMPLEX" -> "COMRING"*/
/*"COMPLEX" -> "KONVERT"*/
/*"COMPLEX" -> "FRETRCT"*/
/*"COMPLEX" -> "RETRACT"*/
/*"COMPLEX" -> "FLINEXP"*/
/*"COMPLEX" -> "LINEXP"*/
/*"COMPLEX" -> "FINITE"*/
/*"COMPLEX" -> "FIELD"*/
/*"COMPLEX" -> "EUCDOM"*/
/*"COMPLEX" -> "PID"*/
/*"COMPLEX" -> "GCDDOM"*/
/*"COMPLEX" -> "INTDOM"*/
/*"COMPLEX" -> "ENTIRER"*/
/*"COMPLEX" -> "UFD"*/
/*"COMPLEX" -> "DIVRING"*/
/*"COMPLEX" -> "DIFEXT"*/
/*"COMPLEX" -> "DIFRING"*/
/*"COMPLEX" -> "PDRING"*/
/*"COMPLEX" -> "FFIELDC"*/
/*"COMPLEX" -> "FPC"*/
/*"COMPLEX" -> "STEP"*/
/*"COMPLEX" -> "FEVALAB"*/
/*"COMPLEX" -> "ELTAB"*/
/*"COMPLEX" -> "EVALAB"*/
/*"COMPLEX" -> "IEVALAB"*/
/*"COMPLEX" -> "FPATMAB"*/
/*"COMPLEX" -> "TYPE"*/
/*"COMPLEX" -> "PATMAB"*/
/*"COMPLEX" -> "PATAB"*/
/*"COMPLEX" -> "ORDSET"*/
/*"COMPLEX" -> "TRANFUN"*/
/*"COMPLEX" -> "TRIGCAT"*/
/*"COMPLEX" -> "ATRIG"*/
/*"COMPLEX" -> "HYPCAT"*/
/*"COMPLEX" -> "AHYP"*/
/*"COMPLEX" -> "ELEMFUN"*/
/*"COMPLEX" -> "RADCAT"*/
/*"COMPLEX" -> "PFECAT"*/
/*"COMPLEX" -> "OM"*/
/*"COMPLEX" -> "BOOLEAN"*/
/*"COMPLEX" -> "UPOLYC"*/
/*"COMPLEX" -> "POLYCAT"*/
/*"COMPLEX" -> "FAMR"*/
/*"COMPLEX" -> "AMR"*/
/*"COMPLEX" -> "INS"*/
/*"COMPLEX" -> "OINTDOM"*/
/*"COMPLEX" -> "ORDRING"*/
/*"COMPLEX" -> "OAGROUP"*/
/*"COMPLEX" -> "OCAMON"*/
/*"COMPLEX" -> "OAMON"*/
/*"COMPLEX" -> "OASGP"*/
/*"COMPLEX" -> "CFCAT"*/
/*"COMPLEX" -> "REAL"*/
/*"COMPLEX" -> "RNS"*/
/*"COMPLEX" -> "FPS"*/
/*"COMPLEX" -> "OAMONS"*/

"COMPLPAT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=COMPLPAT"]
/*"COMPLPAT" -> "SETCAT"*/
/*"COMPLPAT" -> "BASTYPE"*/
/*"COMPLPAT" -> "KOERCE"*/
/*"COMPLPAT" -> "KONVERT"*/
/*"COMPLPAT" -> "COMRING"*/
/*"COMPLPAT" -> "RING"*/
/*"COMPLPAT" -> "RNG"*/
/*"COMPLPAT" -> "ABELGRP"*/
/*"COMPLPAT" -> "CABMON"*/
/*"COMPLPAT" -> "ABELMON"*/
/*"COMPLPAT" -> "ABELSG"*/
/*"COMPLPAT" -> "SGROUP"*/
/*"COMPLPAT" -> "MONOID"*/
/*"COMPLPAT" -> "LMODULE"*/
/*"COMPLPAT" -> "BMODULE"*/
/*"COMPLPAT" -> "RMODULE"*/
"COMPLPAT" -> "COMPCAT"
/*"COMPLPAT" -> "MONOGEN"*/
/*"COMPLPAT" -> "FRAMALG"*/
/*"COMPLPAT" -> "FINRALG"*/
/*"COMPLPAT" -> "ALGEBRA"*/
/*"COMPLPAT" -> "MODULE"*/
/*"COMPLPAT" -> "CHARZ"*/
/*"COMPLPAT" -> "CHARNZ"*/
/*"COMPLPAT" -> "FRETRCT"*/
/*"COMPLPAT" -> "RETRACT"*/
/*"COMPLPAT" -> "FLINEXP"*/
/*"COMPLPAT" -> "LINEXP"*/
/*"COMPLPAT" -> "FINITE"*/
/*"COMPLPAT" -> "FIELD"*/
/*"COMPLPAT" -> "EUCDOM"*/
/*"COMPLPAT" -> "PID"*/
/*"COMPLPAT" -> "GCDDOM"*/
/*"COMPLPAT" -> "INTDOM"*/
/*"COMPLPAT" -> "ENTIRER"*/
/*"COMPLPAT" -> "UFD"*/
/*"COMPLPAT" -> "DIVRING"*/
/*"COMPLPAT" -> "DIFEXT"*/
/*"COMPLPAT" -> "DIFRING"*/
/*"COMPLPAT" -> "PDRING"*/
/*"COMPLPAT" -> "FFIELDC"*/
/*"COMPLPAT" -> "FPC"*/
/*"COMPLPAT" -> "STEP"*/
/*"COMPLPAT" -> "FEVALAB"*/
/*"COMPLPAT" -> "ELTAB"*/
/*"COMPLPAT" -> "EVALAB"*/
/*"COMPLPAT" -> "IEVALAB"*/
/*"COMPLPAT" -> "FPATMAB"*/
/*"COMPLPAT" -> "TYPE"*/
/*"COMPLPAT" -> "PATMAB"*/
/*"COMPLPAT" -> "PATAB"*/
/*"COMPLPAT" -> "ORDSET"*/
/*"COMPLPAT" -> "TRANFUN"*/
/*"COMPLPAT" -> "TRIGCAT"*/
/*"COMPLPAT" -> "ATRIG"*/
/*"COMPLPAT" -> "HYPCAT"*/
/*"COMPLPAT" -> "AHYP"*/
/*"COMPLPAT" -> "ELEMFUN"*/
/*"COMPLPAT" -> "RADCAT"*/
/*"COMPLPAT" -> "PFECAT"*/
/*"COMPLPAT" -> "SYMBOL"*/
/*"COMPLPAT" -> "INT"*/
/*"COMPLPAT" -> "REF"*/
/*"COMPLPAT" -> "ALIST"*/
/*"COMPLPAT" -> "LIST"*/
/*"COMPLPAT" -> "STRING"*/
/*"COMPLPAT" -> "CHAR"*/
/*"COMPLPAT" -> "SINT"*/
/*"COMPLPAT" -> "OUTFORM"*/
/*"COMPLPAT" -> "PRIMARR"*/
/*"COMPLPAT" -> "A1AGG-"*/
/*"COMPLPAT" -> "ISTRING"*/
/*"COMPLPAT" -> "SRAGG-"*/
/*"COMPLPAT" -> "FLAGG-"*/
/*"COMPLPAT" -> "LNAGG-"*/
/*"COMPLPAT" -> "BOOLEAN"*/

"CMPLXRT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CMPLXRT"]
/*"CMPLXRT" -> "UPOLYC"*/
/*"CMPLXRT" -> "POLYCAT"*/
/*"CMPLXRT" -> "PDRING"*/
/*"CMPLXRT" -> "RING"*/
/*"CMPLXRT" -> "RNG"*/
/*"CMPLXRT" -> "ABELGRP"*/
/*"CMPLXRT" -> "CABMON"*/
/*"CMPLXRT" -> "ABELMON"*/
/*"CMPLXRT" -> "ABELSG"*/
/*"CMPLXRT" -> "SETCAT"*/
/*"CMPLXRT" -> "BASTYPE"*/
/*"CMPLXRT" -> "KOERCE"*/
/*"CMPLXRT" -> "SGROUP"*/
/*"CMPLXRT" -> "MONOID"*/
/*"CMPLXRT" -> "LMODULE"*/
/*"CMPLXRT" -> "FAMR"*/
/*"CMPLXRT" -> "AMR"*/
/*"CMPLXRT" -> "BMODULE"*/
/*"CMPLXRT" -> "RMODULE"*/
/*"CMPLXRT" -> "COMRING"*/
/*"CMPLXRT" -> "ALGEBRA"*/
/*"CMPLXRT" -> "MODULE"*/
/*"CMPLXRT" -> "CHARZ"*/
/*"CMPLXRT" -> "CHARNZ"*/
/*"CMPLXRT" -> "INTDOM"*/
/*"CMPLXRT" -> "ENTIRER"*/
/*"CMPLXRT" -> "FRETRCT"*/
/*"CMPLXRT" -> "RETRACT"*/
/*"CMPLXRT" -> "EVALAB"*/
/*"CMPLXRT" -> "IEVALAB"*/
/*"CMPLXRT" -> "FLINEXP"*/
/*"CMPLXRT" -> "LINEXP"*/
/*"CMPLXRT" -> "ORDSET"*/
/*"CMPLXRT" -> "KONVERT"*/
/*"CMPLXRT" -> "PATMAB"*/
/*"CMPLXRT" -> "GCDDOM"*/
/*"CMPLXRT" -> "PFECAT"*/
/*"CMPLXRT" -> "UFD"*/
/*"CMPLXRT" -> "ELTAB"*/
/*"CMPLXRT" -> "DIFRING"*/
/*"CMPLXRT" -> "DIFEXT"*/
/*"CMPLXRT" -> "STEP"*/
/*"CMPLXRT" -> "EUCDOM"*/
/*"CMPLXRT" -> "PID"*/
/*"CMPLXRT" -> "FIELD"*/
/*"CMPLXRT" -> "DIVRING"*/
/*"CMPLXRT" -> "ORDRING"*/
/*"CMPLXRT" -> "OAGROUP"*/
/*"CMPLXRT" -> "OCAMON"*/
/*"CMPLXRT" -> "OAMON"*/
/*"CMPLXRT" -> "OASGP"*/
/*"CMPLXRT" -> "SYMBOL"*/
/*"CMPLXRT" -> "INT"*/
/*"CMPLXRT" -> "REF"*/
/*"CMPLXRT" -> "ALIST"*/
/*"CMPLXRT" -> "LIST"*/
/*"CMPLXRT" -> "STRING"*/
/*"CMPLXRT" -> "CHAR"*/
/*"CMPLXRT" -> "SINT"*/
/*"CMPLXRT" -> "OUTFORM"*/
/*"CMPLXRT" -> "PRIMARR"*/
/*"CMPLXRT" -> "A1AGG-"*/
/*"CMPLXRT" -> "ISTRING"*/
/*"CMPLXRT" -> "SRAGG-"*/
/*"CMPLXRT" -> "FLAGG-"*/
/*"CMPLXRT" -> "LNAGG-"*/
/*"CMPLXRT" -> "INS"*/
/*"CMPLXRT" -> "OINTDOM"*/
/*"CMPLXRT" -> "CFCAT"*/
/*"CMPLXRT" -> "REAL"*/
/*"CMPLXRT" -> "ILIST"*/
"CMPLXRT" -> "COMPCAT"
/*"CMPLXRT" -> "MONOGEN"*/
/*"CMPLXRT" -> "FRAMALG"*/
/*"CMPLXRT" -> "FINRALG"*/
/*"CMPLXRT" -> "FINITE"*/
/*"CMPLXRT" -> "FFIELDC"*/
/*"CMPLXRT" -> "FPC"*/
/*"CMPLXRT" -> "FEVALAB"*/
/*"CMPLXRT" -> "FPATMAB"*/
/*"CMPLXRT" -> "TYPE"*/
/*"CMPLXRT" -> "PATAB"*/
/*"CMPLXRT" -> "TRANFUN"*/
/*"CMPLXRT" -> "TRIGCAT"*/
/*"CMPLXRT" -> "ATRIG"*/
/*"CMPLXRT" -> "HYPCAT"*/
/*"CMPLXRT" -> "AHYP"*/
/*"CMPLXRT" -> "ELEMFUN"*/
/*"CMPLXRT" -> "RADCAT"*/
/*"CMPLXRT" -> "LSAGG-"*/
/*"CMPLXRT" -> "STAGG-"*/
/*"CMPLXRT" -> "ELAGG-"*/
/*"CMPLXRT" -> "URAGG-"*/

"CPMATCH" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CPMATCH"]
/*"CPMATCH" -> "SETCAT"*/
/*"CPMATCH" -> "BASTYPE"*/
/*"CPMATCH" -> "KOERCE"*/
/*"CPMATCH" -> "PATMAB"*/
/*"CPMATCH" -> "COMRING"*/
/*"CPMATCH" -> "RING"*/
/*"CPMATCH" -> "RNG"*/
/*"CPMATCH" -> "ABELGRP"*/
/*"CPMATCH" -> "CABMON"*/
/*"CPMATCH" -> "ABELMON"*/
/*"CPMATCH" -> "ABELSG"*/
/*"CPMATCH" -> "SGROUP"*/
/*"CPMATCH" -> "MONOID"*/
/*"CPMATCH" -> "LMODULE"*/
/*"CPMATCH" -> "BMODULE"*/
/*"CPMATCH" -> "RMODULE"*/
"CPMATCH" -> "COMPCAT"
/*"CPMATCH" -> "MONOGEN"*/
/*"CPMATCH" -> "FRAMALG"*/
/*"CPMATCH" -> "FINRALG"*/
/*"CPMATCH" -> "ALGEBRA"*/
/*"CPMATCH" -> "MODULE"*/
/*"CPMATCH" -> "CHARZ"*/
/*"CPMATCH" -> "CHARNZ"*/
/*"CPMATCH" -> "KONVERT"*/
/*"CPMATCH" -> "FRETRCT"*/
/*"CPMATCH" -> "RETRACT"*/
/*"CPMATCH" -> "FLINEXP"*/
/*"CPMATCH" -> "LINEXP"*/
/*"CPMATCH" -> "FINITE"*/
/*"CPMATCH" -> "FIELD"*/
/*"CPMATCH" -> "EUCDOM"*/
/*"CPMATCH" -> "PID"*/
/*"CPMATCH" -> "GCDDOM"*/
/*"CPMATCH" -> "INTDOM"*/
/*"CPMATCH" -> "ENTIRER"*/
/*"CPMATCH" -> "UFD"*/
/*"CPMATCH" -> "DIVRING"*/
/*"CPMATCH" -> "DIFEXT"*/
/*"CPMATCH" -> "DIFRING"*/
/*"CPMATCH" -> "PDRING"*/
/*"CPMATCH" -> "FFIELDC"*/
/*"CPMATCH" -> "FPC"*/
/*"CPMATCH" -> "STEP"*/
/*"CPMATCH" -> "FEVALAB"*/
/*"CPMATCH" -> "ELTAB"*/
/*"CPMATCH" -> "EVALAB"*/
/*"CPMATCH" -> "IEVALAB"*/
/*"CPMATCH" -> "FPATMAB"*/
/*"CPMATCH" -> "TYPE"*/
/*"CPMATCH" -> "PATAB"*/
/*"CPMATCH" -> "ORDSET"*/
/*"CPMATCH" -> "TRANFUN"*/
/*"CPMATCH" -> "TRIGCAT"*/
/*"CPMATCH" -> "ATRIG"*/
/*"CPMATCH" -> "HYPCAT"*/
/*"CPMATCH" -> "AHYP"*/
/*"CPMATCH" -> "ELEMFUN"*/
/*"CPMATCH" -> "RADCAT"*/
/*"CPMATCH" -> "PFECAT"*/
/*"CPMATCH" -> "SYMBOL"*/
/*"CPMATCH" -> "INT"*/
/*"CPMATCH" -> "REF"*/
/*"CPMATCH" -> "ALIST"*/
/*"CPMATCH" -> "LIST"*/
/*"CPMATCH" -> "STRING"*/
/*"CPMATCH" -> "CHAR"*/
/*"CPMATCH" -> "SINT"*/
/*"CPMATCH" -> "OUTFORM"*/
/*"CPMATCH" -> "PRIMARR"*/
/*"CPMATCH" -> "A1AGG-"*/
/*"CPMATCH" -> "ISTRING"*/
/*"CPMATCH" -> "SRAGG-"*/
/*"CPMATCH" -> "FLAGG-"*/
/*"CPMATCH" -> "LNAGG-"*/
/*"CPMATCH" -> "NNI"*/
/*"CPMATCH" -> "POLYCAT"*/
/*"CPMATCH" -> "FAMR"*/
/*"CPMATCH" -> "AMR"*/

"CRFP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CRFP"]
/*"CRFP" -> "FIELD"*/
/*"CRFP" -> "EUCDOM"*/
/*"CRFP" -> "PID"*/
/*"CRFP" -> "GCDDOM"*/
/*"CRFP" -> "INTDOM"*/
/*"CRFP" -> "COMRING"*/
/*"CRFP" -> "RING"*/
/*"CRFP" -> "RNG"*/
/*"CRFP" -> "ABELGRP"*/
/*"CRFP" -> "CABMON"*/
/*"CRFP" -> "ABELMON"*/
/*"CRFP" -> "ABELSG"*/
/*"CRFP" -> "SETCAT"*/
/*"CRFP" -> "BASTYPE"*/
/*"CRFP" -> "KOERCE"*/
/*"CRFP" -> "SGROUP"*/
/*"CRFP" -> "MONOID"*/
/*"CRFP" -> "LMODULE"*/
/*"CRFP" -> "BMODULE"*/
/*"CRFP" -> "RMODULE"*/
/*"CRFP" -> "ALGEBRA"*/
/*"CRFP" -> "MODULE"*/
/*"CRFP" -> "ENTIRER"*/
/*"CRFP" -> "UFD"*/
/*"CRFP" -> "DIVRING"*/
/*"CRFP" -> "ORDRING"*/
/*"CRFP" -> "OAGROUP"*/
/*"CRFP" -> "OCAMON"*/
/*"CRFP" -> "OAMON"*/
/*"CRFP" -> "OASGP"*/
/*"CRFP" -> "ORDSET"*/
/*"CRFP" -> "UPOLYC"*/
/*"CRFP" -> "POLYCAT"*/
/*"CRFP" -> "PDRING"*/
/*"CRFP" -> "FAMR"*/
/*"CRFP" -> "AMR"*/
/*"CRFP" -> "CHARZ"*/
/*"CRFP" -> "CHARNZ"*/
/*"CRFP" -> "FRETRCT"*/
/*"CRFP" -> "RETRACT"*/
/*"CRFP" -> "EVALAB"*/
/*"CRFP" -> "IEVALAB"*/
/*"CRFP" -> "FLINEXP"*/
/*"CRFP" -> "LINEXP"*/
/*"CRFP" -> "KONVERT"*/
/*"CRFP" -> "PATMAB"*/
/*"CRFP" -> "PFECAT"*/
/*"CRFP" -> "ELTAB"*/
/*"CRFP" -> "DIFRING"*/
/*"CRFP" -> "DIFEXT"*/
/*"CRFP" -> "STEP"*/
"CRFP" -> "COMPCAT"
/*"CRFP" -> "MONOGEN"*/
/*"CRFP" -> "FRAMALG"*/
/*"CRFP" -> "FINRALG"*/
/*"CRFP" -> "FINITE"*/
/*"CRFP" -> "FFIELDC"*/
/*"CRFP" -> "FPC"*/
/*"CRFP" -> "FEVALAB"*/
/*"CRFP" -> "FPATMAB"*/
/*"CRFP" -> "TYPE"*/
/*"CRFP" -> "PATAB"*/
/*"CRFP" -> "TRANFUN"*/
/*"CRFP" -> "TRIGCAT"*/
/*"CRFP" -> "ATRIG"*/
/*"CRFP" -> "HYPCAT"*/
/*"CRFP" -> "AHYP"*/
/*"CRFP" -> "ELEMFUN"*/
/*"CRFP" -> "RADCAT"*/
/*"CRFP" -> "INT"*/
/*"CRFP" -> "NNI"*/
/*"CRFP" -> "QFCAT"*/
/*"CRFP" -> "OINTDOM"*/
/*"CRFP" -> "REAL"*/
/*"CRFP" -> "PI"*/
/*"CRFP" -> "OM"*/
/*"CRFP" -> "BOOLEAN"*/
/*"CRFP" -> "LSAGG"*/
/*"CRFP" -> "STAGG"*/
/*"CRFP" -> "URAGG"*/
/*"CRFP" -> "RCAGG"*/
/*"CRFP" -> "HOAGG"*/
/*"CRFP" -> "AGG"*/
/*"CRFP" -> "LNAGG"*/
/*"CRFP" -> "IXAGG"*/
/*"CRFP" -> "ELTAGG"*/
/*"CRFP" -> "CLAGG"*/
/*"CRFP" -> "FLAGG"*/
/*"CRFP" -> "ELAGG"*/
/*"CRFP" -> "LIST"*/
/*"CRFP" -> "ILIST"*/
/*"CRFP" -> "LSAGG-"*/
/*"CRFP" -> "SINT"*/
/*"CRFP" -> "INS"*/
/*"CRFP" -> "CFCAT"*/
/*"CRFP" -> "STAGG-"*/
/*"CRFP" -> "ELAGG-"*/
/*"CRFP" -> "FLAGG-"*/
/*"CRFP" -> "URAGG-"*/
/*"CRFP" -> "LNAGG-"*/
/*"CRFP" -> "MONOID-"*/
/*"CRFP" -> "ABELMON-"*/
/*"CRFP" -> "RNS"*/

"CTRIGMNP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=CTRIGMNP"]
/*"CTRIGMNP" -> "INTDOM"*/
/*"CTRIGMNP" -> "COMRING"*/
/*"CTRIGMNP" -> "RING"*/
/*"CTRIGMNP" -> "RNG"*/
/*"CTRIGMNP" -> "ABELGRP"*/
/*"CTRIGMNP" -> "CABMON"*/
/*"CTRIGMNP" -> "ABELMON"*/
/*"CTRIGMNP" -> "ABELSG"*/
/*"CTRIGMNP" -> "SETCAT"*/
/*"CTRIGMNP" -> "BASTYPE"*/
/*"CTRIGMNP" -> "KOERCE"*/
/*"CTRIGMNP" -> "SGROUP"*/
/*"CTRIGMNP" -> "MONOID"*/
/*"CTRIGMNP" -> "LMODULE"*/
/*"CTRIGMNP" -> "BMODULE"*/
/*"CTRIGMNP" -> "RMODULE"*/
/*"CTRIGMNP" -> "ALGEBRA"*/
/*"CTRIGMNP" -> "MODULE"*/
/*"CTRIGMNP" -> "ENTIRER"*/
/*"CTRIGMNP" -> "ORDSET"*/
/*"CTRIGMNP" -> "RETRACT"*/
"CTRIGMNP" -> "ACF"
/*"CTRIGMNP" -> "FIELD"*/
/*"CTRIGMNP" -> "EUCDOM"*/
/*"CTRIGMNP" -> "PID"*/
/*"CTRIGMNP" -> "GCDDOM"*/
/*"CTRIGMNP" -> "UFD"*/
/*"CTRIGMNP" -> "DIVRING"*/
/*"CTRIGMNP" -> "RADCAT"*/
/*"CTRIGMNP" -> "TRANFUN"*/
/*"CTRIGMNP" -> "TRIGCAT"*/
/*"CTRIGMNP" -> "ATRIG"*/
/*"CTRIGMNP" -> "HYPCAT"*/
/*"CTRIGMNP" -> "AHYP"*/
/*"CTRIGMNP" -> "ELEMFUN"*/
"CTRIGMNP" -> "FS"
/*"CTRIGMNP" -> "ES"*/
/*"CTRIGMNP" -> "IEVALAB"*/
/*"CTRIGMNP" -> "EVALAB"*/
/*"CTRIGMNP" -> "PATAB"*/
/*"CTRIGMNP" -> "KONVERT"*/
/*"CTRIGMNP" -> "FPATMAB"*/
/*"CTRIGMNP" -> "TYPE"*/
/*"CTRIGMNP" -> "PATMAB"*/
/*"CTRIGMNP" -> "FRETRCT"*/
/*"CTRIGMNP" -> "GROUP"*/
/*"CTRIGMNP" -> "PDRING"*/
/*"CTRIGMNP" -> "FLINEXP"*/
/*"CTRIGMNP" -> "LINEXP"*/
/*"CTRIGMNP" -> "CHARZ"*/
/*"CTRIGMNP" -> "CHARNZ"*/
/*"CTRIGMNP" -> "LSAGG"*/
/*"CTRIGMNP" -> "STAGG"*/
/*"CTRIGMNP" -> "URAGG"*/
/*"CTRIGMNP" -> "RCAGG"*/
/*"CTRIGMNP" -> "HOAGG"*/
/*"CTRIGMNP" -> "AGG"*/
/*"CTRIGMNP" -> "LNAGG"*/
/*"CTRIGMNP" -> "IXAGG"*/
/*"CTRIGMNP" -> "ELTAGG"*/
/*"CTRIGMNP" -> "ELTAB"*/
/*"CTRIGMNP" -> "CLAGG"*/
/*"CTRIGMNP" -> "FLAGG"*/
/*"CTRIGMNP" -> "ELAGG"*/
/*"CTRIGMNP" -> "OM"*/
/*"CTRIGMNP" -> "INT"*/
/*"CTRIGMNP" -> "LIST"*/
/*"CTRIGMNP" -> "ILIST"*/
/*"CTRIGMNP" -> "LSAGG-"*/
/*"CTRIGMNP" -> "STAGG-"*/
/*"CTRIGMNP" -> "ELAGG-"*/
/*"CTRIGMNP" -> "FLAGG-"*/
/*"CTRIGMNP" -> "URAGG-"*/
/*"CTRIGMNP" -> "LNAGG-"*/
/*"CTRIGMNP" -> "RCAGG-"*/
/*"CTRIGMNP" -> "IXAGG-"*/
/*"CTRIGMNP" -> "CLAGG-"*/
"CTRIGMNP" -> "COMPCAT"
/*"CTRIGMNP" -> "MONOGEN"*/
/*"CTRIGMNP" -> "FRAMALG"*/
/*"CTRIGMNP" -> "FINRALG"*/
/*"CTRIGMNP" -> "FINITE"*/
/*"CTRIGMNP" -> "DIFEXT"*/
/*"CTRIGMNP" -> "DIFRING"*/
/*"CTRIGMNP" -> "FFIELDC"*/
/*"CTRIGMNP" -> "FPC"*/
/*"CTRIGMNP" -> "STEP"*/
/*"CTRIGMNP" -> "FEVALAB"*/
/*"CTRIGMNP" -> "PFECAT"*/
/*"CTRIGMNP" -> "CACHSET"*/
/*"CTRIGMNP" -> "BOOLEAN"*/
/*"CTRIGMNP" -> "SYMBOL"*/
/*"CTRIGMNP" -> "REF"*/
/*"CTRIGMNP" -> "ALIST"*/
/*"CTRIGMNP" -> "STRING"*/
/*"CTRIGMNP" -> "CHAR"*/
/*"CTRIGMNP" -> "SINT"*/
/*"CTRIGMNP" -> "OUTFORM"*/
/*"CTRIGMNP" -> "PRIMARR"*/
/*"CTRIGMNP" -> "A1AGG-"*/
/*"CTRIGMNP" -> "ISTRING"*/
/*"CTRIGMNP" -> "SRAGG-"*/

"D01WGTS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=D01WGTS"]
/*"D01WGTS" -> "FPS"*/
/*"D01WGTS" -> "RNS"*/
/*"D01WGTS" -> "FIELD"*/
/*"D01WGTS" -> "EUCDOM"*/
/*"D01WGTS" -> "PID"*/
/*"D01WGTS" -> "GCDDOM"*/
/*"D01WGTS" -> "INTDOM"*/
/*"D01WGTS" -> "COMRING"*/
/*"D01WGTS" -> "RING"*/
/*"D01WGTS" -> "RNG"*/
/*"D01WGTS" -> "ABELGRP"*/
/*"D01WGTS" -> "CABMON"*/
/*"D01WGTS" -> "ABELMON"*/
/*"D01WGTS" -> "ABELSG"*/
/*"D01WGTS" -> "SETCAT"*/
/*"D01WGTS" -> "BASTYPE"*/
/*"D01WGTS" -> "KOERCE"*/
/*"D01WGTS" -> "SGROUP"*/
/*"D01WGTS" -> "MONOID"*/
/*"D01WGTS" -> "LMODULE"*/
/*"D01WGTS" -> "BMODULE"*/
/*"D01WGTS" -> "RMODULE"*/
/*"D01WGTS" -> "ALGEBRA"*/
/*"D01WGTS" -> "MODULE"*/
/*"D01WGTS" -> "ENTIRER"*/
/*"D01WGTS" -> "UFD"*/
/*"D01WGTS" -> "DIVRING"*/
/*"D01WGTS" -> "ORDRING"*/
/*"D01WGTS" -> "OAGROUP"*/
/*"D01WGTS" -> "OCAMON"*/
/*"D01WGTS" -> "OAMON"*/
/*"D01WGTS" -> "OASGP"*/
/*"D01WGTS" -> "ORDSET"*/
/*"D01WGTS" -> "REAL"*/
/*"D01WGTS" -> "KONVERT"*/
/*"D01WGTS" -> "RETRACT"*/
/*"D01WGTS" -> "RADCAT"*/
/*"D01WGTS" -> "PATMAB"*/
/*"D01WGTS" -> "CHARZ"*/
"D01WGTS" -> "FS"
/*"D01WGTS" -> "ES"*/
/*"D01WGTS" -> "IEVALAB"*/
/*"D01WGTS" -> "EVALAB"*/
/*"D01WGTS" -> "PATAB"*/
/*"D01WGTS" -> "FPATMAB"*/
/*"D01WGTS" -> "TYPE"*/
/*"D01WGTS" -> "FRETRCT"*/
/*"D01WGTS" -> "GROUP"*/
/*"D01WGTS" -> "PDRING"*/
/*"D01WGTS" -> "FLINEXP"*/
/*"D01WGTS" -> "LINEXP"*/
/*"D01WGTS" -> "CHARNZ"*/
/*"D01WGTS" -> "SYMBOL"*/
/*"D01WGTS" -> "INT"*/
/*"D01WGTS" -> "REF"*/
/*"D01WGTS" -> "ALIST"*/
/*"D01WGTS" -> "LIST"*/
/*"D01WGTS" -> "STRING"*/
/*"D01WGTS" -> "CHAR"*/
/*"D01WGTS" -> "SINT"*/
/*"D01WGTS" -> "OUTFORM"*/
/*"D01WGTS" -> "PRIMARR"*/
/*"D01WGTS" -> "A1AGG-"*/
/*"D01WGTS" -> "ISTRING"*/
/*"D01WGTS" -> "SRAGG-"*/
/*"D01WGTS" -> "FLAGG-"*/
/*"D01WGTS" -> "LNAGG-"*/
/*"D01WGTS" -> "LSAGG"*/
/*"D01WGTS" -> "STAGG"*/
/*"D01WGTS" -> "URAGG"*/
/*"D01WGTS" -> "RCAGG"*/
/*"D01WGTS" -> "HOAGG"*/
/*"D01WGTS" -> "AGG"*/
/*"D01WGTS" -> "LNAGG"*/
/*"D01WGTS" -> "IXAGG"*/
/*"D01WGTS" -> "ELTAGG"*/
/*"D01WGTS" -> "ELTAB"*/
/*"D01WGTS" -> "CLAGG"*/
/*"D01WGTS" -> "FLAGG"*/
/*"D01WGTS" -> "ELAGG"*/
/*"D01WGTS" -> "OM"*/
/*"D01WGTS" -> "ILIST"*/
/*"D01WGTS" -> "NNI"*/
/*"D01WGTS" -> "LSAGG-"*/
/*"D01WGTS" -> "STAGG-"*/
/*"D01WGTS" -> "BOOLEAN"*/
/*"D01WGTS" -> "DIFRING"*/
/*"D01WGTS" -> "TRANFUN"*/
/*"D01WGTS" -> "TRIGCAT"*/
/*"D01WGTS" -> "ATRIG"*/
/*"D01WGTS" -> "HYPCAT"*/
/*"D01WGTS" -> "AHYP"*/
/*"D01WGTS" -> "ELEMFUN"*/
/*"D01WGTS" -> "SPFCAT"*/
/*"D01WGTS" -> "ELAGG-"*/
/*"D01WGTS" -> "URAGG-"*/
/*"D01WGTS" -> "RCAGG-"*/
/*"D01WGTS" -> "IXAGG-"*/
/*"D01WGTS" -> "CLAGG-"*/
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/*"DFSFUN" -> "MODULE"*/
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/*"DFSFUN" -> "ORDRING"*/
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/*"DFSFUN" -> "OCAMON"*/
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/*"DFSFUN" -> "OASGP"*/
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/*"DFSFUN" -> "PATMAB"*/
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/*"DFSFUN" -> "DFLOAT"*/
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/*"DFSFUN" -> "RNS-"*/
/*"DFSFUN" -> "FIELD-"*/
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/*"DFSFUN" -> "MODULE-"*/
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/*"DFSFUN" -> "ABELGRP-"*/
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/*"DFSFUN" -> "DIFRING"*/
/*"DFSFUN" -> "LINEXP"*/
/*"DFSFUN" -> "CFCAT"*/
/*"DFSFUN" -> "STEP"*/
/*"DFSFUN" -> "OM"*/
/*"DFSFUN" -> "TRANFUN"*/
/*"DFSFUN" -> "TRIGCAT"*/
/*"DFSFUN" -> "ATRIG"*/
/*"DFSFUN" -> "HYPCAT"*/
/*"DFSFUN" -> "AHYP"*/
/*"DFSFUN" -> "ELEMFUN"*/
/*"DFSFUN" -> "SPFCAT"*/
"DFSFUN" -> "COMPCAT"
/*"DFSFUN" -> "MONOGEN"*/
/*"DFSFUN" -> "FRAMALG"*/
/*"DFSFUN" -> "FINRALG"*/
/*"DFSFUN" -> "CHARNZ"*/
/*"DFSFUN" -> "FRETRCT"*/
/*"DFSFUN" -> "FLINEXP"*/
/*"DFSFUN" -> "FINITE"*/
/*"DFSFUN" -> "DIFEXT"*/
/*"DFSFUN" -> "PDRING"*/
/*"DFSFUN" -> "FFIELDC"*/
/*"DFSFUN" -> "FPC"*/
/*"DFSFUN" -> "FEVALAB"*/
/*"DFSFUN" -> "ELTAB"*/
/*"DFSFUN" -> "EVALAB"*/
/*"DFSFUN" -> "IEVALAB"*/
/*"DFSFUN" -> "FPATMAB"*/
/*"DFSFUN" -> "TYPE"*/
/*"DFSFUN" -> "PATAB"*/
/*"DFSFUN" -> "PFECAT"*/
/*"DFSFUN" -> "FRAC"*/

"DRAWCURV" [color="#FF4488",href="bookvol10.4.pdf#nameddest=DRAWCURV"]
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/*"DRAWCURV" -> "RETRACT"*/
"DRAWCURV" -> "FS"
/*"DRAWCURV" -> "ES"*/
/*"DRAWCURV" -> "IEVALAB"*/
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/*"DRAWCURV" -> "PDRING"*/
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/*"DRAWCURV" -> "PID"*/
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/*"DRAWCURV" -> "UFD"*/
/*"DRAWCURV" -> "DIVRING"*/
/*"DRAWCURV" -> "POLYCAT"*/
/*"DRAWCURV" -> "FAMR"*/
/*"DRAWCURV" -> "AMR"*/
/*"DRAWCURV" -> "PFECAT"*/
/*"DRAWCURV" -> "INS"*/
/*"DRAWCURV" -> "OINTDOM"*/
/*"DRAWCURV" -> "ORDRING"*/
/*"DRAWCURV" -> "OAGROUP"*/
/*"DRAWCURV" -> "OCAMON"*/
/*"DRAWCURV" -> "OAMON"*/
/*"DRAWCURV" -> "OASGP"*/
/*"DRAWCURV" -> "DIFRING"*/
/*"DRAWCURV" -> "CFCAT"*/
/*"DRAWCURV" -> "REAL"*/
/*"DRAWCURV" -> "STEP"*/
/*"DRAWCURV" -> "SYMBOL"*/
/*"DRAWCURV" -> "INT"*/
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/*"DRAWCURV" -> "STRING"*/
/*"DRAWCURV" -> "CHAR"*/
/*"DRAWCURV" -> "SINT"*/
/*"DRAWCURV" -> "OUTFORM"*/
/*"DRAWCURV" -> "PRIMARR"*/
/*"DRAWCURV" -> "A1AGG-"*/
/*"DRAWCURV" -> "ISTRING"*/
/*"DRAWCURV" -> "SRAGG-"*/
/*"DRAWCURV" -> "FLAGG-"*/
/*"DRAWCURV" -> "LNAGG-"*/
/*"DRAWCURV" -> "ILIST"*/
/*"DRAWCURV" -> "LSAGG-"*/
/*"DRAWCURV" -> "STAGG-"*/
/*"DRAWCURV" -> "ELAGG-"*/
/*"DRAWCURV" -> "URAGG-"*/
/*"DRAWCURV" -> "OM"*/
/*"DRAWCURV" -> "FPS"*/
/*"DRAWCURV" -> "RNS"*/
/*"DRAWCURV" -> "RADCAT"*/

"D01TRNS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=D01TRNS"]
/*"D01TRNS" -> "NUMINT"*/
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/*"D01TRNS" -> "BASTYPE"*/
/*"D01TRNS" -> "KOERCE"*/
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/*"D01TRNS" -> "ISTRING"*/
/*"D01TRNS" -> "SRAGG-"*/
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/*"D01TRNS" -> "REF"*/
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/*"D01TRNS" -> "UFD"*/
/*"D01TRNS" -> "GCDDOM"*/
/*"D01TRNS" -> "INTDOM"*/
/*"D01TRNS" -> "COMRING"*/
/*"D01TRNS" -> "RING"*/
/*"D01TRNS" -> "RNG"*/
/*"D01TRNS" -> "ABELGRP"*/
/*"D01TRNS" -> "CABMON"*/
/*"D01TRNS" -> "ABELMON"*/
/*"D01TRNS" -> "ABELSG"*/
/*"D01TRNS" -> "SGROUP"*/
/*"D01TRNS" -> "MONOID"*/
/*"D01TRNS" -> "LMODULE"*/
/*"D01TRNS" -> "BMODULE"*/
/*"D01TRNS" -> "RMODULE"*/
/*"D01TRNS" -> "ALGEBRA"*/
/*"D01TRNS" -> "MODULE"*/
/*"D01TRNS" -> "ENTIRER"*/
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/*"D01TRNS" -> "PID"*/
/*"D01TRNS" -> "OINTDOM"*/
/*"D01TRNS" -> "ORDRING"*/
/*"D01TRNS" -> "OAGROUP"*/
/*"D01TRNS" -> "OCAMON"*/
/*"D01TRNS" -> "OAMON"*/
/*"D01TRNS" -> "OASGP"*/
/*"D01TRNS" -> "ORDSET"*/
/*"D01TRNS" -> "DIFRING"*/
/*"D01TRNS" -> "KONVERT"*/
/*"D01TRNS" -> "RETRACT"*/
/*"D01TRNS" -> "LINEXP"*/
/*"D01TRNS" -> "PATMAB"*/
/*"D01TRNS" -> "CFCAT"*/
/*"D01TRNS" -> "REAL"*/
/*"D01TRNS" -> "CHARZ"*/
/*"D01TRNS" -> "STEP"*/
/*"D01TRNS" -> "QFCAT"*/
/*"D01TRNS" -> "FIELD"*/
/*"D01TRNS" -> "DIVRING"*/
/*"D01TRNS" -> "FEVALAB"*/
/*"D01TRNS" -> "ELTAB"*/
/*"D01TRNS" -> "EVALAB"*/
/*"D01TRNS" -> "IEVALAB"*/
/*"D01TRNS" -> "DIFEXT"*/
/*"D01TRNS" -> "PDRING"*/
/*"D01TRNS" -> "FLINEXP"*/
/*"D01TRNS" -> "PATAB"*/
/*"D01TRNS" -> "FPATMAB"*/
/*"D01TRNS" -> "TYPE"*/
/*"D01TRNS" -> "CHARNZ"*/
/*"D01TRNS" -> "PFECAT"*/
/*"D01TRNS" -> "OM"*/
/*"D01TRNS" -> "FPS"*/
/*"D01TRNS" -> "RNS"*/
/*"D01TRNS" -> "RADCAT"*/
"D01TRNS" -> "FS" 
/*"D01TRNS" -> "ES"*/
/*"D01TRNS" -> "FRETRCT"*/
/*"D01TRNS" -> "GROUP"*/
/*"D01TRNS" -> "TRANFUN"*/
/*"D01TRNS" -> "TRIGCAT"*/
/*"D01TRNS" -> "ATRIG"*/
/*"D01TRNS" -> "HYPCAT"*/
/*"D01TRNS" -> "AHYP"*/
/*"D01TRNS" -> "ELEMFUN"*/
/*"D01TRNS" -> "SPFCAT"*/
/*"D01TRNS" -> "DFLOAT"*/
/*"D01TRNS" -> "PI"*/
/*"D01TRNS" -> "NNI"*/
/*"D01TRNS" -> "BOOLEAN"*/
/*"D01TRNS" -> "ILIST"*/

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/*"E04NAFA" -> "SETCAT"*/
/*"E04NAFA" -> "BASTYPE"*/
/*"E04NAFA" -> "KOERCE"*/
/*"E04NAFA" -> "FPS"*/
/*"E04NAFA" -> "RNS"*/
/*"E04NAFA" -> "FIELD"*/
/*"E04NAFA" -> "EUCDOM"*/
/*"E04NAFA" -> "PID"*/
/*"E04NAFA" -> "GCDDOM"*/
/*"E04NAFA" -> "INTDOM"*/
/*"E04NAFA" -> "COMRING"*/
/*"E04NAFA" -> "RING"*/
/*"E04NAFA" -> "RNG"*/
/*"E04NAFA" -> "ABELGRP"*/
/*"E04NAFA" -> "CABMON"*/
/*"E04NAFA" -> "ABELMON"*/
/*"E04NAFA" -> "ABELSG"*/
/*"E04NAFA" -> "SGROUP"*/
/*"E04NAFA" -> "MONOID"*/
/*"E04NAFA" -> "LMODULE"*/
/*"E04NAFA" -> "BMODULE"*/
/*"E04NAFA" -> "RMODULE"*/
/*"E04NAFA" -> "ALGEBRA"*/
/*"E04NAFA" -> "MODULE"*/
/*"E04NAFA" -> "ENTIRER"*/
/*"E04NAFA" -> "UFD"*/
/*"E04NAFA" -> "DIVRING"*/
/*"E04NAFA" -> "ORDRING"*/
/*"E04NAFA" -> "OAGROUP"*/
/*"E04NAFA" -> "OCAMON"*/
/*"E04NAFA" -> "OAMON"*/
/*"E04NAFA" -> "OASGP"*/
/*"E04NAFA" -> "ORDSET"*/
/*"E04NAFA" -> "REAL"*/
/*"E04NAFA" -> "KONVERT"*/
/*"E04NAFA" -> "RETRACT"*/
/*"E04NAFA" -> "RADCAT"*/
/*"E04NAFA" -> "PATMAB"*/
/*"E04NAFA" -> "CHARZ"*/
/*"E04NAFA" -> "STRING"*/
/*"E04NAFA" -> "CHAR"*/
/*"E04NAFA" -> "SINT"*/
/*"E04NAFA" -> "OUTFORM"*/
/*"E04NAFA" -> "LIST"*/
/*"E04NAFA" -> "INT"*/
/*"E04NAFA" -> "PRIMARR"*/
/*"E04NAFA" -> "A1AGG-"*/
/*"E04NAFA" -> "ISTRING"*/
/*"E04NAFA" -> "STRICAT"*/
/*"E04NAFA" -> "SRAGG"*/
/*"E04NAFA" -> "A1AGG"*/
/*"E04NAFA" -> "FLAGG"*/
/*"E04NAFA" -> "LNAGG"*/
/*"E04NAFA" -> "IXAGG"*/
/*"E04NAFA" -> "HOAGG"*/
/*"E04NAFA" -> "AGG"*/
/*"E04NAFA" -> "TYPE"*/
/*"E04NAFA" -> "EVALAB"*/
/*"E04NAFA" -> "IEVALAB"*/
/*"E04NAFA" -> "ELTAGG"*/
/*"E04NAFA" -> "ELTAB"*/
/*"E04NAFA" -> "CLAGG"*/
/*"E04NAFA" -> "OM"*/
/*"E04NAFA" -> "NNI"*/
/*"E04NAFA" -> "DIFRING"*/
/*"E04NAFA" -> "TRANFUN"*/
/*"E04NAFA" -> "TRIGCAT"*/
/*"E04NAFA" -> "ATRIG"*/
/*"E04NAFA" -> "HYPCAT"*/
/*"E04NAFA" -> "AHYP"*/
/*"E04NAFA" -> "ELEMFUN"*/
/*"E04NAFA" -> "SPFCAT"*/
/*"E04NAFA" -> "ILIST"*/
/*"E04NAFA" -> "LSAGG-"*/
/*"E04NAFA" -> "STAGG-"*/
/*"E04NAFA" -> "LSAGG"*/
/*"E04NAFA" -> "STAGG"*/
/*"E04NAFA" -> "URAGG"*/
/*"E04NAFA" -> "RCAGG"*/
/*"E04NAFA" -> "ELAGG"*/
/*"E04NAFA" -> "ELAGG-"*/
/*"E04NAFA" -> "FLAGG-"*/
/*"E04NAFA" -> "DFLOAT"*/
/*"E04NAFA" -> "PI"*/
/*"E04NAFA" -> "POLYCAT"*/
/*"E04NAFA" -> "PDRING"*/
/*"E04NAFA" -> "FAMR"*/
/*"E04NAFA" -> "AMR"*/
/*"E04NAFA" -> "CHARNZ"*/
/*"E04NAFA" -> "FRETRCT"*/
/*"E04NAFA" -> "FLINEXP"*/
/*"E04NAFA" -> "LINEXP"*/
/*"E04NAFA" -> "PFECAT"*/
/*"E04NAFA" -> "VECTCAT"*/
"E04NAFA" -> "FS"
/*"E04NAFA" -> "ES"*/
/*"E04NAFA" -> "PATAB"*/
/*"E04NAFA" -> "FPATMAB"*/
/*"E04NAFA" -> "GROUP"*/
/*"E04NAFA" -> "INS-"*/
/*"E04NAFA" -> "INS"*/
/*"E04NAFA" -> "OINTDOM"*/
/*"E04NAFA" -> "CFCAT"*/
/*"E04NAFA" -> "STEP"*/
/*"E04NAFA" -> "MONOID-"*/
/*"E04NAFA" -> "ABELMON-"*/
/*"E04NAFA" -> "BOOLEAN"*/

"EF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EF"]
/*"EF" -> "ORDSET"*/
/*"EF" -> "SETCAT"*/
/*"EF" -> "BASTYPE"*/
/*"EF" -> "KOERCE"*/
/*"EF" -> "INTDOM"*/
/*"EF" -> "COMRING"*/
/*"EF" -> "RING"*/
/*"EF" -> "RNG"*/
/*"EF" -> "ABELGRP"*/
/*"EF" -> "CABMON"*/
/*"EF" -> "ABELMON"*/
/*"EF" -> "ABELSG"*/
/*"EF" -> "SGROUP"*/
/*"EF" -> "MONOID"*/
/*"EF" -> "LMODULE"*/
/*"EF" -> "BMODULE"*/
/*"EF" -> "RMODULE"*/
/*"EF" -> "ALGEBRA"*/
/*"EF" -> "MODULE"*/
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"EF" -> "FS"
/*"EF" -> "ES"*/
/*"EF" -> "RETRACT"*/
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/*"EF" -> "TYPE"*/
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/*"EF" -> "GROUP"*/
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/*"EF" -> "FIELD"*/
/*"EF" -> "EUCDOM"*/
/*"EF" -> "PID"*/
/*"EF" -> "GCDDOM"*/
/*"EF" -> "UFD"*/
/*"EF" -> "DIVRING"*/
/*"EF" -> "RADCAT"*/
/*"EF" -> "SYMBOL"*/
/*"EF" -> "INT"*/
/*"EF" -> "REF"*/
/*"EF" -> "ALIST"*/
/*"EF" -> "LIST"*/
/*"EF" -> "STRING"*/
/*"EF" -> "CHAR"*/
/*"EF" -> "SINT"*/
/*"EF" -> "OUTFORM"*/
/*"EF" -> "PRIMARR"*/
/*"EF" -> "A1AGG-"*/
/*"EF" -> "ISTRING"*/
/*"EF" -> "SRAGG-"*/
/*"EF" -> "FLAGG-"*/
/*"EF" -> "LNAGG-"*/
/*"EF" -> "TRANFUN"*/
/*"EF" -> "TRIGCAT"*/
/*"EF" -> "ATRIG"*/
/*"EF" -> "HYPCAT"*/
/*"EF" -> "AHYP"*/
/*"EF" -> "ELEMFUN"*/
/*"EF" -> "ILIST"*/
/*"EF" -> "INS"*/
/*"EF" -> "OINTDOM"*/
/*"EF" -> "ORDRING"*/
/*"EF" -> "OAGROUP"*/
/*"EF" -> "OCAMON"*/
/*"EF" -> "OAMON"*/
/*"EF" -> "OASGP"*/
/*"EF" -> "DIFRING"*/
/*"EF" -> "CFCAT"*/
/*"EF" -> "REAL"*/
/*"EF" -> "STEP"*/
/*"EF" -> "OM"*/
/*"EF" -> "INS-"*/
/*"EF" -> "LSAGG-"*/
/*"EF" -> "STAGG-"*/
/*"EF" -> "PI"*/
/*"EF" -> "NNI"*/
/*"EF" -> "BOOLEAN"*/
/*"EF" -> "CACHSET"*/

"EFSTRUC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EFSTRUC"]
/*"EFSTRUC" -> "INTDOM"*/
/*"EFSTRUC" -> "COMRING"*/
/*"EFSTRUC" -> "RING"*/
/*"EFSTRUC" -> "RNG"*/
/*"EFSTRUC" -> "ABELGRP"*/
/*"EFSTRUC" -> "CABMON"*/
/*"EFSTRUC" -> "ABELMON"*/
/*"EFSTRUC" -> "ABELSG"*/
/*"EFSTRUC" -> "SETCAT"*/
/*"EFSTRUC" -> "BASTYPE"*/
/*"EFSTRUC" -> "KOERCE"*/
/*"EFSTRUC" -> "SGROUP"*/
/*"EFSTRUC" -> "MONOID"*/
/*"EFSTRUC" -> "LMODULE"*/
/*"EFSTRUC" -> "BMODULE"*/
/*"EFSTRUC" -> "RMODULE"*/
/*"EFSTRUC" -> "ALGEBRA"*/
/*"EFSTRUC" -> "MODULE"*/
/*"EFSTRUC" -> "ENTIRER"*/
/*"EFSTRUC" -> "ORDSET"*/
/*"EFSTRUC" -> "RETRACT"*/
/*"EFSTRUC" -> "LINEXP"*/
"EFSTRUC" -> "ACF"
/*"EFSTRUC" -> "FIELD"*/
/*"EFSTRUC" -> "EUCDOM"*/
/*"EFSTRUC" -> "PID"*/
/*"EFSTRUC" -> "GCDDOM"*/
/*"EFSTRUC" -> "UFD"*/
/*"EFSTRUC" -> "DIVRING"*/
/*"EFSTRUC" -> "RADCAT"*/
/*"EFSTRUC" -> "TRANFUN"*/
/*"EFSTRUC" -> "TRIGCAT"*/
/*"EFSTRUC" -> "ATRIG"*/
/*"EFSTRUC" -> "HYPCAT"*/
/*"EFSTRUC" -> "AHYP"*/
/*"EFSTRUC" -> "ELEMFUN"*/
"EFSTRUC" -> "FS"
/*"EFSTRUC" -> "ES"*/
/*"EFSTRUC" -> "IEVALAB"*/
/*"EFSTRUC" -> "EVALAB"*/
/*"EFSTRUC" -> "PATAB"*/
/*"EFSTRUC" -> "KONVERT"*/
/*"EFSTRUC" -> "FPATMAB"*/
/*"EFSTRUC" -> "TYPE"*/
/*"EFSTRUC" -> "PATMAB"*/
/*"EFSTRUC" -> "FRETRCT"*/
/*"EFSTRUC" -> "GROUP"*/
/*"EFSTRUC" -> "PDRING"*/
/*"EFSTRUC" -> "FLINEXP"*/
/*"EFSTRUC" -> "CHARZ"*/
/*"EFSTRUC" -> "CHARNZ"*/
/*"EFSTRUC" -> "COMBOPC"*/
/*"EFSTRUC" -> "CFCAT"*/
/*"EFSTRUC" -> "CACHSET"*/
/*"EFSTRUC" -> "BOOLEAN"*/
/*"EFSTRUC" -> "LSAGG"*/
/*"EFSTRUC" -> "STAGG"*/
/*"EFSTRUC" -> "URAGG"*/
/*"EFSTRUC" -> "RCAGG"*/
/*"EFSTRUC" -> "HOAGG"*/
/*"EFSTRUC" -> "AGG"*/
/*"EFSTRUC" -> "LNAGG"*/
/*"EFSTRUC" -> "IXAGG"*/
/*"EFSTRUC" -> "ELTAGG"*/
/*"EFSTRUC" -> "ELTAB"*/
/*"EFSTRUC" -> "CLAGG"*/
/*"EFSTRUC" -> "FLAGG"*/
/*"EFSTRUC" -> "ELAGG"*/
/*"EFSTRUC" -> "OM"*/
/*"EFSTRUC" -> "INT"*/
/*"EFSTRUC" -> "LIST"*/
/*"EFSTRUC" -> "ILIST"*/
/*"EFSTRUC" -> "LSAGG-"*/
/*"EFSTRUC" -> "STAGG-"*/
/*"EFSTRUC" -> "ELAGG-"*/
/*"EFSTRUC" -> "INS"*/
/*"EFSTRUC" -> "OINTDOM"*/
/*"EFSTRUC" -> "ORDRING"*/
/*"EFSTRUC" -> "OAGROUP"*/
/*"EFSTRUC" -> "OCAMON"*/
/*"EFSTRUC" -> "OAMON"*/
/*"EFSTRUC" -> "OASGP"*/
/*"EFSTRUC" -> "DIFRING"*/
/*"EFSTRUC" -> "REAL"*/
/*"EFSTRUC" -> "STEP"*/
/*"EFSTRUC" -> "PI"*/
/*"EFSTRUC" -> "NNI"*/
/*"EFSTRUC" -> "SINT"*/
/*"EFSTRUC" -> "SYMBOL"*/
/*"EFSTRUC" -> "REF"*/
/*"EFSTRUC" -> "ALIST"*/
/*"EFSTRUC" -> "STRING"*/
/*"EFSTRUC" -> "CHAR"*/
/*"EFSTRUC" -> "OUTFORM"*/
/*"EFSTRUC" -> "PRIMARR"*/
/*"EFSTRUC" -> "A1AGG-"*/
/*"EFSTRUC" -> "ISTRING"*/
/*"EFSTRUC" -> "SRAGG-"*/
/*"EFSTRUC" -> "FLAGG-"*/
/*"EFSTRUC" -> "LNAGG-"*/
/*"EFSTRUC" -> "URAGG-"*/
/*"EFSTRUC" -> "VECTOR"*/
/*"EFSTRUC" -> "IVECTOR"*/
/*"EFSTRUC" -> "IARRAY1"*/
/*"EFSTRUC" -> "RCAGG-"*/
/*"EFSTRUC" -> "IXAGG-"*/
/*"EFSTRUC" -> "CLAGG-"*/
/*"EFSTRUC" -> "VECTCAT"*/
/*"EFSTRUC" -> "A1AGG"*/
/*"EFSTRUC" -> "VECTCAT-"*/
/*"EFSTRUC" -> "HOAGG-"*/
/*"EFSTRUC" -> "ORDSET-"*/
/*"EFSTRUC" -> "AGG-"*/
/*"EFSTRUC" -> "INS-"*/
/*"EFSTRUC" -> "EUCDOM-"*/
/*"EFSTRUC" -> "UFD-"*/
/*"EFSTRUC" -> "GCDDOM-"*/

"ELFUTS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ELFUTS"]
/*"ELFUTS" -> "FIELD"*/
/*"ELFUTS" -> "EUCDOM"*/
/*"ELFUTS" -> "PID"*/
/*"ELFUTS" -> "GCDDOM"*/
/*"ELFUTS" -> "INTDOM"*/
/*"ELFUTS" -> "COMRING"*/
/*"ELFUTS" -> "RING"*/
/*"ELFUTS" -> "RNG"*/
/*"ELFUTS" -> "ABELGRP"*/
/*"ELFUTS" -> "CABMON"*/
/*"ELFUTS" -> "ABELMON"*/
/*"ELFUTS" -> "ABELSG"*/
/*"ELFUTS" -> "SETCAT"*/
/*"ELFUTS" -> "BASTYPE"*/
/*"ELFUTS" -> "KOERCE"*/
/*"ELFUTS" -> "SGROUP"*/
/*"ELFUTS" -> "MONOID"*/
/*"ELFUTS" -> "LMODULE"*/
/*"ELFUTS" -> "BMODULE"*/
/*"ELFUTS" -> "RMODULE"*/
/*"ELFUTS" -> "ALGEBRA"*/
/*"ELFUTS" -> "MODULE"*/
/*"ELFUTS" -> "ENTIRER"*/
/*"ELFUTS" -> "UFD"*/
/*"ELFUTS" -> "DIVRING"*/
"ELFUTS" -> "UTSCAT"
/*"ELFUTS" -> "UPSCAT"*/
/*"ELFUTS" -> "PSCAT"*/
/*"ELFUTS" -> "AMR"*/
/*"ELFUTS" -> "CHARZ"*/
/*"ELFUTS" -> "CHARNZ"*/
/*"ELFUTS" -> "ELTAB"*/
/*"ELFUTS" -> "DIFRING"*/
/*"ELFUTS" -> "PDRING"*/
/*"ELFUTS" -> "RADCAT"*/
/*"ELFUTS" -> "TRANFUN"*/
/*"ELFUTS" -> "TRIGCAT"*/
/*"ELFUTS" -> "ATRIG"*/
/*"ELFUTS" -> "HYPCAT"*/
/*"ELFUTS" -> "AHYP"*/
/*"ELFUTS" -> "ELEMFUN"*/
/*"ELFUTS" -> "INT"*/
/*"ELFUTS" -> "LIST"*/
/*"ELFUTS" -> "ILIST"*/
/*"ELFUTS" -> "LSAGG-"*/
/*"ELFUTS" -> "STAGG-"*/

"ESTOOLS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ESTOOLS"]
/*"ESTOOLS" -> "INT"*/
/*"ESTOOLS" -> "LIST"*/
/*"ESTOOLS" -> "ILIST"*/
/*"ESTOOLS" -> "NNI"*/
/*"ESTOOLS" -> "FPS"*/
/*"ESTOOLS" -> "RNS"*/
/*"ESTOOLS" -> "FIELD"*/
/*"ESTOOLS" -> "EUCDOM"*/
/*"ESTOOLS" -> "PID"*/
/*"ESTOOLS" -> "GCDDOM"*/
/*"ESTOOLS" -> "INTDOM"*/
/*"ESTOOLS" -> "COMRING"*/
/*"ESTOOLS" -> "RING"*/
/*"ESTOOLS" -> "RNG"*/
/*"ESTOOLS" -> "ABELGRP"*/
/*"ESTOOLS" -> "CABMON"*/
/*"ESTOOLS" -> "ABELMON"*/
/*"ESTOOLS" -> "ABELSG"*/
/*"ESTOOLS" -> "SETCAT"*/
/*"ESTOOLS" -> "BASTYPE"*/
/*"ESTOOLS" -> "KOERCE"*/
/*"ESTOOLS" -> "SGROUP"*/
/*"ESTOOLS" -> "MONOID"*/
/*"ESTOOLS" -> "LMODULE"*/
/*"ESTOOLS" -> "BMODULE"*/
/*"ESTOOLS" -> "RMODULE"*/
/*"ESTOOLS" -> "ALGEBRA"*/
/*"ESTOOLS" -> "MODULE"*/
/*"ESTOOLS" -> "ENTIRER"*/
/*"ESTOOLS" -> "UFD"*/
/*"ESTOOLS" -> "DIVRING"*/
/*"ESTOOLS" -> "ORDRING"*/
/*"ESTOOLS" -> "OAGROUP"*/
/*"ESTOOLS" -> "OCAMON"*/
/*"ESTOOLS" -> "OAMON"*/
/*"ESTOOLS" -> "OASGP"*/
/*"ESTOOLS" -> "ORDSET"*/
/*"ESTOOLS" -> "REAL"*/
/*"ESTOOLS" -> "KONVERT"*/
/*"ESTOOLS" -> "RETRACT"*/
/*"ESTOOLS" -> "RADCAT"*/
/*"ESTOOLS" -> "PATMAB"*/
/*"ESTOOLS" -> "CHARZ"*/
/*"ESTOOLS" -> "SINT"*/
/*"ESTOOLS" -> "LSAGG-"*/
/*"ESTOOLS" -> "DFLOAT"*/
/*"ESTOOLS" -> "FPS-"*/
/*"ESTOOLS" -> "RNS-"*/
/*"ESTOOLS" -> "INS"*/
/*"ESTOOLS" -> "OINTDOM"*/
/*"ESTOOLS" -> "DIFRING"*/
/*"ESTOOLS" -> "LINEXP"*/
/*"ESTOOLS" -> "CFCAT"*/
/*"ESTOOLS" -> "STEP"*/
/*"ESTOOLS" -> "OM"*/
/*"ESTOOLS" -> "TRANFUN"*/
/*"ESTOOLS" -> "TRIGCAT"*/
/*"ESTOOLS" -> "ATRIG"*/
/*"ESTOOLS" -> "HYPCAT"*/
/*"ESTOOLS" -> "AHYP"*/
/*"ESTOOLS" -> "ELEMFUN"*/
/*"ESTOOLS" -> "SPFCAT"*/
/*"ESTOOLS" -> "QFCAT"*/
/*"ESTOOLS" -> "FEVALAB"*/
/*"ESTOOLS" -> "ELTAB"*/
/*"ESTOOLS" -> "EVALAB"*/
/*"ESTOOLS" -> "IEVALAB"*/
/*"ESTOOLS" -> "DIFEXT"*/
/*"ESTOOLS" -> "PDRING"*/
/*"ESTOOLS" -> "FLINEXP"*/
/*"ESTOOLS" -> "PATAB"*/
/*"ESTOOLS" -> "FPATMAB"*/
/*"ESTOOLS" -> "TYPE"*/
/*"ESTOOLS" -> "CHARNZ"*/
/*"ESTOOLS" -> "PFECAT"*/
/*"ESTOOLS" -> "LZSTAGG"*/
/*"ESTOOLS" -> "STAGG"*/
/*"ESTOOLS" -> "URAGG"*/
/*"ESTOOLS" -> "RCAGG"*/
/*"ESTOOLS" -> "HOAGG"*/
/*"ESTOOLS" -> "AGG"*/
/*"ESTOOLS" -> "LNAGG"*/
/*"ESTOOLS" -> "IXAGG"*/
/*"ESTOOLS" -> "ELTAGG"*/
/*"ESTOOLS" -> "CLAGG"*/
/*"ESTOOLS" -> "VECTOR"*/
/*"ESTOOLS" -> "VECTCAT"*/
/*"ESTOOLS" -> "A1AGG"*/
/*"ESTOOLS" -> "FLAGG"*/
/*"ESTOOLS" -> "IVECTOR"*/
/*"ESTOOLS" -> "IARRAY1"*/
/*"ESTOOLS" -> "VECTCAT-"*/
/*"ESTOOLS" -> "A1AGG-"*/
/*"ESTOOLS" -> "FLAGG-"*/
/*"ESTOOLS" -> "LNAGG-"*/
/*"ESTOOLS" -> "IXAGG-"*/
/*"ESTOOLS" -> "CLAGG-"*/
/*"ESTOOLS" -> "HOAGG-"*/
/*"ESTOOLS" -> "BOOLEAN"*/
/*"ESTOOLS" -> "LSAGG"*/
/*"ESTOOLS" -> "ELAGG"*/
/*"ESTOOLS" -> "STAGG-"*/
"ESTOOLS" -> "FS"
/*"ESTOOLS" -> "ES"*/
/*"ESTOOLS" -> "FRETRCT"*/
/*"ESTOOLS" -> "GROUP"*/
/*"ESTOOLS" -> "ELAGG-"*/
/*"ESTOOLS" -> "URAGG-"*/
/*"ESTOOLS" -> "RCAGG-"*/
/*"ESTOOLS" -> "INS-"*/
/*"ESTOOLS" -> "EUCDOM-"*/
/*"ESTOOLS" -> "UFD-"*/
/*"ESTOOLS" -> "GCDDOM-"*/
/*"ESTOOLS" -> "INTDOM-"*/
/*"ESTOOLS" -> "ALGEBRA-"*/
/*"ESTOOLS" -> "DIFRING-"*/
/*"ESTOOLS" -> "ORDRING-"*/
/*"ESTOOLS" -> "MODULE-"*/
/*"ESTOOLS" -> "RING-"*/
/*"ESTOOLS" -> "ABELGRP-"*/
/*"ESTOOLS" -> "ABELMON-"*/
/*"ESTOOLS" -> "PI"*/
/*"ESTOOLS" -> "TBAGG"*/
/*"ESTOOLS" -> "KDAGG"*/
/*"ESTOOLS" -> "DIAGG"*/
/*"ESTOOLS" -> "DIOPS"*/
/*"ESTOOLS" -> "BGAGG"*/
/*"ESTOOLS" -> "STRING"*/
/*"ESTOOLS" -> "CHAR"*/
/*"ESTOOLS" -> "OUTFORM"*/
/*"ESTOOLS" -> "PRIMARR"*/
/*"ESTOOLS" -> "ISTRING"*/

"EXPEXPAN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=EXPEXPAN"]
"EXPEXPAN" -> "ACF"
/*"EXPEXPAN" -> "FIELD"*/
/*"EXPEXPAN" -> "EUCDOM"*/
/*"EXPEXPAN" -> "PID"*/
/*"EXPEXPAN" -> "GCDDOM"*/
/*"EXPEXPAN" -> "INTDOM"*/
/*"EXPEXPAN" -> "COMRING"*/
/*"EXPEXPAN" -> "RING"*/
/*"EXPEXPAN" -> "RNG"*/
/*"EXPEXPAN" -> "ABELGRP"*/
/*"EXPEXPAN" -> "CABMON"*/
/*"EXPEXPAN" -> "ABELMON"*/
/*"EXPEXPAN" -> "ABELSG"*/
/*"EXPEXPAN" -> "SETCAT"*/
/*"EXPEXPAN" -> "BASTYPE"*/
/*"EXPEXPAN" -> "KOERCE"*/
/*"EXPEXPAN" -> "SGROUP"*/
/*"EXPEXPAN" -> "MONOID"*/
/*"EXPEXPAN" -> "LMODULE"*/
/*"EXPEXPAN" -> "BMODULE"*/
/*"EXPEXPAN" -> "RMODULE"*/
/*"EXPEXPAN" -> "ALGEBRA"*/
/*"EXPEXPAN" -> "MODULE"*/
/*"EXPEXPAN" -> "ENTIRER"*/
/*"EXPEXPAN" -> "UFD"*/
/*"EXPEXPAN" -> "DIVRING"*/
/*"EXPEXPAN" -> "RADCAT"*/
/*"EXPEXPAN" -> "TRANFUN"*/
/*"EXPEXPAN" -> "TRIGCAT"*/
/*"EXPEXPAN" -> "ATRIG"*/
/*"EXPEXPAN" -> "HYPCAT"*/
/*"EXPEXPAN" -> "AHYP"*/
/*"EXPEXPAN" -> "ELEMFUN"*/
"EXPEXPAN" -> "FS"
/*"EXPEXPAN" -> "ES"*/
/*"EXPEXPAN" -> "ORDSET"*/
/*"EXPEXPAN" -> "RETRACT"*/
/*"EXPEXPAN" -> "IEVALAB"*/
/*"EXPEXPAN" -> "EVALAB"*/
/*"EXPEXPAN" -> "PATAB"*/
/*"EXPEXPAN" -> "KONVERT"*/
/*"EXPEXPAN" -> "FPATMAB"*/
/*"EXPEXPAN" -> "TYPE"*/
/*"EXPEXPAN" -> "PATMAB"*/
/*"EXPEXPAN" -> "FRETRCT"*/
/*"EXPEXPAN" -> "GROUP"*/
/*"EXPEXPAN" -> "PDRING"*/
/*"EXPEXPAN" -> "FLINEXP"*/
/*"EXPEXPAN" -> "LINEXP"*/
/*"EXPEXPAN" -> "CHARZ"*/
/*"EXPEXPAN" -> "CHARNZ"*/
/*"EXPEXPAN" -> "QFCAT"*/
/*"EXPEXPAN" -> "FEVALAB"*/
/*"EXPEXPAN" -> "ELTAB"*/
/*"EXPEXPAN" -> "DIFEXT"*/
/*"EXPEXPAN" -> "DIFRING"*/
/*"EXPEXPAN" -> "STEP"*/
/*"EXPEXPAN" -> "OINTDOM"*/
/*"EXPEXPAN" -> "ORDRING"*/
/*"EXPEXPAN" -> "OAGROUP"*/
/*"EXPEXPAN" -> "OCAMON"*/
/*"EXPEXPAN" -> "OAMON"*/
/*"EXPEXPAN" -> "OASGP"*/
/*"EXPEXPAN" -> "REAL"*/
/*"EXPEXPAN" -> "PFECAT"*/
/*"EXPEXPAN" -> "FAMR"*/
/*"EXPEXPAN" -> "AMR"*/
/*"EXPEXPAN" -> "PI"*/
/*"EXPEXPAN" -> "NNI"*/
/*"EXPEXPAN" -> "INT"*/
/*"EXPEXPAN" -> "INS"*/
/*"EXPEXPAN" -> "CFCAT"*/
/*"EXPEXPAN" -> "OM"*/
/*"EXPEXPAN" -> "LSAGG"*/
/*"EXPEXPAN" -> "STAGG"*/
/*"EXPEXPAN" -> "URAGG"*/
/*"EXPEXPAN" -> "RCAGG"*/
/*"EXPEXPAN" -> "HOAGG"*/
/*"EXPEXPAN" -> "AGG"*/
/*"EXPEXPAN" -> "LNAGG"*/
/*"EXPEXPAN" -> "IXAGG"*/
/*"EXPEXPAN" -> "ELTAGG"*/
/*"EXPEXPAN" -> "CLAGG"*/
/*"EXPEXPAN" -> "FLAGG"*/
/*"EXPEXPAN" -> "ELAGG"*/
/*"EXPEXPAN" -> "LIST"*/
/*"EXPEXPAN" -> "ILIST"*/
/*"EXPEXPAN" -> "STRING"*/
/*"EXPEXPAN" -> "CHAR"*/
/*"EXPEXPAN" -> "SINT"*/
/*"EXPEXPAN" -> "OUTFORM"*/
/*"EXPEXPAN" -> "PRIMARR"*/
/*"EXPEXPAN" -> "A1AGG-"*/
/*"EXPEXPAN" -> "ISTRING"*/
/*"EXPEXPAN" -> "UPXSCCA"*/
/*"EXPEXPAN" -> "UPXSCAT"*/
/*"EXPEXPAN" -> "UPSCAT"*/
/*"EXPEXPAN" -> "PSCAT"*/
/*"EXPEXPAN" -> "FPS"*/
/*"EXPEXPAN" -> "RNS"*/
/*"EXPEXPAN" -> "UPOLYC"*/
/*"EXPEXPAN" -> "POLYCAT"*/

"EXPRODE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EXPRODE"]
/*"EXPRODE" -> "ORDSET"*/
/*"EXPRODE" -> "SETCAT"*/
/*"EXPRODE" -> "BASTYPE"*/
/*"EXPRODE" -> "KOERCE"*/
/*"EXPRODE" -> "INTDOM"*/
/*"EXPRODE" -> "COMRING"*/
/*"EXPRODE" -> "RING"*/
/*"EXPRODE" -> "RNG"*/
/*"EXPRODE" -> "ABELGRP"*/
/*"EXPRODE" -> "CABMON"*/
/*"EXPRODE" -> "ABELMON"*/
/*"EXPRODE" -> "ABELSG"*/
/*"EXPRODE" -> "SGROUP"*/
/*"EXPRODE" -> "MONOID"*/
/*"EXPRODE" -> "LMODULE"*/
/*"EXPRODE" -> "BMODULE"*/
/*"EXPRODE" -> "RMODULE"*/
/*"EXPRODE" -> "ALGEBRA"*/
/*"EXPRODE" -> "MODULE"*/
/*"EXPRODE" -> "ENTIRER"*/
/*"EXPRODE" -> "KONVERT"*/
"EXPRODE" -> "FS"
/*"EXPRODE" -> "ES"*/
/*"EXPRODE" -> "RETRACT"*/
/*"EXPRODE" -> "IEVALAB"*/
/*"EXPRODE" -> "EVALAB"*/
/*"EXPRODE" -> "PATAB"*/
/*"EXPRODE" -> "FPATMAB"*/
/*"EXPRODE" -> "TYPE"*/
/*"EXPRODE" -> "PATMAB"*/
/*"EXPRODE" -> "FRETRCT"*/
/*"EXPRODE" -> "GROUP"*/
/*"EXPRODE" -> "PDRING"*/
/*"EXPRODE" -> "FLINEXP"*/
/*"EXPRODE" -> "LINEXP"*/
/*"EXPRODE" -> "CHARZ"*/
/*"EXPRODE" -> "CHARNZ"*/
/*"EXPRODE" -> "FIELD"*/
/*"EXPRODE" -> "EUCDOM"*/
/*"EXPRODE" -> "PID"*/
/*"EXPRODE" -> "GCDDOM"*/
/*"EXPRODE" -> "UFD"*/
/*"EXPRODE" -> "DIVRING"*/
/*"EXPRODE" -> "SYMBOL"*/
/*"EXPRODE" -> "INT"*/
/*"EXPRODE" -> "REF"*/
/*"EXPRODE" -> "ALIST"*/
/*"EXPRODE" -> "LIST"*/
/*"EXPRODE" -> "STRING"*/
/*"EXPRODE" -> "CHAR"*/
/*"EXPRODE" -> "SINT"*/
/*"EXPRODE" -> "OUTFORM"*/
/*"EXPRODE" -> "PRIMARR"*/
/*"EXPRODE" -> "A1AGG-"*/
/*"EXPRODE" -> "ISTRING"*/
/*"EXPRODE" -> "SRAGG-"*/
/*"EXPRODE" -> "FLAGG-"*/
/*"EXPRODE" -> "LNAGG-"*/
/*"EXPRODE" -> "INS"*/
/*"EXPRODE" -> "OINTDOM"*/
/*"EXPRODE" -> "ORDRING"*/
/*"EXPRODE" -> "OAGROUP"*/
/*"EXPRODE" -> "OCAMON"*/
/*"EXPRODE" -> "OAMON"*/
/*"EXPRODE" -> "OASGP"*/
/*"EXPRODE" -> "DIFRING"*/
/*"EXPRODE" -> "CFCAT"*/
/*"EXPRODE" -> "REAL"*/
/*"EXPRODE" -> "STEP"*/
/*"EXPRODE" -> "CACHSET"*/
/*"EXPRODE" -> "UPOLYC"*/
/*"EXPRODE" -> "POLYCAT"*/
/*"EXPRODE" -> "FAMR"*/
/*"EXPRODE" -> "AMR"*/
/*"EXPRODE" -> "PFECAT"*/
/*"EXPRODE" -> "ELTAB"*/
/*"EXPRODE" -> "DIFEXT"*/
/*"EXPRODE" -> "NNI"*/
/*"EXPRODE" -> "LSAGG"*/
/*"EXPRODE" -> "STAGG"*/
/*"EXPRODE" -> "URAGG"*/
/*"EXPRODE" -> "RCAGG"*/
/*"EXPRODE" -> "HOAGG"*/
/*"EXPRODE" -> "AGG"*/
/*"EXPRODE" -> "LNAGG"*/
/*"EXPRODE" -> "IXAGG"*/
/*"EXPRODE" -> "ELTAGG"*/
/*"EXPRODE" -> "CLAGG"*/
/*"EXPRODE" -> "FLAGG"*/
/*"EXPRODE" -> "ELAGG"*/
/*"EXPRODE" -> "OM"*/
/*"EXPRODE" -> "ILIST"*/

"EXPRTUBE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EXPRTUBE"]
/*"EXPRTUBE" -> "INS"*/
/*"EXPRTUBE" -> "UFD"*/
/*"EXPRTUBE" -> "GCDDOM"*/
/*"EXPRTUBE" -> "INTDOM"*/
/*"EXPRTUBE" -> "COMRING"*/
/*"EXPRTUBE" -> "RING"*/
/*"EXPRTUBE" -> "RNG"*/
/*"EXPRTUBE" -> "ABELGRP"*/
/*"EXPRTUBE" -> "CABMON"*/
/*"EXPRTUBE" -> "ABELMON"*/
/*"EXPRTUBE" -> "ABELSG"*/
/*"EXPRTUBE" -> "SETCAT"*/
/*"EXPRTUBE" -> "BASTYPE"*/
/*"EXPRTUBE" -> "KOERCE"*/
/*"EXPRTUBE" -> "SGROUP"*/
/*"EXPRTUBE" -> "MONOID"*/
/*"EXPRTUBE" -> "LMODULE"*/
/*"EXPRTUBE" -> "BMODULE"*/
/*"EXPRTUBE" -> "RMODULE"*/
/*"EXPRTUBE" -> "ALGEBRA"*/
/*"EXPRTUBE" -> "MODULE"*/
/*"EXPRTUBE" -> "ENTIRER"*/
/*"EXPRTUBE" -> "EUCDOM"*/
/*"EXPRTUBE" -> "PID"*/
/*"EXPRTUBE" -> "OINTDOM"*/
/*"EXPRTUBE" -> "ORDRING"*/
/*"EXPRTUBE" -> "OAGROUP"*/
/*"EXPRTUBE" -> "OCAMON"*/
/*"EXPRTUBE" -> "OAMON"*/
/*"EXPRTUBE" -> "OASGP"*/
/*"EXPRTUBE" -> "ORDSET"*/
/*"EXPRTUBE" -> "DIFRING"*/
/*"EXPRTUBE" -> "KONVERT"*/
/*"EXPRTUBE" -> "RETRACT"*/
/*"EXPRTUBE" -> "LINEXP"*/
/*"EXPRTUBE" -> "PATMAB"*/
/*"EXPRTUBE" -> "CFCAT"*/
/*"EXPRTUBE" -> "REAL"*/
/*"EXPRTUBE" -> "CHARZ"*/
/*"EXPRTUBE" -> "STEP"*/
/*"EXPRTUBE" -> "OM"*/
/*"EXPRTUBE" -> "LSAGG"*/
/*"EXPRTUBE" -> "STAGG"*/
/*"EXPRTUBE" -> "URAGG"*/
/*"EXPRTUBE" -> "RCAGG"*/
/*"EXPRTUBE" -> "HOAGG"*/
/*"EXPRTUBE" -> "AGG"*/
/*"EXPRTUBE" -> "TYPE"*/
/*"EXPRTUBE" -> "EVALAB"*/
/*"EXPRTUBE" -> "IEVALAB"*/
/*"EXPRTUBE" -> "LNAGG"*/
/*"EXPRTUBE" -> "IXAGG"*/
/*"EXPRTUBE" -> "ELTAGG"*/
/*"EXPRTUBE" -> "ELTAB"*/
/*"EXPRTUBE" -> "CLAGG"*/
/*"EXPRTUBE" -> "FLAGG"*/
/*"EXPRTUBE" -> "ELAGG"*/
/*"EXPRTUBE" -> "INT"*/
/*"EXPRTUBE" -> "LIST"*/
/*"EXPRTUBE" -> "ILIST"*/
/*"EXPRTUBE" -> "NNI"*/
/*"EXPRTUBE" -> "SYMBOL"*/
/*"EXPRTUBE" -> "REF"*/
/*"EXPRTUBE" -> "ALIST"*/
/*"EXPRTUBE" -> "STRING"*/
/*"EXPRTUBE" -> "CHAR"*/
/*"EXPRTUBE" -> "SINT"*/
/*"EXPRTUBE" -> "OUTFORM"*/
/*"EXPRTUBE" -> "PRIMARR"*/
/*"EXPRTUBE" -> "A1AGG-"*/
/*"EXPRTUBE" -> "ISTRING"*/
/*"EXPRTUBE" -> "SRAGG-"*/
/*"EXPRTUBE" -> "FLAGG-"*/
/*"EXPRTUBE" -> "LNAGG-"*/
/*"EXPRTUBE" -> "BOOLEAN"*/
"EXPRTUBE" -> "FS"
/*"EXPRTUBE" -> "ES"*/
/*"EXPRTUBE" -> "PATAB"*/
/*"EXPRTUBE" -> "FPATMAB"*/
/*"EXPRTUBE" -> "FRETRCT"*/
/*"EXPRTUBE" -> "GROUP"*/
/*"EXPRTUBE" -> "PDRING"*/
/*"EXPRTUBE" -> "FLINEXP"*/
/*"EXPRTUBE" -> "CHARNZ"*/
/*"EXPRTUBE" -> "FIELD"*/
/*"EXPRTUBE" -> "DIVRING"*/
/*"EXPRTUBE" -> "FPS"*/
/*"EXPRTUBE" -> "RNS"*/
/*"EXPRTUBE" -> "RADCAT"*/

"EXPR2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EXPR2"]
/*"EXPR2" -> "ORDSET"*/
/*"EXPR2" -> "SETCAT"*/
/*"EXPR2" -> "BASTYPE"*/
/*"EXPR2" -> "KOERCE"*/
/*"EXPR2" -> "RING"*/
/*"EXPR2" -> "RNG"*/
/*"EXPR2" -> "ABELGRP"*/
/*"EXPR2" -> "CABMON"*/
/*"EXPR2" -> "ABELMON"*/
/*"EXPR2" -> "ABELSG"*/
/*"EXPR2" -> "SGROUP"*/
/*"EXPR2" -> "MONOID"*/
/*"EXPR2" -> "LMODULE"*/
"EXPR2" -> "FS"
/*"EXPR2" -> "ES"*/
/*"EXPR2" -> "RETRACT"*/
/*"EXPR2" -> "IEVALAB"*/
/*"EXPR2" -> "EVALAB"*/
/*"EXPR2" -> "PATAB"*/
/*"EXPR2" -> "KONVERT"*/
/*"EXPR2" -> "FPATMAB"*/
/*"EXPR2" -> "TYPE"*/
/*"EXPR2" -> "PATMAB"*/
/*"EXPR2" -> "FRETRCT"*/
/*"EXPR2" -> "GROUP"*/
/*"EXPR2" -> "PDRING"*/
/*"EXPR2" -> "FLINEXP"*/
/*"EXPR2" -> "LINEXP"*/
/*"EXPR2" -> "CHARZ"*/
/*"EXPR2" -> "CHARNZ"*/
/*"EXPR2" -> "ALGEBRA"*/
/*"EXPR2" -> "MODULE"*/
/*"EXPR2" -> "BMODULE"*/
/*"EXPR2" -> "RMODULE"*/
/*"EXPR2" -> "FIELD"*/
/*"EXPR2" -> "EUCDOM"*/
/*"EXPR2" -> "PID"*/
/*"EXPR2" -> "GCDDOM"*/
/*"EXPR2" -> "INTDOM"*/
/*"EXPR2" -> "COMRING"*/
/*"EXPR2" -> "ENTIRER"*/
/*"EXPR2" -> "UFD"*/
/*"EXPR2" -> "DIVRING"*/

"FC" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FC"]
/*"FC" -> "SETCAT"*/
/*"FC" -> "BASTYPE"*/
/*"FC" -> "KOERCE"*/
/*"FC" -> "SINT"*/
/*"FC" -> "INS"*/
/*"FC" -> "UFD"*/
/*"FC" -> "GCDDOM"*/
/*"FC" -> "INTDOM"*/
/*"FC" -> "COMRING"*/
/*"FC" -> "RING"*/
/*"FC" -> "RNG"*/
/*"FC" -> "ABELGRP"*/
/*"FC" -> "CABMON"*/
/*"FC" -> "ABELMON"*/
/*"FC" -> "ABELSG"*/
/*"FC" -> "SGROUP"*/
/*"FC" -> "MONOID"*/
/*"FC" -> "LMODULE"*/
/*"FC" -> "BMODULE"*/
/*"FC" -> "RMODULE"*/
/*"FC" -> "ALGEBRA"*/
/*"FC" -> "MODULE"*/
/*"FC" -> "ENTIRER"*/
/*"FC" -> "EUCDOM"*/
/*"FC" -> "PID"*/
/*"FC" -> "OINTDOM"*/
/*"FC" -> "ORDRING"*/
/*"FC" -> "OAGROUP"*/
/*"FC" -> "OCAMON"*/
/*"FC" -> "OAMON"*/
/*"FC" -> "OASGP"*/
/*"FC" -> "ORDSET"*/
/*"FC" -> "DIFRING"*/
/*"FC" -> "KONVERT"*/
/*"FC" -> "RETRACT"*/
/*"FC" -> "LINEXP"*/
/*"FC" -> "PATMAB"*/
/*"FC" -> "CFCAT"*/
/*"FC" -> "REAL"*/
/*"FC" -> "CHARZ"*/
/*"FC" -> "STEP"*/
/*"FC" -> "INT"*/
/*"FC" -> "LIST"*/
/*"FC" -> "ILIST"*/
/*"FC" -> "LSAGG-"*/
/*"FC" -> "STAGG-"*/
/*"FC" -> "SYMBOL"*/
/*"FC" -> "REF"*/
/*"FC" -> "ALIST"*/
/*"FC" -> "STRING"*/
/*"FC" -> "CHAR"*/
/*"FC" -> "OUTFORM"*/
/*"FC" -> "PRIMARR"*/
/*"FC" -> "A1AGG-"*/
/*"FC" -> "ISTRING"*/
/*"FC" -> "SRAGG-"*/
/*"FC" -> "FLAGG-"*/
/*"FC" -> "LNAGG-"*/
/*"FC" -> "POLYCAT"*/
/*"FC" -> "PDRING"*/
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/*"FC" -> "AMR"*/
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/*"FC" -> "IEVALAB"*/
/*"FC" -> "FLINEXP"*/
/*"FC" -> "PFECAT"*/
/*"FC" -> "STRICAT"*/
/*"FC" -> "SRAGG"*/
/*"FC" -> "A1AGG"*/
/*"FC" -> "FLAGG"*/
/*"FC" -> "LNAGG"*/
/*"FC" -> "IXAGG"*/
/*"FC" -> "HOAGG"*/
/*"FC" -> "AGG"*/
/*"FC" -> "TYPE"*/
/*"FC" -> "ELTAGG"*/
/*"FC" -> "ELTAB"*/
/*"FC" -> "CLAGG"*/
/*"FC" -> "OM"*/
/*"FC" -> "NNI"*/
/*"FC" -> "DFLOAT"*/
/*"FC" -> "BOOLEAN"*/
/*"FC" -> "FMTC"*/
/*"FC" -> "FPS"*/
/*"FC" -> "RNS"*/
/*"FC" -> "FIELD"*/
/*"FC" -> "DIVRING"*/
/*"FC" -> "RADCAT"*/
"FC" -> "COMPCAT"
/*"FC" -> "MONOGEN"*/
/*"FC" -> "FRAMALG"*/
/*"FC" -> "FINRALG"*/
/*"FC" -> "FINITE"*/
/*"FC" -> "DIFEXT"*/
/*"FC" -> "FFIELDC"*/
/*"FC" -> "FPC"*/
/*"FC" -> "FEVALAB"*/
/*"FC" -> "FPATMAB"*/
/*"FC" -> "PATAB"*/
/*"FC" -> "TRANFUN"*/
/*"FC" -> "TRIGCAT"*/
/*"FC" -> "ATRIG"*/
/*"FC" -> "HYPCAT"*/
/*"FC" -> "AHYP"*/
/*"FC" -> "ELEMFUN"*/
/*"FC" -> "VECTOR"*/
/*"FC" -> "IVECTOR"*/
/*"FC" -> "IARRAY1"*/
/*"FC" -> "VECTCAT-"*/
"FC" -> "FS"
/*"FC" -> "ES"*/
/*"FC" -> "GROUP"*/

"FDIVCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=FDIVCAT"]
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/*"FDIVCAT" -> "KOERCE"*/
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/*"FDIVCAT" -> "PID"*/
/*"FDIVCAT" -> "GCDDOM"*/
/*"FDIVCAT" -> "INTDOM"*/
/*"FDIVCAT" -> "COMRING"*/
/*"FDIVCAT" -> "RING"*/
/*"FDIVCAT" -> "RNG"*/
/*"FDIVCAT" -> "SGROUP"*/
/*"FDIVCAT" -> "MONOID"*/
/*"FDIVCAT" -> "LMODULE"*/
/*"FDIVCAT" -> "BMODULE"*/
/*"FDIVCAT" -> "RMODULE"*/
/*"FDIVCAT" -> "ALGEBRA"*/
/*"FDIVCAT" -> "MODULE"*/
/*"FDIVCAT" -> "ENTIRER"*/
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/*"FDIVCAT" -> "POLYCAT"*/
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/*"FDIVCAT" -> "CHARNZ"*/
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/*"FDIVCAT" -> "DIFEXT"*/
/*"FDIVCAT" -> "STEP"*/
"FDIVCAT" -> "FFCAT"
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/*"FDIVCAT" -> "FRAMALG"*/
/*"FDIVCAT" -> "FINRALG"*/
/*"FDIVCAT" -> "FINITE"*/
/*"FDIVCAT" -> "FFIELDC"*/
/*"FDIVCAT" -> "FPC"*/

"FDIVCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FDIVCAT"]
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/*"FDIVCAT-" -> "RNG"*/
/*"FDIVCAT-" -> "SGROUP"*/
/*"FDIVCAT-" -> "MONOID"*/
/*"FDIVCAT-" -> "LMODULE"*/
/*"FDIVCAT-" -> "BMODULE"*/
/*"FDIVCAT-" -> "RMODULE"*/
/*"FDIVCAT-" -> "ALGEBRA"*/
/*"FDIVCAT-" -> "MODULE"*/
/*"FDIVCAT-" -> "ENTIRER"*/
/*"FDIVCAT-" -> "UFD"*/
/*"FDIVCAT-" -> "DIVRING"*/
/*"FDIVCAT-" -> "UPOLYC"*/
/*"FDIVCAT-" -> "POLYCAT"*/
/*"FDIVCAT-" -> "PDRING"*/
/*"FDIVCAT-" -> "FAMR"*/
/*"FDIVCAT-" -> "AMR"*/
/*"FDIVCAT-" -> "CHARZ"*/
/*"FDIVCAT-" -> "CHARNZ"*/
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/*"FDIVCAT-" -> "RETRACT"*/
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/*"FDIVCAT-" -> "IEVALAB"*/
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"FDIVCAT-" -> "FFCAT"
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/*"FDIVCAT-" -> "FRAMALG"*/
/*"FDIVCAT-" -> "FINRALG"*/
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/*"FDIVCAT-" -> "FFIELDC"*/
/*"FDIVCAT-" -> "FPC"*/

"FDIV2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FDIV2"]
/*"FDIV2" -> "FIELD"*/
/*"FDIV2" -> "EUCDOM"*/
/*"FDIV2" -> "PID"*/
/*"FDIV2" -> "GCDDOM"*/
/*"FDIV2" -> "INTDOM"*/
/*"FDIV2" -> "COMRING"*/
/*"FDIV2" -> "RING"*/
/*"FDIV2" -> "RNG"*/
/*"FDIV2" -> "ABELGRP"*/
/*"FDIV2" -> "CABMON"*/
/*"FDIV2" -> "ABELMON"*/
/*"FDIV2" -> "ABELSG"*/
/*"FDIV2" -> "SETCAT"*/
/*"FDIV2" -> "BASTYPE"*/
/*"FDIV2" -> "KOERCE"*/
/*"FDIV2" -> "SGROUP"*/
/*"FDIV2" -> "MONOID"*/
/*"FDIV2" -> "LMODULE"*/
/*"FDIV2" -> "BMODULE"*/
/*"FDIV2" -> "RMODULE"*/
/*"FDIV2" -> "ALGEBRA"*/
/*"FDIV2" -> "MODULE"*/
/*"FDIV2" -> "ENTIRER"*/
/*"FDIV2" -> "UFD"*/
/*"FDIV2" -> "DIVRING"*/
/*"FDIV2" -> "UPOLYC"*/
/*"FDIV2" -> "POLYCAT"*/
/*"FDIV2" -> "PDRING"*/
/*"FDIV2" -> "FAMR"*/
/*"FDIV2" -> "AMR"*/
/*"FDIV2" -> "CHARZ"*/
/*"FDIV2" -> "CHARNZ"*/
/*"FDIV2" -> "FRETRCT"*/
/*"FDIV2" -> "RETRACT"*/
/*"FDIV2" -> "EVALAB"*/
/*"FDIV2" -> "IEVALAB"*/
/*"FDIV2" -> "FLINEXP"*/
/*"FDIV2" -> "LINEXP"*/
/*"FDIV2" -> "ORDSET"*/
/*"FDIV2" -> "KONVERT"*/
/*"FDIV2" -> "PATMAB"*/
/*"FDIV2" -> "PFECAT"*/
/*"FDIV2" -> "ELTAB"*/
/*"FDIV2" -> "DIFRING"*/
/*"FDIV2" -> "DIFEXT"*/
/*"FDIV2" -> "STEP"*/
"FDIV2" -> "FFCAT"
/*"FDIV2" -> "MONOGEN"*/
/*"FDIV2" -> "FRAMALG"*/
/*"FDIV2" -> "FINRALG"*/
/*"FDIV2" -> "FINITE"*/
/*"FDIV2" -> "FFIELDC"*/
/*"FDIV2" -> "FPC"*/

"FFCAT2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FFCAT2"]
/*"FFCAT2" -> "UFD"*/
/*"FFCAT2" -> "GCDDOM"*/
/*"FFCAT2" -> "INTDOM"*/
/*"FFCAT2" -> "COMRING"*/
/*"FFCAT2" -> "RING"*/
/*"FFCAT2" -> "RNG"*/
/*"FFCAT2" -> "ABELGRP"*/
/*"FFCAT2" -> "CABMON"*/
/*"FFCAT2" -> "ABELMON"*/
/*"FFCAT2" -> "ABELSG"*/
/*"FFCAT2" -> "SETCAT"*/
/*"FFCAT2" -> "BASTYPE"*/
/*"FFCAT2" -> "KOERCE"*/
/*"FFCAT2" -> "SGROUP"*/
/*"FFCAT2" -> "MONOID"*/
/*"FFCAT2" -> "LMODULE"*/
/*"FFCAT2" -> "BMODULE"*/
/*"FFCAT2" -> "RMODULE"*/
/*"FFCAT2" -> "ALGEBRA"*/
/*"FFCAT2" -> "MODULE"*/
/*"FFCAT2" -> "ENTIRER"*/
/*"FFCAT2" -> "UPOLYC"*/
/*"FFCAT2" -> "POLYCAT"*/
/*"FFCAT2" -> "PDRING"*/
/*"FFCAT2" -> "FAMR"*/
/*"FFCAT2" -> "AMR"*/
/*"FFCAT2" -> "CHARZ"*/
/*"FFCAT2" -> "CHARNZ"*/
/*"FFCAT2" -> "FRETRCT"*/
/*"FFCAT2" -> "RETRACT"*/
/*"FFCAT2" -> "EVALAB"*/
/*"FFCAT2" -> "IEVALAB"*/
/*"FFCAT2" -> "FLINEXP"*/
/*"FFCAT2" -> "LINEXP"*/
/*"FFCAT2" -> "ORDSET"*/
/*"FFCAT2" -> "KONVERT"*/
/*"FFCAT2" -> "PATMAB"*/
/*"FFCAT2" -> "PFECAT"*/
/*"FFCAT2" -> "ELTAB"*/
/*"FFCAT2" -> "DIFRING"*/
/*"FFCAT2" -> "DIFEXT"*/
/*"FFCAT2" -> "STEP"*/
/*"FFCAT2" -> "EUCDOM"*/
/*"FFCAT2" -> "PID"*/
/*"FFCAT2" -> "FIELD"*/
/*"FFCAT2" -> "DIVRING"*/
"FFCAT2" -> "FFCAT"
/*"FFCAT2" -> "MONOGEN"*/
/*"FFCAT2" -> "FRAMALG"*/
/*"FFCAT2" -> "FINRALG"*/
/*"FFCAT2" -> "FINITE"*/
/*"FFCAT2" -> "FFIELDC"*/
/*"FFCAT2" -> "FPC"*/

"FLOATCP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FLOATCP"]
/*"FLOATCP" -> "FIELD"*/
/*"FLOATCP" -> "EUCDOM"*/
/*"FLOATCP" -> "PID"*/
/*"FLOATCP" -> "GCDDOM"*/
/*"FLOATCP" -> "INTDOM"*/
/*"FLOATCP" -> "COMRING"*/
/*"FLOATCP" -> "RING"*/
/*"FLOATCP" -> "RNG"*/
/*"FLOATCP" -> "ABELGRP"*/
/*"FLOATCP" -> "CABMON"*/
/*"FLOATCP" -> "ABELMON"*/
/*"FLOATCP" -> "ABELSG"*/
/*"FLOATCP" -> "SETCAT"*/
/*"FLOATCP" -> "BASTYPE"*/
/*"FLOATCP" -> "KOERCE"*/
/*"FLOATCP" -> "SGROUP"*/
/*"FLOATCP" -> "MONOID"*/
/*"FLOATCP" -> "LMODULE"*/
/*"FLOATCP" -> "BMODULE"*/
/*"FLOATCP" -> "RMODULE"*/
/*"FLOATCP" -> "ALGEBRA"*/
/*"FLOATCP" -> "MODULE"*/
/*"FLOATCP" -> "ENTIRER"*/
/*"FLOATCP" -> "UFD"*/
/*"FLOATCP" -> "DIVRING"*/
/*"FLOATCP" -> "ORDRING"*/
/*"FLOATCP" -> "OAGROUP"*/
/*"FLOATCP" -> "OCAMON"*/
/*"FLOATCP" -> "OAMON"*/
/*"FLOATCP" -> "OASGP"*/
/*"FLOATCP" -> "ORDSET"*/
/*"FLOATCP" -> "INS"*/
/*"FLOATCP" -> "OINTDOM"*/
/*"FLOATCP" -> "DIFRING"*/
/*"FLOATCP" -> "KONVERT"*/
/*"FLOATCP" -> "RETRACT"*/
/*"FLOATCP" -> "LINEXP"*/
/*"FLOATCP" -> "PATMAB"*/
/*"FLOATCP" -> "CFCAT"*/
/*"FLOATCP" -> "REAL"*/
/*"FLOATCP" -> "CHARZ"*/
/*"FLOATCP" -> "STEP"*/
"FLOATCP" -> "COMPCAT"
/*"FLOATCP" -> "MONOGEN"*/
/*"FLOATCP" -> "FRAMALG"*/
/*"FLOATCP" -> "FINRALG"*/
/*"FLOATCP" -> "CHARNZ"*/
/*"FLOATCP" -> "FRETRCT"*/
/*"FLOATCP" -> "FLINEXP"*/
/*"FLOATCP" -> "FINITE"*/
/*"FLOATCP" -> "DIFEXT"*/
/*"FLOATCP" -> "PDRING"*/
/*"FLOATCP" -> "FFIELDC"*/
/*"FLOATCP" -> "FPC"*/
/*"FLOATCP" -> "FEVALAB"*/
/*"FLOATCP" -> "ELTAB"*/
/*"FLOATCP" -> "EVALAB"*/
/*"FLOATCP" -> "IEVALAB"*/
/*"FLOATCP" -> "FPATMAB"*/
/*"FLOATCP" -> "TYPE"*/
/*"FLOATCP" -> "PATAB"*/
/*"FLOATCP" -> "TRANFUN"*/
/*"FLOATCP" -> "TRIGCAT"*/
/*"FLOATCP" -> "ATRIG"*/
/*"FLOATCP" -> "HYPCAT"*/
/*"FLOATCP" -> "AHYP"*/
/*"FLOATCP" -> "ELEMFUN"*/
/*"FLOATCP" -> "RADCAT"*/
/*"FLOATCP" -> "PFECAT"*/
/*"FLOATCP" -> "POLYCAT"*/
/*"FLOATCP" -> "FAMR"*/
/*"FLOATCP" -> "AMR"*/
/*"FLOATCP" -> "BOOLEAN"*/
/*"FLOATCP" -> "OM"*/
/*"FLOATCP" -> "INT"*/
/*"FLOATCP" -> "LIST"*/
/*"FLOATCP" -> "ILIST"*/
/*"FLOATCP" -> "QFCAT"*/

"FORDER" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FORDER"]
/*"FORDER" -> "FINITE"*/
/*"FORDER" -> "SETCAT"*/
/*"FORDER" -> "BASTYPE"*/
/*"FORDER" -> "KOERCE"*/
/*"FORDER" -> "FIELD"*/
/*"FORDER" -> "EUCDOM"*/
/*"FORDER" -> "PID"*/
/*"FORDER" -> "GCDDOM"*/
/*"FORDER" -> "INTDOM"*/
/*"FORDER" -> "COMRING"*/
/*"FORDER" -> "RING"*/
/*"FORDER" -> "RNG"*/
/*"FORDER" -> "ABELGRP"*/
/*"FORDER" -> "CABMON"*/
/*"FORDER" -> "ABELMON"*/
/*"FORDER" -> "ABELSG"*/
/*"FORDER" -> "SGROUP"*/
/*"FORDER" -> "MONOID"*/
/*"FORDER" -> "LMODULE"*/
/*"FORDER" -> "BMODULE"*/
/*"FORDER" -> "RMODULE"*/
/*"FORDER" -> "ALGEBRA"*/
/*"FORDER" -> "MODULE"*/
/*"FORDER" -> "ENTIRER"*/
/*"FORDER" -> "UFD"*/
/*"FORDER" -> "DIVRING"*/
/*"FORDER" -> "UPOLYC"*/
/*"FORDER" -> "POLYCAT"*/
/*"FORDER" -> "PDRING"*/
/*"FORDER" -> "FAMR"*/
/*"FORDER" -> "AMR"*/
/*"FORDER" -> "CHARZ"*/
/*"FORDER" -> "CHARNZ"*/
/*"FORDER" -> "FRETRCT"*/
/*"FORDER" -> "RETRACT"*/
/*"FORDER" -> "EVALAB"*/
/*"FORDER" -> "IEVALAB"*/
/*"FORDER" -> "FLINEXP"*/
/*"FORDER" -> "LINEXP"*/
/*"FORDER" -> "ORDSET"*/
/*"FORDER" -> "KONVERT"*/
/*"FORDER" -> "PATMAB"*/
/*"FORDER" -> "PFECAT"*/
/*"FORDER" -> "ELTAB"*/
/*"FORDER" -> "DIFRING"*/
/*"FORDER" -> "DIFEXT"*/
/*"FORDER" -> "STEP"*/
"FORDER" -> "FFCAT"
/*"FORDER" -> "MONOGEN"*/
/*"FORDER" -> "FRAMALG"*/
/*"FORDER" -> "FINRALG"*/
/*"FORDER" -> "FFIELDC"*/
/*"FORDER" -> "FPC"*/
/*"FORDER" -> "SINT"*/
/*"FORDER" -> "NNI"*/
/*"FORDER" -> "INT"*/

"FORTRAN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FORTRAN"]
/*"FORTRAN" -> "FORTCAT"*/
/*"FORTRAN" -> "TYPE"*/
/*"FORTRAN" -> "KOERCE"*/
/*"FORTRAN" -> "SINT"*/
/*"FORTRAN" -> "SYMBOL"*/
/*"FORTRAN" -> "INT"*/
/*"FORTRAN" -> "REF"*/
/*"FORTRAN" -> "ALIST"*/
/*"FORTRAN" -> "LIST"*/
/*"FORTRAN" -> "STRING"*/
/*"FORTRAN" -> "CHAR"*/
/*"FORTRAN" -> "OUTFORM"*/
/*"FORTRAN" -> "PRIMARR"*/
/*"FORTRAN" -> "A1AGG-"*/
/*"FORTRAN" -> "ISTRING"*/
/*"FORTRAN" -> "SRAGG-"*/
/*"FORTRAN" -> "FLAGG-"*/
/*"FORTRAN" -> "LNAGG-"*/
/*"FORTRAN" -> "ILIST"*/
/*"FORTRAN" -> "LSAGG-"*/
/*"FORTRAN" -> "STAGG-"*/
/*"FORTRAN" -> "ELAGG-"*/
/*"FORTRAN" -> "URAGG-"*/
/*"FORTRAN" -> "RCAGG-"*/
/*"FORTRAN" -> "IXAGG-"*/
/*"FORTRAN" -> "ORDSET"*/
/*"FORTRAN" -> "SETCAT"*/
/*"FORTRAN" -> "BASTYPE"*/
/*"FORTRAN" -> "KONVERT"*/
/*"FORTRAN" -> "OM"*/
/*"FORTRAN" -> "PATMAB"*/
/*"FORTRAN" -> "FMTC"*/
/*"FORTRAN" -> "INTDOM"*/
/*"FORTRAN" -> "COMRING"*/
/*"FORTRAN" -> "RING"*/
/*"FORTRAN" -> "RNG"*/
/*"FORTRAN" -> "ABELGRP"*/
/*"FORTRAN" -> "CABMON"*/
/*"FORTRAN" -> "ABELMON"*/
/*"FORTRAN" -> "ABELSG"*/
/*"FORTRAN" -> "SGROUP"*/
/*"FORTRAN" -> "MONOID"*/
/*"FORTRAN" -> "LMODULE"*/
/*"FORTRAN" -> "BMODULE"*/
/*"FORTRAN" -> "RMODULE"*/
/*"FORTRAN" -> "ALGEBRA"*/
/*"FORTRAN" -> "MODULE"*/
/*"FORTRAN" -> "ENTIRER"*/
/*"FORTRAN" -> "RETRACT"*/
/*"FORTRAN" -> "LSAGG"*/
/*"FORTRAN" -> "STAGG"*/
/*"FORTRAN" -> "URAGG"*/
/*"FORTRAN" -> "RCAGG"*/
/*"FORTRAN" -> "HOAGG"*/
/*"FORTRAN" -> "AGG"*/
/*"FORTRAN" -> "EVALAB"*/
/*"FORTRAN" -> "IEVALAB"*/
/*"FORTRAN" -> "LNAGG"*/
/*"FORTRAN" -> "IXAGG"*/
/*"FORTRAN" -> "ELTAGG"*/
/*"FORTRAN" -> "ELTAB"*/
/*"FORTRAN" -> "CLAGG"*/
/*"FORTRAN" -> "FLAGG"*/
/*"FORTRAN" -> "ELAGG"*/
/*"FORTRAN" -> "NNI"*/
/*"FORTRAN" -> "FPS"*/
/*"FORTRAN" -> "RNS"*/
/*"FORTRAN" -> "FIELD"*/
/*"FORTRAN" -> "EUCDOM"*/
/*"FORTRAN" -> "PID"*/
/*"FORTRAN" -> "GCDDOM"*/
/*"FORTRAN" -> "UFD"*/
/*"FORTRAN" -> "DIVRING"*/
/*"FORTRAN" -> "ORDRING"*/
/*"FORTRAN" -> "OAGROUP"*/
/*"FORTRAN" -> "OCAMON"*/
/*"FORTRAN" -> "OAMON"*/
/*"FORTRAN" -> "OASGP"*/
/*"FORTRAN" -> "REAL"*/
/*"FORTRAN" -> "RADCAT"*/
/*"FORTRAN" -> "CHARZ"*/
/*"FORTRAN" -> "INS"*/
/*"FORTRAN" -> "OINTDOM"*/
/*"FORTRAN" -> "DIFRING"*/
/*"FORTRAN" -> "LINEXP"*/
/*"FORTRAN" -> "CFCAT"*/
/*"FORTRAN" -> "STEP"*/
"FORTRAN" -> "COMPCAT"
/*"FORTRAN" -> "MONOGEN"*/
/*"FORTRAN" -> "FRAMALG"*/
/*"FORTRAN" -> "FINRALG"*/
/*"FORTRAN" -> "CHARNZ"*/
/*"FORTRAN" -> "FRETRCT"*/
/*"FORTRAN" -> "FLINEXP"*/
/*"FORTRAN" -> "FINITE"*/
/*"FORTRAN" -> "DIFEXT"*/
/*"FORTRAN" -> "PDRING"*/
/*"FORTRAN" -> "FFIELDC"*/
/*"FORTRAN" -> "FPC"*/
/*"FORTRAN" -> "FEVALAB"*/
/*"FORTRAN" -> "FPATMAB"*/
/*"FORTRAN" -> "PATAB"*/
/*"FORTRAN" -> "TRANFUN"*/
/*"FORTRAN" -> "TRIGCAT"*/
/*"FORTRAN" -> "ATRIG"*/
/*"FORTRAN" -> "HYPCAT"*/
/*"FORTRAN" -> "AHYP"*/
/*"FORTRAN" -> "ELEMFUN"*/
/*"FORTRAN" -> "PFECAT"*/

"FRNAAF2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FRNAAF2"]
"FRNAAF2" -> "FRNAALG"
/*"FRNAAF2" -> "FINAALG"*/
/*"FRNAAF2" -> "NAALG"*/
/*"FRNAAF2" -> "NARNG"*/
/*"FRNAAF2" -> "ABELGRP"*/
/*"FRNAAF2" -> "CABMON"*/
/*"FRNAAF2" -> "ABELMON"*/
/*"FRNAAF2" -> "ABELSG"*/
/*"FRNAAF2" -> "SETCAT"*/
/*"FRNAAF2" -> "BASTYPE"*/
/*"FRNAAF2" -> "KOERCE"*/
/*"FRNAAF2" -> "MONAD"*/
/*"FRNAAF2" -> "MODULE"*/
/*"FRNAAF2" -> "BMODULE"*/
/*"FRNAAF2" -> "LMODULE"*/
/*"FRNAAF2" -> "RMODULE"*/
/*"FRNAAF2" -> "COMRING"*/
/*"FRNAAF2" -> "RING"*/
/*"FRNAAF2" -> "RNG"*/
/*"FRNAAF2" -> "SGROUP"*/
/*"FRNAAF2" -> "MONOID"*/
/*"FRNAAF2" -> "PI"*/
/*"FRNAAF2" -> "NNI"*/
/*"FRNAAF2" -> "INT"*/
/*"FRNAAF2" -> "SINT"*/
/*"FRNAAF2" -> "VECTOR"*/
/*"FRNAAF2" -> "IVECTOR"*/
/*"FRNAAF2" -> "IARRAY1"*/

"FSPRMELT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FSPRMELT"]
/*"FSPRMELT" -> "INTDOM"*/
/*"FSPRMELT" -> "COMRING"*/
/*"FSPRMELT" -> "RING"*/
/*"FSPRMELT" -> "RNG"*/
/*"FSPRMELT" -> "ABELGRP"*/
/*"FSPRMELT" -> "CABMON"*/
/*"FSPRMELT" -> "ABELMON"*/
/*"FSPRMELT" -> "ABELSG"*/
/*"FSPRMELT" -> "SETCAT"*/
/*"FSPRMELT" -> "BASTYPE"*/
/*"FSPRMELT" -> "KOERCE"*/
/*"FSPRMELT" -> "SGROUP"*/
/*"FSPRMELT" -> "MONOID"*/
/*"FSPRMELT" -> "LMODULE"*/
/*"FSPRMELT" -> "BMODULE"*/
/*"FSPRMELT" -> "RMODULE"*/
/*"FSPRMELT" -> "ALGEBRA"*/
/*"FSPRMELT" -> "MODULE"*/
/*"FSPRMELT" -> "ENTIRER"*/
/*"FSPRMELT" -> "ORDSET"*/
/*"FSPRMELT" -> "CHARZ"*/
"FSPRMELT" -> "FS"
/*"FSPRMELT" -> "ES"*/
/*"FSPRMELT" -> "RETRACT"*/
/*"FSPRMELT" -> "IEVALAB"*/
/*"FSPRMELT" -> "EVALAB"*/
/*"FSPRMELT" -> "PATAB"*/
/*"FSPRMELT" -> "KONVERT"*/
/*"FSPRMELT" -> "FPATMAB"*/
/*"FSPRMELT" -> "TYPE"*/
/*"FSPRMELT" -> "PATMAB"*/
/*"FSPRMELT" -> "FRETRCT"*/
/*"FSPRMELT" -> "GROUP"*/
/*"FSPRMELT" -> "PDRING"*/
/*"FSPRMELT" -> "FLINEXP"*/
/*"FSPRMELT" -> "LINEXP"*/
/*"FSPRMELT" -> "CHARNZ"*/
/*"FSPRMELT" -> "FIELD"*/
/*"FSPRMELT" -> "EUCDOM"*/
/*"FSPRMELT" -> "PID"*/
/*"FSPRMELT" -> "GCDDOM"*/
/*"FSPRMELT" -> "UFD"*/
/*"FSPRMELT" -> "DIVRING"*/
/*"FSPRMELT" -> "CACHSET"*/
/*"FSPRMELT" -> "POLYCAT"*/
/*"FSPRMELT" -> "FAMR"*/
/*"FSPRMELT" -> "AMR"*/
/*"FSPRMELT" -> "PFECAT"*/
/*"FSPRMELT" -> "LSAGG"*/
/*"FSPRMELT" -> "STAGG"*/
/*"FSPRMELT" -> "URAGG"*/
/*"FSPRMELT" -> "RCAGG"*/
/*"FSPRMELT" -> "HOAGG"*/
/*"FSPRMELT" -> "AGG"*/
/*"FSPRMELT" -> "LNAGG"*/
/*"FSPRMELT" -> "IXAGG"*/
/*"FSPRMELT" -> "ELTAGG"*/
/*"FSPRMELT" -> "ELTAB"*/
/*"FSPRMELT" -> "CLAGG"*/
/*"FSPRMELT" -> "FLAGG"*/
/*"FSPRMELT" -> "ELAGG"*/
/*"FSPRMELT" -> "OM"*/
/*"FSPRMELT" -> "INT"*/
/*"FSPRMELT" -> "LIST"*/
/*"FSPRMELT" -> "ILIST"*/
/*"FSPRMELT" -> "SYMBOL"*/
/*"FSPRMELT" -> "REF"*/
/*"FSPRMELT" -> "ALIST"*/
/*"FSPRMELT" -> "STRING"*/
/*"FSPRMELT" -> "CHAR"*/
/*"FSPRMELT" -> "SINT"*/
/*"FSPRMELT" -> "OUTFORM"*/
/*"FSPRMELT" -> "PRIMARR"*/
/*"FSPRMELT" -> "A1AGG-"*/
/*"FSPRMELT" -> "ISTRING"*/
/*"FSPRMELT" -> "SRAGG-"*/
/*"FSPRMELT" -> "FLAGG-"*/
/*"FSPRMELT" -> "LNAGG-"*/
/*"FSPRMELT" -> "NNI"*/
/*"FSPRMELT" -> "ACF"*/
/*"FSPRMELT" -> "RADCAT"*/
/*"FSPRMELT" -> "BOOLEAN"*/
/*"FSPRMELT" -> "UPOLYC"*/
/*"FSPRMELT" -> "DIFRING"*/
/*"FSPRMELT" -> "DIFEXT"*/
/*"FSPRMELT" -> "STEP"*/
/*"FSPRMELT" -> "PI"*/

"FSRED" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FSRED"]
/*"FSRED" -> "ORDSET"*/
/*"FSRED" -> "SETCAT"*/
/*"FSRED" -> "BASTYPE"*/
/*"FSRED" -> "KOERCE"*/
/*"FSRED" -> "INTDOM"*/
/*"FSRED" -> "COMRING"*/
/*"FSRED" -> "RING"*/
/*"FSRED" -> "RNG"*/
/*"FSRED" -> "ABELGRP"*/
/*"FSRED" -> "CABMON"*/
/*"FSRED" -> "ABELMON"*/
/*"FSRED" -> "ABELSG"*/
/*"FSRED" -> "SGROUP"*/
/*"FSRED" -> "MONOID"*/
/*"FSRED" -> "LMODULE"*/
/*"FSRED" -> "BMODULE"*/
/*"FSRED" -> "RMODULE"*/
/*"FSRED" -> "ALGEBRA"*/
/*"FSRED" -> "MODULE"*/
/*"FSRED" -> "ENTIRER"*/
/*"FSRED" -> "RETRACT"*/
"FSRED" -> "FS"
/*"FSRED" -> "ES"*/
/*"FSRED" -> "IEVALAB"*/
/*"FSRED" -> "EVALAB"*/
/*"FSRED" -> "PATAB"*/
/*"FSRED" -> "KONVERT"*/
/*"FSRED" -> "FPATMAB"*/
/*"FSRED" -> "TYPE"*/
/*"FSRED" -> "PATMAB"*/
/*"FSRED" -> "FRETRCT"*/
/*"FSRED" -> "GROUP"*/
/*"FSRED" -> "PDRING"*/
/*"FSRED" -> "FLINEXP"*/
/*"FSRED" -> "LINEXP"*/
/*"FSRED" -> "CHARZ"*/
/*"FSRED" -> "CHARNZ"*/
/*"FSRED" -> "FIELD"*/
/*"FSRED" -> "EUCDOM"*/
/*"FSRED" -> "PID"*/
/*"FSRED" -> "GCDDOM"*/
/*"FSRED" -> "UFD"*/
/*"FSRED" -> "DIVRING"*/
/*"FSRED" -> "CACHSET"*/
/*"FSRED" -> "INS"*/
/*"FSRED" -> "OINTDOM"*/
/*"FSRED" -> "ORDRING"*/
/*"FSRED" -> "OAGROUP"*/
/*"FSRED" -> "OCAMON"*/
/*"FSRED" -> "OAMON"*/
/*"FSRED" -> "OASGP"*/
/*"FSRED" -> "DIFRING"*/
/*"FSRED" -> "CFCAT"*/
/*"FSRED" -> "REAL"*/
/*"FSRED" -> "STEP"*/
/*"FSRED" -> "UPOLYC"*/
/*"FSRED" -> "POLYCAT"*/
/*"FSRED" -> "FAMR"*/
/*"FSRED" -> "AMR"*/
/*"FSRED" -> "PFECAT"*/
/*"FSRED" -> "ELTAB"*/
/*"FSRED" -> "DIFEXT"*/
/*"FSRED" -> "QFCAT"*/
/*"FSRED" -> "FEVALAB"*/
/*"FSRED" -> "OM"*/
/*"FSRED" -> "INT"*/

"FSUPFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FSUPFACT"]
/*"FSUPFACT" -> "INTDOM"*/
/*"FSUPFACT" -> "COMRING"*/
/*"FSUPFACT" -> "RING"*/
/*"FSUPFACT" -> "RNG"*/
/*"FSUPFACT" -> "ABELGRP"*/
/*"FSUPFACT" -> "CABMON"*/
/*"FSUPFACT" -> "ABELMON"*/
/*"FSUPFACT" -> "ABELSG"*/
/*"FSUPFACT" -> "SETCAT"*/
/*"FSUPFACT" -> "BASTYPE"*/
/*"FSUPFACT" -> "KOERCE"*/
/*"FSUPFACT" -> "SGROUP"*/
/*"FSUPFACT" -> "MONOID"*/
/*"FSUPFACT" -> "LMODULE"*/
/*"FSUPFACT" -> "BMODULE"*/
/*"FSUPFACT" -> "RMODULE"*/
/*"FSUPFACT" -> "ALGEBRA"*/
/*"FSUPFACT" -> "MODULE"*/
/*"FSUPFACT" -> "ENTIRER"*/
/*"FSUPFACT" -> "ORDSET"*/
/*"FSUPFACT" -> "RETRACT"*/
"FSUPFACT" -> "FS"
/*"FSUPFACT" -> "ES"*/
/*"FSUPFACT" -> "IEVALAB"*/
/*"FSUPFACT" -> "EVALAB"*/
/*"FSUPFACT" -> "PATAB"*/
/*"FSUPFACT" -> "KONVERT"*/
/*"FSUPFACT" -> "FPATMAB"*/
/*"FSUPFACT" -> "TYPE"*/
/*"FSUPFACT" -> "PATMAB"*/
/*"FSUPFACT" -> "FRETRCT"*/
/*"FSUPFACT" -> "GROUP"*/
/*"FSUPFACT" -> "PDRING"*/
/*"FSUPFACT" -> "FLINEXP"*/
/*"FSUPFACT" -> "LINEXP"*/
/*"FSUPFACT" -> "CHARZ"*/
/*"FSUPFACT" -> "CHARNZ"*/
/*"FSUPFACT" -> "FIELD"*/
/*"FSUPFACT" -> "EUCDOM"*/
/*"FSUPFACT" -> "PID"*/
/*"FSUPFACT" -> "GCDDOM"*/
/*"FSUPFACT" -> "UFD"*/
/*"FSUPFACT" -> "DIVRING"*/
/*"FSUPFACT" -> "UPOLYC"*/
/*"FSUPFACT" -> "POLYCAT"*/
/*"FSUPFACT" -> "FAMR"*/
/*"FSUPFACT" -> "AMR"*/
/*"FSUPFACT" -> "PFECAT"*/
/*"FSUPFACT" -> "ELTAB"*/
/*"FSUPFACT" -> "DIFRING"*/
/*"FSUPFACT" -> "DIFEXT"*/
/*"FSUPFACT" -> "STEP"*/
/*"FSUPFACT" -> "SYMBOL"*/
/*"FSUPFACT" -> "INT"*/
/*"FSUPFACT" -> "REF"*/
/*"FSUPFACT" -> "ALIST"*/
/*"FSUPFACT" -> "LIST"*/
/*"FSUPFACT" -> "STRING"*/
/*"FSUPFACT" -> "CHAR"*/
/*"FSUPFACT" -> "SINT"*/
/*"FSUPFACT" -> "OUTFORM"*/
/*"FSUPFACT" -> "PRIMARR"*/
/*"FSUPFACT" -> "A1AGG-"*/
/*"FSUPFACT" -> "ISTRING"*/
/*"FSUPFACT" -> "SRAGG-"*/
/*"FSUPFACT" -> "FLAGG-"*/
/*"FSUPFACT" -> "LNAGG-"*/
"FSUPFACT" -> "ACF"
/*"FSUPFACT" -> "RADCAT"*/
/*"FSUPFACT" -> "INS"*/
/*"FSUPFACT" -> "OINTDOM"*/
/*"FSUPFACT" -> "ORDRING"*/
/*"FSUPFACT" -> "OAGROUP"*/
/*"FSUPFACT" -> "OCAMON"*/
/*"FSUPFACT" -> "OAMON"*/
/*"FSUPFACT" -> "OASGP"*/
/*"FSUPFACT" -> "CFCAT"*/
/*"FSUPFACT" -> "REAL"*/
/*"FSUPFACT" -> "QFCAT"*/
/*"FSUPFACT" -> "FEVALAB"*/
/*"FSUPFACT" -> "BOOLEAN"*/
/*"FSUPFACT" -> "CACHSET"*/

"FSPECF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FSPECF"]
/*"FSPECF" -> "ORDSET"*/
/*"FSPECF" -> "SETCAT"*/
/*"FSPECF" -> "BASTYPE"*/
/*"FSPECF" -> "KOERCE"*/
/*"FSPECF" -> "INTDOM"*/
/*"FSPECF" -> "COMRING"*/
/*"FSPECF" -> "RING"*/
/*"FSPECF" -> "RNG"*/
/*"FSPECF" -> "ABELGRP"*/
/*"FSPECF" -> "CABMON"*/
/*"FSPECF" -> "ABELMON"*/
/*"FSPECF" -> "ABELSG"*/
/*"FSPECF" -> "SGROUP"*/
/*"FSPECF" -> "MONOID"*/
/*"FSPECF" -> "LMODULE"*/
/*"FSPECF" -> "BMODULE"*/
/*"FSPECF" -> "RMODULE"*/
/*"FSPECF" -> "ALGEBRA"*/
/*"FSPECF" -> "MODULE"*/
/*"FSPECF" -> "ENTIRER"*/
"FSPECF" -> "FS"
/*"FSPECF" -> "ES"*/
/*"FSPECF" -> "RETRACT"*/
/*"FSPECF" -> "IEVALAB"*/
/*"FSPECF" -> "EVALAB"*/
/*"FSPECF" -> "PATAB"*/
/*"FSPECF" -> "KONVERT"*/
/*"FSPECF" -> "FPATMAB"*/
/*"FSPECF" -> "TYPE"*/
/*"FSPECF" -> "PATMAB"*/
/*"FSPECF" -> "FRETRCT"*/
/*"FSPECF" -> "GROUP"*/
/*"FSPECF" -> "PDRING"*/
/*"FSPECF" -> "FLINEXP"*/
/*"FSPECF" -> "LINEXP"*/
/*"FSPECF" -> "CHARZ"*/
/*"FSPECF" -> "CHARNZ"*/
/*"FSPECF" -> "FIELD"*/
/*"FSPECF" -> "EUCDOM"*/
/*"FSPECF" -> "PID"*/
/*"FSPECF" -> "GCDDOM"*/
/*"FSPECF" -> "UFD"*/
/*"FSPECF" -> "DIVRING"*/
/*"FSPECF" -> "SYMBOL"*/
/*"FSPECF" -> "INT"*/
/*"FSPECF" -> "REF"*/
/*"FSPECF" -> "ALIST"*/
/*"FSPECF" -> "LIST"*/
/*"FSPECF" -> "STRING"*/
/*"FSPECF" -> "CHAR"*/
/*"FSPECF" -> "SINT"*/
/*"FSPECF" -> "OUTFORM"*/
/*"FSPECF" -> "PRIMARR"*/
/*"FSPECF" -> "A1AGG-"*/
/*"FSPECF" -> "ISTRING"*/
/*"FSPECF" -> "SRAGG-"*/
/*"FSPECF" -> "FLAGG-"*/
/*"FSPECF" -> "LNAGG-"*/
/*"FSPECF" -> "POLYCAT"*/
/*"FSPECF" -> "FAMR"*/
/*"FSPECF" -> "AMR"*/
/*"FSPECF" -> "PFECAT"*/
/*"FSPECF" -> "SPFCAT"*/
/*"FSPECF" -> "ILIST"*/
/*"FSPECF" -> "LSAGG-"*/
/*"FSPECF" -> "STAGG-"*/
/*"FSPECF" -> "ELAGG-"*/
/*"FSPECF" -> "URAGG-"*/
/*"FSPECF" -> "INS-"*/
/*"FSPECF" -> "LSAGG"*/
/*"FSPECF" -> "STAGG"*/
/*"FSPECF" -> "URAGG"*/
/*"FSPECF" -> "RCAGG"*/
/*"FSPECF" -> "HOAGG"*/
/*"FSPECF" -> "AGG"*/
/*"FSPECF" -> "LNAGG"*/
/*"FSPECF" -> "IXAGG"*/
/*"FSPECF" -> "ELTAGG"*/
/*"FSPECF" -> "ELTAB"*/
/*"FSPECF" -> "CLAGG"*/
/*"FSPECF" -> "FLAGG"*/
/*"FSPECF" -> "ELAGG"*/
/*"FSPECF" -> "OM"*/
/*"FSPECF" -> "ELEMFUN"*/

"FS2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FS2"]
/*"FS2" -> "RING"*/
/*"FS2" -> "RNG"*/
/*"FS2" -> "ABELGRP"*/
/*"FS2" -> "CABMON"*/
/*"FS2" -> "ABELMON"*/
/*"FS2" -> "ABELSG"*/
/*"FS2" -> "SETCAT"*/
/*"FS2" -> "BASTYPE"*/
/*"FS2" -> "KOERCE"*/
/*"FS2" -> "SGROUP"*/
/*"FS2" -> "MONOID"*/
/*"FS2" -> "LMODULE"*/
/*"FS2" -> "ORDSET"*/
"FS2" -> "FS"
/*"FS2" -> "ES"*/
/*"FS2" -> "RETRACT"*/
/*"FS2" -> "IEVALAB"*/
/*"FS2" -> "EVALAB"*/
/*"FS2" -> "PATAB"*/
/*"FS2" -> "KONVERT"*/
/*"FS2" -> "FPATMAB"*/
/*"FS2" -> "TYPE"*/
/*"FS2" -> "PATMAB"*/
/*"FS2" -> "FRETRCT"*/
/*"FS2" -> "GROUP"*/
/*"FS2" -> "PDRING"*/
/*"FS2" -> "FLINEXP"*/
/*"FS2" -> "LINEXP"*/
/*"FS2" -> "CHARZ"*/
/*"FS2" -> "CHARNZ"*/
/*"FS2" -> "ALGEBRA"*/
/*"FS2" -> "MODULE"*/
/*"FS2" -> "BMODULE"*/
/*"FS2" -> "RMODULE"*/
/*"FS2" -> "FIELD"*/
/*"FS2" -> "EUCDOM"*/
/*"FS2" -> "PID"*/
/*"FS2" -> "GCDDOM"*/
/*"FS2" -> "INTDOM"*/
/*"FS2" -> "COMRING"*/
/*"FS2" -> "ENTIRER"*/
/*"FS2" -> "UFD"*/
/*"FS2" -> "DIVRING"*/
/*"FS2" -> "CACHSET"*/

"FS2UPS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FS2UPS"]
/*"FS2UPS" -> "GCDDOM"*/
/*"FS2UPS" -> "INTDOM"*/
/*"FS2UPS" -> "COMRING"*/
/*"FS2UPS" -> "RING"*/
/*"FS2UPS" -> "RNG"*/
/*"FS2UPS" -> "ABELGRP"*/
/*"FS2UPS" -> "CABMON"*/
/*"FS2UPS" -> "ABELMON"*/
/*"FS2UPS" -> "ABELSG"*/
/*"FS2UPS" -> "SETCAT"*/
/*"FS2UPS" -> "BASTYPE"*/
/*"FS2UPS" -> "KOERCE"*/
/*"FS2UPS" -> "SGROUP"*/
/*"FS2UPS" -> "MONOID"*/
/*"FS2UPS" -> "LMODULE"*/
/*"FS2UPS" -> "BMODULE"*/
/*"FS2UPS" -> "RMODULE"*/
/*"FS2UPS" -> "ALGEBRA"*/
/*"FS2UPS" -> "MODULE"*/
/*"FS2UPS" -> "ENTIRER"*/
/*"FS2UPS" -> "ORDSET"*/
/*"FS2UPS" -> "RETRACT"*/
/*"FS2UPS" -> "LINEXP"*/
"FS2UPS" -> "ACF"
/*"FS2UPS" -> "FIELD"*/
/*"FS2UPS" -> "EUCDOM"*/
/*"FS2UPS" -> "PID"*/
/*"FS2UPS" -> "UFD"*/
/*"FS2UPS" -> "DIVRING"*/
/*"FS2UPS" -> "RADCAT"*/
/*"FS2UPS" -> "TRANFUN"*/
/*"FS2UPS" -> "TRIGCAT"*/
/*"FS2UPS" -> "ATRIG"*/
/*"FS2UPS" -> "HYPCAT"*/
/*"FS2UPS" -> "AHYP"*/
/*"FS2UPS" -> "ELEMFUN"*/
"FS2UPS" -> "FS"
/*"FS2UPS" -> "ES"*/
/*"FS2UPS" -> "IEVALAB"*/
/*"FS2UPS" -> "EVALAB"*/
/*"FS2UPS" -> "PATAB"*/
/*"FS2UPS" -> "KONVERT"*/
/*"FS2UPS" -> "FPATMAB"*/
/*"FS2UPS" -> "TYPE"*/
/*"FS2UPS" -> "PATMAB"*/
/*"FS2UPS" -> "FRETRCT"*/
/*"FS2UPS" -> "GROUP"*/
/*"FS2UPS" -> "PDRING"*/
/*"FS2UPS" -> "FLINEXP"*/
/*"FS2UPS" -> "CHARZ"*/
/*"FS2UPS" -> "CHARNZ"*/
/*"FS2UPS" -> "ORDRING"*/
/*"FS2UPS" -> "OAGROUP"*/
/*"FS2UPS" -> "OCAMON"*/
/*"FS2UPS" -> "OAMON"*/
/*"FS2UPS" -> "OASGP"*/
/*"FS2UPS" -> "UPSCAT"*/
/*"FS2UPS" -> "PSCAT"*/
/*"FS2UPS" -> "AMR"*/
/*"FS2UPS" -> "ELTAB"*/
/*"FS2UPS" -> "DIFRING"*/
/*"FS2UPS" -> "PTRANFN"*/
/*"FS2UPS" -> "NNI"*/
/*"FS2UPS" -> "INT"*/
/*"FS2UPS" -> "INS-"*/
/*"FS2UPS" -> "POLYCAT"*/
/*"FS2UPS" -> "FAMR"*/
/*"FS2UPS" -> "PFECAT"*/
/*"FS2UPS" -> "BOOLEAN"*/
/*"FS2UPS" -> "LIST"*/
/*"FS2UPS" -> "ILIST"*/
/*"FS2UPS" -> "SYMBOL"*/
/*"FS2UPS" -> "REF"*/
/*"FS2UPS" -> "ALIST"*/
/*"FS2UPS" -> "STRING"*/
/*"FS2UPS" -> "CHAR"*/
/*"FS2UPS" -> "SINT"*/
/*"FS2UPS" -> "OUTFORM"*/
/*"FS2UPS" -> "PRIMARR"*/
/*"FS2UPS" -> "A1AGG-"*/
/*"FS2UPS" -> "ISTRING"*/
/*"FS2UPS" -> "SRAGG-"*/
/*"FS2UPS" -> "FLAGG-"*/
/*"FS2UPS" -> "LNAGG-"*/
/*"FS2UPS" -> "LSAGG"*/
/*"FS2UPS" -> "STAGG"*/
/*"FS2UPS" -> "URAGG"*/
/*"FS2UPS" -> "RCAGG"*/
/*"FS2UPS" -> "HOAGG"*/
/*"FS2UPS" -> "AGG"*/
/*"FS2UPS" -> "LNAGG"*/
/*"FS2UPS" -> "IXAGG"*/
/*"FS2UPS" -> "ELTAGG"*/
/*"FS2UPS" -> "CLAGG"*/
/*"FS2UPS" -> "FLAGG"*/
/*"FS2UPS" -> "ELAGG"*/
/*"FS2UPS" -> "OM"*/
/*"FS2UPS" -> "LSAGG-"*/
/*"FS2UPS" -> "STAGG-"*/
/*"FS2UPS" -> "ELAGG-"*/
/*"FS2UPS" -> "URAGG-"*/
/*"FS2UPS" -> "INS"*/
/*"FS2UPS" -> "OINTDOM"*/
/*"FS2UPS" -> "CFCAT"*/
/*"FS2UPS" -> "REAL"*/
/*"FS2UPS" -> "STEP"*/
/*"FS2UPS" -> "PI"*/
/*"FS2UPS" -> "CACHSET"*/
/*"FS2UPS" -> "STRICAT"*/
/*"FS2UPS" -> "SRAGG"*/
/*"FS2UPS" -> "A1AGG"*/

"GAUSSFAC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GAUSSFAC"]
/*"GAUSSFAC" -> "INT"*/
/*"GAUSSFAC" -> "INS-"*/
/*"GAUSSFAC" -> "EUCDOM-"*/
/*"GAUSSFAC" -> "INS"*/
/*"GAUSSFAC" -> "UFD"*/
/*"GAUSSFAC" -> "GCDDOM"*/
/*"GAUSSFAC" -> "INTDOM"*/
/*"GAUSSFAC" -> "COMRING"*/
/*"GAUSSFAC" -> "RING"*/
/*"GAUSSFAC" -> "RNG"*/
/*"GAUSSFAC" -> "ABELGRP"*/
/*"GAUSSFAC" -> "CABMON"*/
/*"GAUSSFAC" -> "ABELMON"*/
/*"GAUSSFAC" -> "ABELSG"*/
/*"GAUSSFAC" -> "SETCAT"*/
/*"GAUSSFAC" -> "BASTYPE"*/
/*"GAUSSFAC" -> "KOERCE"*/
/*"GAUSSFAC" -> "SGROUP"*/
/*"GAUSSFAC" -> "MONOID"*/
/*"GAUSSFAC" -> "LMODULE"*/
/*"GAUSSFAC" -> "BMODULE"*/
/*"GAUSSFAC" -> "RMODULE"*/
/*"GAUSSFAC" -> "ALGEBRA"*/
/*"GAUSSFAC" -> "MODULE"*/
/*"GAUSSFAC" -> "ENTIRER"*/
/*"GAUSSFAC" -> "EUCDOM"*/
/*"GAUSSFAC" -> "PID"*/
/*"GAUSSFAC" -> "OINTDOM"*/
/*"GAUSSFAC" -> "ORDRING"*/
/*"GAUSSFAC" -> "OAGROUP"*/
/*"GAUSSFAC" -> "OCAMON"*/
/*"GAUSSFAC" -> "OAMON"*/
/*"GAUSSFAC" -> "OASGP"*/
/*"GAUSSFAC" -> "ORDSET"*/
/*"GAUSSFAC" -> "DIFRING"*/
/*"GAUSSFAC" -> "KONVERT"*/
/*"GAUSSFAC" -> "RETRACT"*/
/*"GAUSSFAC" -> "LINEXP"*/
/*"GAUSSFAC" -> "PATMAB"*/
/*"GAUSSFAC" -> "CFCAT"*/
/*"GAUSSFAC" -> "REAL"*/
/*"GAUSSFAC" -> "CHARZ"*/
/*"GAUSSFAC" -> "STEP"*/
/*"GAUSSFAC" -> "BOOLEAN"*/
/*"GAUSSFAC" -> "PI"*/
/*"GAUSSFAC" -> "NNI"*/
/*"GAUSSFAC" -> "UFD-"*/
/*"GAUSSFAC" -> "GCDDOM-"*/
/*"GAUSSFAC" -> "INTDOM-"*/
/*"GAUSSFAC" -> "ALGEBRA-"*/
/*"GAUSSFAC" -> "DIFRING-"*/
/*"GAUSSFAC" -> "ORDRING-"*/
/*"GAUSSFAC" -> "MODULE-"*/
/*"GAUSSFAC" -> "RING-"*/
/*"GAUSSFAC" -> "ABELGRP-"*/
/*"GAUSSFAC" -> "ABELMON-"*/
/*"GAUSSFAC" -> "MONOID-"*/
/*"GAUSSFAC" -> "ORDSET-"*/
/*"GAUSSFAC" -> "ABELSG-"*/
/*"GAUSSFAC" -> "SGROUP-"*/
/*"GAUSSFAC" -> "LIST"*/
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"GAUSSFAC" -> "COMPCAT"
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/*"GAUSSFAC" -> "IEVALAB"*/
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"GCNAALG" [color="#88FF44",href="bookvol10.3.pdf#nameddest=GCNAALG"]
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/*"GCNAALG" -> "ORDSET-"*/
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/*"GCNAALG" -> "SETCAT-"*/
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/*"GCNAALG" -> "BOOLEAN"*/

"GENUFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GENUFACT"]
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/*"GENUFACT" -> "PID"*/
/*"GENUFACT" -> "GCDDOM"*/
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/*"GENUFACT" -> "LMODULE"*/
/*"GENUFACT" -> "BMODULE"*/
/*"GENUFACT" -> "RMODULE"*/
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/*"GENUFACT" -> "ENTIRER"*/
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/*"GENUFACT" -> "OINTDOM"*/
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/*"GENUFACT" -> "OAGROUP"*/
/*"GENUFACT" -> "OCAMON"*/
/*"GENUFACT" -> "OAMON"*/
/*"GENUFACT" -> "OASGP"*/
/*"GENUFACT" -> "ORDSET"*/
/*"GENUFACT" -> "DIFRING"*/
/*"GENUFACT" -> "KONVERT"*/
/*"GENUFACT" -> "RETRACT"*/
/*"GENUFACT" -> "LINEXP"*/
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/*"GENUFACT" -> "STEP"*/
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/*"GENUFACT" -> "PDRING"*/
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/*"GENUFACT" -> "AMR"*/
/*"GENUFACT" -> "CHARNZ"*/
/*"GENUFACT" -> "FRETRCT"*/
/*"GENUFACT" -> "EVALAB"*/
/*"GENUFACT" -> "IEVALAB"*/
/*"GENUFACT" -> "FLINEXP"*/
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/*"GENUFACT" -> "ELTAB"*/
/*"GENUFACT" -> "DIFEXT"*/
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/*"GENUFACT" -> "FFIELDC"*/
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/*"GENUFACT" -> "FINITE"*/
"GENUFACT" -> "COMPCAT"
/*"GENUFACT" -> "MONOGEN"*/
/*"GENUFACT" -> "FRAMALG"*/
/*"GENUFACT" -> "FINRALG"*/
/*"GENUFACT" -> "TRANFUN"*/
/*"GENUFACT" -> "TRIGCAT"*/
/*"GENUFACT" -> "ATRIG"*/
/*"GENUFACT" -> "HYPCAT"*/
/*"GENUFACT" -> "AHYP"*/
/*"GENUFACT" -> "ELEMFUN"*/
/*"GENUFACT" -> "RADCAT"*/
/*"GENUFACT" -> "ES"*/
"GENUFACT" -> "ACF"
/*"GENUFACT" -> "OM"*/

"GENUPS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GENUPS"]
/*"GENUPS" -> "INTDOM"*/
/*"GENUPS" -> "COMRING"*/
/*"GENUPS" -> "RING"*/
/*"GENUPS" -> "RNG"*/
/*"GENUPS" -> "ABELGRP"*/
/*"GENUPS" -> "CABMON"*/
/*"GENUPS" -> "ABELMON"*/
/*"GENUPS" -> "ABELSG"*/
/*"GENUPS" -> "SETCAT"*/
/*"GENUPS" -> "BASTYPE"*/
/*"GENUPS" -> "KOERCE"*/
/*"GENUPS" -> "SGROUP"*/
/*"GENUPS" -> "MONOID"*/
/*"GENUPS" -> "LMODULE"*/
/*"GENUPS" -> "BMODULE"*/
/*"GENUPS" -> "RMODULE"*/
/*"GENUPS" -> "ALGEBRA"*/
/*"GENUPS" -> "MODULE"*/
/*"GENUPS" -> "ENTIRER"*/
/*"GENUPS" -> "ORDSET"*/
/*"GENUPS" -> "RETRACT"*/
/*"GENUPS" -> "LINEXP"*/
"GENUPS" -> "ACF"
/*"GENUPS" -> "FIELD"*/
/*"GENUPS" -> "EUCDOM"*/
/*"GENUPS" -> "PID"*/
/*"GENUPS" -> "GCDDOM"*/
/*"GENUPS" -> "UFD"*/
/*"GENUPS" -> "DIVRING"*/
/*"GENUPS" -> "RADCAT"*/
/*"GENUPS" -> "TRANFUN"*/
/*"GENUPS" -> "TRIGCAT"*/
/*"GENUPS" -> "ATRIG"*/
/*"GENUPS" -> "HYPCAT"*/
/*"GENUPS" -> "AHYP"*/
/*"GENUPS" -> "ELEMFUN"*/
"GENUPS" -> "FS"
/*"GENUPS" -> "ES"*/
/*"GENUPS" -> "IEVALAB"*/
/*"GENUPS" -> "EVALAB"*/
/*"GENUPS" -> "PATAB"*/
/*"GENUPS" -> "KONVERT"*/
/*"GENUPS" -> "FPATMAB"*/
/*"GENUPS" -> "TYPE"*/
/*"GENUPS" -> "PATMAB"*/
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/*"GENUPS" -> "GROUP"*/
/*"GENUPS" -> "PDRING"*/
/*"GENUPS" -> "FLINEXP"*/
/*"GENUPS" -> "CHARZ"*/
/*"GENUPS" -> "CHARNZ"*/
/*"GENUPS" -> "INT"*/
/*"GENUPS" -> "NNI"*/
/*"GENUPS" -> "INS"*/
/*"GENUPS" -> "OINTDOM"*/
/*"GENUPS" -> "ORDRING"*/
/*"GENUPS" -> "OAGROUP"*/
/*"GENUPS" -> "OCAMON"*/
/*"GENUPS" -> "OAMON"*/
/*"GENUPS" -> "OASGP"*/
/*"GENUPS" -> "DIFRING"*/
/*"GENUPS" -> "CFCAT"*/
/*"GENUPS" -> "REAL"*/
/*"GENUPS" -> "STEP"*/
/*"GENUPS" -> "OM"*/
/*"GENUPS" -> "INS-"*/
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/*"GTSET" -> "SETCAT"*/
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/*"GTSET" -> "TYPE"*/
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/*"GTSET" -> "ABELSG"*/
/*"GTSET" -> "SGROUP"*/
/*"GTSET" -> "MONOID"*/
/*"GTSET" -> "LMODULE"*/
/*"GTSET" -> "BMODULE"*/
/*"GTSET" -> "RMODULE"*/
/*"GTSET" -> "ALGEBRA"*/
/*"GTSET" -> "MODULE"*/
/*"GTSET" -> "ENTIRER"*/
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/*"GTSET" -> "OCAMON"*/
/*"GTSET" -> "OAMON"*/
/*"GTSET" -> "OASGP"*/
/*"GTSET" -> "ORDSET"*/
"GTSET" -> "RPOLCAT"
/*"GTSET" -> "POLYCAT"*/
/*"GTSET" -> "PDRING"*/
/*"GTSET" -> "FAMR"*/
/*"GTSET" -> "AMR"*/
/*"GTSET" -> "CHARZ"*/
/*"GTSET" -> "CHARNZ"*/
/*"GTSET" -> "FRETRCT"*/
/*"GTSET" -> "RETRACT"*/
/*"GTSET" -> "FLINEXP"*/
/*"GTSET" -> "LINEXP"*/
/*"GTSET" -> "PATMAB"*/
/*"GTSET" -> "GCDDOM"*/
/*"GTSET" -> "PFECAT"*/
/*"GTSET" -> "UFD"*/
/*"GTSET" -> "INT"*/
/*"GTSET" -> "LIST"*/
/*"GTSET" -> "ILIST"*/
/*"GTSET" -> "LSAGG-"*/
/*"GTSET" -> "STAGG-"*/
/*"GTSET" -> "ELAGG-"*/
/*"GTSET" -> "FLAGG-"*/
/*"GTSET" -> "URAGG-"*/
/*"GTSET" -> "LNAGG-"*/
/*"GTSET" -> "RCAGG-"*/
/*"GTSET" -> "IXAGG-"*/
/*"GTSET" -> "LSAGG"*/
/*"GTSET" -> "STAGG"*/
/*"GTSET" -> "URAGG"*/
/*"GTSET" -> "RCAGG"*/
/*"GTSET" -> "LNAGG"*/
/*"GTSET" -> "IXAGG"*/
/*"GTSET" -> "ELTAGG"*/
/*"GTSET" -> "ELTAB"*/
/*"GTSET" -> "FLAGG"*/
/*"GTSET" -> "ELAGG"*/
/*"GTSET" -> "OM"*/
/*"GTSET" -> "BOOLEAN"*/
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/*"GPOLSET" -> "SETCAT"*/
/*"GPOLSET" -> "BASTYPE"*/
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/*"GPOLSET" -> "CLAGG"*/
/*"GPOLSET" -> "HOAGG"*/
/*"GPOLSET" -> "AGG"*/
/*"GPOLSET" -> "TYPE"*/
/*"GPOLSET" -> "EVALAB"*/
/*"GPOLSET" -> "IEVALAB"*/
/*"GPOLSET" -> "KONVERT"*/
/*"GPOLSET" -> "RING"*/
/*"GPOLSET" -> "RNG"*/
/*"GPOLSET" -> "ABELGRP"*/
/*"GPOLSET" -> "CABMON"*/
/*"GPOLSET" -> "ABELMON"*/
/*"GPOLSET" -> "ABELSG"*/
/*"GPOLSET" -> "SGROUP"*/
/*"GPOLSET" -> "MONOID"*/
/*"GPOLSET" -> "LMODULE"*/
/*"GPOLSET" -> "OAMONS"*/
/*"GPOLSET" -> "OCAMON"*/
/*"GPOLSET" -> "OAMON"*/
/*"GPOLSET" -> "OASGP"*/
/*"GPOLSET" -> "ORDSET"*/
"GPOLSET" -> "RPOLCAT"
/*"GPOLSET" -> "POLYCAT"*/
/*"GPOLSET" -> "PDRING"*/
/*"GPOLSET" -> "FAMR"*/
/*"GPOLSET" -> "AMR"*/
/*"GPOLSET" -> "BMODULE"*/
/*"GPOLSET" -> "RMODULE"*/
/*"GPOLSET" -> "COMRING"*/
/*"GPOLSET" -> "ALGEBRA"*/
/*"GPOLSET" -> "MODULE"*/
/*"GPOLSET" -> "CHARZ"*/
/*"GPOLSET" -> "CHARNZ"*/
/*"GPOLSET" -> "INTDOM"*/
/*"GPOLSET" -> "ENTIRER"*/
/*"GPOLSET" -> "FRETRCT"*/
/*"GPOLSET" -> "RETRACT"*/
/*"GPOLSET" -> "FLINEXP"*/
/*"GPOLSET" -> "LINEXP"*/
/*"GPOLSET" -> "PATMAB"*/
/*"GPOLSET" -> "GCDDOM"*/
/*"GPOLSET" -> "PFECAT"*/
/*"GPOLSET" -> "UFD"*/
/*"GPOLSET" -> "LSAGG"*/
/*"GPOLSET" -> "STAGG"*/
/*"GPOLSET" -> "URAGG"*/
/*"GPOLSET" -> "RCAGG"*/
/*"GPOLSET" -> "LNAGG"*/
/*"GPOLSET" -> "IXAGG"*/
/*"GPOLSET" -> "ELTAGG"*/
/*"GPOLSET" -> "ELTAB"*/
/*"GPOLSET" -> "FLAGG"*/
/*"GPOLSET" -> "ELAGG"*/
/*"GPOLSET" -> "OM"*/
/*"GPOLSET" -> "INT"*/
/*"GPOLSET" -> "LIST"*/
/*"GPOLSET" -> "ILIST"*/
/*"GPOLSET" -> "LSAGG-"*/
/*"GPOLSET" -> "STAGG-"*/
/*"GPOLSET" -> "ELAGG-"*/
/*"GPOLSET" -> "FLAGG-"*/
/*"GPOLSET" -> "URAGG-"*/
/*"GPOLSET" -> "LNAGG-"*/
/*"GPOLSET" -> "RCAGG-"*/
/*"GPOLSET" -> "IXAGG-"*/

"IAN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=IAN"]
/*"IAN" -> "ES"*/
/*"IAN" -> "ORDSET"*/
/*"IAN" -> "SETCAT"*/
/*"IAN" -> "BASTYPE"*/
/*"IAN" -> "KOERCE"*/
/*"IAN" -> "RETRACT"*/
/*"IAN" -> "IEVALAB"*/
/*"IAN" -> "EVALAB"*/
"IAN" -> "ACF"
/*"IAN" -> "FIELD"*/
/*"IAN" -> "EUCDOM"*/
/*"IAN" -> "PID"*/
/*"IAN" -> "GCDDOM"*/
/*"IAN" -> "INTDOM"*/
/*"IAN" -> "COMRING"*/
/*"IAN" -> "RING"*/
/*"IAN" -> "RNG"*/
/*"IAN" -> "ABELGRP"*/
/*"IAN" -> "CABMON"*/
/*"IAN" -> "ABELMON"*/
/*"IAN" -> "ABELSG"*/
/*"IAN" -> "SGROUP"*/
/*"IAN" -> "MONOID"*/
/*"IAN" -> "LMODULE"*/
/*"IAN" -> "BMODULE"*/
/*"IAN" -> "RMODULE"*/
/*"IAN" -> "ALGEBRA"*/
/*"IAN" -> "MODULE"*/
/*"IAN" -> "ENTIRER"*/
/*"IAN" -> "UFD"*/
/*"IAN" -> "DIVRING"*/
/*"IAN" -> "RADCAT"*/
/*"IAN" -> "LINEXP"*/
/*"IAN" -> "REAL"*/
/*"IAN" -> "KONVERT"*/
/*"IAN" -> "CHARZ"*/
/*"IAN" -> "DIFRING"*/
/*"IAN" -> "INS"*/
/*"IAN" -> "OINTDOM"*/
/*"IAN" -> "ORDRING"*/
/*"IAN" -> "OAGROUP"*/
/*"IAN" -> "OCAMON"*/
/*"IAN" -> "OAMON"*/
/*"IAN" -> "OASGP"*/
/*"IAN" -> "PATMAB"*/
/*"IAN" -> "CFCAT"*/
/*"IAN" -> "STEP"*/
/*"IAN" -> "QFCAT"*/
/*"IAN" -> "FEVALAB"*/
/*"IAN" -> "ELTAB"*/
/*"IAN" -> "DIFEXT"*/
/*"IAN" -> "PDRING"*/
/*"IAN" -> "FLINEXP"*/
/*"IAN" -> "PATAB"*/
/*"IAN" -> "FPATMAB"*/
/*"IAN" -> "TYPE"*/
/*"IAN" -> "CHARNZ"*/
/*"IAN" -> "PFECAT"*/
/*"IAN" -> "FPS"*/
/*"IAN" -> "RNS"*/
"IAN" -> "FS"
/*"IAN" -> "FRETRCT"*/
/*"IAN" -> "GROUP"*/
/*"IAN" -> "OM"*/
/*"IAN" -> "BOOLEAN"*/
/*"IAN" -> "CACHSET"*/
/*"IAN" -> "POLYCAT"*/
/*"IAN" -> "FAMR"*/
/*"IAN" -> "AMR"*/
/*"IAN" -> "INT"*/
/*"IAN" -> "LIST"*/
/*"IAN" -> "ILIST"*/
/*"IAN" -> "NNI"*/
/*"IAN" -> "UPOLYC"*/
"IAN" -> "COMPCAT"
/*"IAN" -> "MONOGEN"*/
/*"IAN" -> "FRAMALG"*/
/*"IAN" -> "FINRALG"*/
/*"IAN" -> "FINITE"*/
/*"IAN" -> "FFIELDC"*/
/*"IAN" -> "FPC"*/
/*"IAN" -> "TRANFUN"*/
/*"IAN" -> "TRIGCAT"*/
/*"IAN" -> "ATRIG"*/
/*"IAN" -> "HYPCAT"*/
/*"IAN" -> "AHYP"*/
/*"IAN" -> "ELEMFUN"*/

"INEP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INEP"]
/*"INEP" -> "FIELD"*/
/*"INEP" -> "EUCDOM"*/
/*"INEP" -> "PID"*/
/*"INEP" -> "GCDDOM"*/
/*"INEP" -> "INTDOM"*/
/*"INEP" -> "COMRING"*/
/*"INEP" -> "RING"*/
/*"INEP" -> "RNG"*/
/*"INEP" -> "ABELGRP"*/
/*"INEP" -> "CABMON"*/
/*"INEP" -> "ABELMON"*/
/*"INEP" -> "ABELSG"*/
/*"INEP" -> "SETCAT"*/
/*"INEP" -> "BASTYPE"*/
/*"INEP" -> "KOERCE"*/
/*"INEP" -> "SGROUP"*/
/*"INEP" -> "MONOID"*/
/*"INEP" -> "LMODULE"*/
/*"INEP" -> "BMODULE"*/
/*"INEP" -> "RMODULE"*/
/*"INEP" -> "ALGEBRA"*/
/*"INEP" -> "MODULE"*/
/*"INEP" -> "ENTIRER"*/
/*"INEP" -> "UFD"*/
/*"INEP" -> "DIVRING"*/
/*"INEP" -> "ORDRING"*/
/*"INEP" -> "OAGROUP"*/
/*"INEP" -> "OCAMON"*/
/*"INEP" -> "OAMON"*/
/*"INEP" -> "OASGP"*/
/*"INEP" -> "ORDSET"*/
/*"INEP" -> "INS"*/
/*"INEP" -> "OINTDOM"*/
/*"INEP" -> "DIFRING"*/
/*"INEP" -> "KONVERT"*/
/*"INEP" -> "RETRACT"*/
/*"INEP" -> "LINEXP"*/
/*"INEP" -> "PATMAB"*/
/*"INEP" -> "CFCAT"*/
/*"INEP" -> "REAL"*/
/*"INEP" -> "CHARZ"*/
/*"INEP" -> "STEP"*/
/*"INEP" -> "OM"*/
/*"INEP" -> "FPS"*/
/*"INEP" -> "RNS"*/
/*"INEP" -> "RADCAT"*/
/*"INEP" -> "QFCAT"*/
/*"INEP" -> "FEVALAB"*/
/*"INEP" -> "ELTAB"*/
/*"INEP" -> "EVALAB"*/
/*"INEP" -> "IEVALAB"*/
/*"INEP" -> "DIFEXT"*/
/*"INEP" -> "PDRING"*/
/*"INEP" -> "FLINEXP"*/
/*"INEP" -> "PATAB"*/
/*"INEP" -> "FPATMAB"*/
/*"INEP" -> "TYPE"*/
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/*"INEP" -> "PFECAT"*/
/*"INEP" -> "TRANFUN"*/
/*"INEP" -> "TRIGCAT"*/
/*"INEP" -> "ATRIG"*/
/*"INEP" -> "HYPCAT"*/
/*"INEP" -> "AHYP"*/
/*"INEP" -> "ELEMFUN"*/
/*"INEP" -> "UPOLYC"*/
/*"INEP" -> "POLYCAT"*/
/*"INEP" -> "FAMR"*/
/*"INEP" -> "AMR"*/
/*"INEP" -> "FRETRCT"*/
/*"INEP" -> "NNI"*/
/*"INEP" -> "INT"*/
/*"INEP" -> "SINT"*/
/*"INEP" -> "VECTOR"*/
/*"INEP" -> "IVECTOR"*/
/*"INEP" -> "IARRAY1"*/
/*"INEP" -> "LIST"*/
/*"INEP" -> "INS-"*/
/*"INEP" -> "EUCDOM-"*/
/*"INEP" -> "UFD-"*/
/*"INEP" -> "GCDDOM-"*/
"INEP" -> "COMPCAT"
/*"INEP" -> "MONOGEN"*/
/*"INEP" -> "FRAMALG"*/
/*"INEP" -> "FINRALG"*/
/*"INEP" -> "FINITE"*/
/*"INEP" -> "FFIELDC"*/
/*"INEP" -> "FPC"*/
/*"INEP" -> "PI"*/

"INFPROD0" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INFPROD0"]
/*"INFPROD0" -> "INTDOM"*/
/*"INFPROD0" -> "COMRING"*/
/*"INFPROD0" -> "RING"*/
/*"INFPROD0" -> "RNG"*/
/*"INFPROD0" -> "ABELGRP"*/
/*"INFPROD0" -> "CABMON"*/
/*"INFPROD0" -> "ABELMON"*/
/*"INFPROD0" -> "ABELSG"*/
/*"INFPROD0" -> "SETCAT"*/
/*"INFPROD0" -> "BASTYPE"*/
/*"INFPROD0" -> "KOERCE"*/
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/*"INFPROD0" -> "MONOID"*/
/*"INFPROD0" -> "LMODULE"*/
/*"INFPROD0" -> "BMODULE"*/
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/*"INFPROD0" -> "ALGEBRA"*/
/*"INFPROD0" -> "MODULE"*/
/*"INFPROD0" -> "ENTIRER"*/
/*"INFPROD0" -> "CHARZ"*/
"INFPROD0" -> "UTSCAT"
/*"INFPROD0" -> "UPSCAT"*/
/*"INFPROD0" -> "PSCAT"*/
/*"INFPROD0" -> "AMR"*/
/*"INFPROD0" -> "CHARNZ"*/
/*"INFPROD0" -> "ELTAB"*/
/*"INFPROD0" -> "DIFRING"*/
/*"INFPROD0" -> "PDRING"*/
/*"INFPROD0" -> "RADCAT"*/
/*"INFPROD0" -> "TRANFUN"*/
/*"INFPROD0" -> "TRIGCAT"*/
/*"INFPROD0" -> "ATRIG"*/
/*"INFPROD0" -> "HYPCAT"*/
/*"INFPROD0" -> "AHYP"*/
/*"INFPROD0" -> "ELEMFUN"*/

"INFSP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INFSP"]
/*"INFSP" -> "GCDDOM"*/
/*"INFSP" -> "INTDOM"*/
/*"INFSP" -> "COMRING"*/
/*"INFSP" -> "RING"*/
/*"INFSP" -> "RNG"*/
/*"INFSP" -> "ABELGRP"*/
/*"INFSP" -> "CABMON"*/
/*"INFSP" -> "ABELMON"*/
/*"INFSP" -> "ABELSG"*/
/*"INFSP" -> "SETCAT"*/
/*"INFSP" -> "BASTYPE"*/
/*"INFSP" -> "KOERCE"*/
/*"INFSP" -> "SGROUP"*/
/*"INFSP" -> "MONOID"*/
/*"INFSP" -> "LMODULE"*/
/*"INFSP" -> "BMODULE"*/
/*"INFSP" -> "RMODULE"*/
/*"INFSP" -> "ALGEBRA"*/
/*"INFSP" -> "MODULE"*/
/*"INFSP" -> "ENTIRER"*/
/*"INFSP" -> "FIELD"*/
/*"INFSP" -> "EUCDOM"*/
/*"INFSP" -> "PID"*/
/*"INFSP" -> "UFD"*/
/*"INFSP" -> "DIVRING"*/
/*"INFSP" -> "ORDRING"*/
/*"INFSP" -> "OAGROUP"*/
/*"INFSP" -> "OCAMON"*/
/*"INFSP" -> "OAMON"*/
/*"INFSP" -> "OASGP"*/
/*"INFSP" -> "ORDSET"*/
/*"INFSP" -> "INS"*/
/*"INFSP" -> "OINTDOM"*/
/*"INFSP" -> "DIFRING"*/
/*"INFSP" -> "KONVERT"*/
/*"INFSP" -> "RETRACT"*/
/*"INFSP" -> "LINEXP"*/
/*"INFSP" -> "PATMAB"*/
/*"INFSP" -> "CFCAT"*/
/*"INFSP" -> "REAL"*/
/*"INFSP" -> "CHARZ"*/
/*"INFSP" -> "STEP"*/
/*"INFSP" -> "FPS"*/
/*"INFSP" -> "RNS"*/
/*"INFSP" -> "RADCAT"*/
/*"INFSP" -> "QFCAT"*/
/*"INFSP" -> "FEVALAB"*/
/*"INFSP" -> "ELTAB"*/
/*"INFSP" -> "EVALAB"*/
/*"INFSP" -> "IEVALAB"*/
/*"INFSP" -> "DIFEXT"*/
/*"INFSP" -> "PDRING"*/
/*"INFSP" -> "FLINEXP"*/
/*"INFSP" -> "PATAB"*/
/*"INFSP" -> "FPATMAB"*/
/*"INFSP" -> "TYPE"*/
/*"INFSP" -> "CHARNZ"*/
/*"INFSP" -> "PFECAT"*/
/*"INFSP" -> "OM"*/
/*"INFSP" -> "NNI"*/
/*"INFSP" -> "INT"*/
/*"INFSP" -> "POLYCAT"*/
/*"INFSP" -> "FAMR"*/
/*"INFSP" -> "AMR"*/
/*"INFSP" -> "FRETRCT"*/
"INFSP" -> "COMPCAT"
/*"INFSP" -> "MONOGEN"*/
/*"INFSP" -> "FRAMALG"*/
/*"INFSP" -> "FINRALG"*/
/*"INFSP" -> "FINITE"*/
/*"INFSP" -> "FFIELDC"*/
/*"INFSP" -> "FPC"*/
/*"INFSP" -> "TRANFUN"*/
/*"INFSP" -> "TRIGCAT"*/
/*"INFSP" -> "ATRIG"*/
/*"INFSP" -> "HYPCAT"*/
/*"INFSP" -> "AHYP"*/
/*"INFSP" -> "ELEMFUN"*/
/*"INFSP" -> "UPOLYC"*/
/*"INFSP" -> "LIST"*/
/*"INFSP" -> "ILIST"*/
/*"INFSP" -> "LSAGG"*/
/*"INFSP" -> "STAGG"*/
/*"INFSP" -> "URAGG"*/
/*"INFSP" -> "RCAGG"*/
/*"INFSP" -> "HOAGG"*/
/*"INFSP" -> "AGG"*/
/*"INFSP" -> "LNAGG"*/
/*"INFSP" -> "IXAGG"*/
/*"INFSP" -> "ELTAGG"*/
/*"INFSP" -> "CLAGG"*/
/*"INFSP" -> "FLAGG"*/
/*"INFSP" -> "ELAGG"*/
/*"INFSP" -> "LSAGG-"*/
/*"INFSP" -> "STAGG-"*/
/*"INFSP" -> "PRIMARR"*/
/*"INFSP" -> "PI"*/
/*"INFSP" -> "DIRPCAT"*/
/*"INFSP" -> "OAMONS"*/
/*"INFSP" -> "VSPACE"*/
/*"INFSP" -> "ORDFIN"*/
/*"INFSP" -> "BOOLEAN"*/
/*"INFSP" -> "ELAGG-"*/
/*"INFSP" -> "FLAGG-"*/

"INPRODFF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INPRODFF"]
/*"INPRODFF" -> "FIELD"*/
/*"INPRODFF" -> "EUCDOM"*/
/*"INPRODFF" -> "PID"*/
/*"INPRODFF" -> "GCDDOM"*/
/*"INPRODFF" -> "INTDOM"*/
/*"INPRODFF" -> "COMRING"*/
/*"INPRODFF" -> "RING"*/
/*"INPRODFF" -> "RNG"*/
/*"INPRODFF" -> "ABELGRP"*/
/*"INPRODFF" -> "CABMON"*/
/*"INPRODFF" -> "ABELMON"*/
/*"INPRODFF" -> "ABELSG"*/
/*"INPRODFF" -> "SETCAT"*/
/*"INPRODFF" -> "BASTYPE"*/
/*"INPRODFF" -> "KOERCE"*/
/*"INPRODFF" -> "SGROUP"*/
/*"INPRODFF" -> "MONOID"*/
/*"INPRODFF" -> "LMODULE"*/
/*"INPRODFF" -> "BMODULE"*/
/*"INPRODFF" -> "RMODULE"*/
/*"INPRODFF" -> "ALGEBRA"*/
/*"INPRODFF" -> "MODULE"*/
/*"INPRODFF" -> "ENTIRER"*/
/*"INPRODFF" -> "UFD"*/
/*"INPRODFF" -> "DIVRING"*/
/*"INPRODFF" -> "FINITE"*/
/*"INPRODFF" -> "KONVERT"*/
/*"INPRODFF" -> "UPOLYC"*/
/*"INPRODFF" -> "POLYCAT"*/
/*"INPRODFF" -> "PDRING"*/
/*"INPRODFF" -> "FAMR"*/
/*"INPRODFF" -> "AMR"*/
/*"INPRODFF" -> "CHARZ"*/
/*"INPRODFF" -> "CHARNZ"*/
/*"INPRODFF" -> "FRETRCT"*/
/*"INPRODFF" -> "RETRACT"*/
/*"INPRODFF" -> "EVALAB"*/
/*"INPRODFF" -> "IEVALAB"*/
/*"INPRODFF" -> "FLINEXP"*/
/*"INPRODFF" -> "LINEXP"*/
/*"INPRODFF" -> "ORDSET"*/
/*"INPRODFF" -> "PATMAB"*/
/*"INPRODFF" -> "PFECAT"*/
/*"INPRODFF" -> "ELTAB"*/
/*"INPRODFF" -> "DIFRING"*/
/*"INPRODFF" -> "DIFEXT"*/
/*"INPRODFF" -> "STEP"*/
/*"INPRODFF" -> "MONOGEN"*/
/*"INPRODFF" -> "FRAMALG"*/
/*"INPRODFF" -> "FINRALG"*/
/*"INPRODFF" -> "FFIELDC"*/
/*"INPRODFF" -> "FPC"*/
"INPRODFF" -> "UTSCAT"
/*"INPRODFF" -> "UPSCAT"*/
/*"INPRODFF" -> "PSCAT"*/
/*"INPRODFF" -> "RADCAT"*/
/*"INPRODFF" -> "TRANFUN"*/
/*"INPRODFF" -> "TRIGCAT"*/
/*"INPRODFF" -> "ATRIG"*/
/*"INPRODFF" -> "HYPCAT"*/
/*"INPRODFF" -> "AHYP"*/
/*"INPRODFF" -> "ELEMFUN"*/
/*"INPRODFF" -> "INS"*/
/*"INPRODFF" -> "OINTDOM"*/
/*"INPRODFF" -> "ORDRING"*/
/*"INPRODFF" -> "OAGROUP"*/
/*"INPRODFF" -> "OCAMON"*/
/*"INPRODFF" -> "OAMON"*/
/*"INPRODFF" -> "OASGP"*/
/*"INPRODFF" -> "CFCAT"*/
/*"INPRODFF" -> "REAL"*/
/*"INPRODFF" -> "QFCAT"*/
/*"INPRODFF" -> "FEVALAB"*/
/*"INPRODFF" -> "PATAB"*/
/*"INPRODFF" -> "FPATMAB"*/
/*"INPRODFF" -> "TYPE"*/
/*"INPRODFF" -> "BOOLEAN"*/

"INPRODPF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INPRODPF"]
/*"INPRODPF" -> "FIELD"*/
/*"INPRODPF" -> "EUCDOM"*/
/*"INPRODPF" -> "PID"*/
/*"INPRODPF" -> "GCDDOM"*/
/*"INPRODPF" -> "INTDOM"*/
/*"INPRODPF" -> "COMRING"*/
/*"INPRODPF" -> "RING"*/
/*"INPRODPF" -> "RNG"*/
/*"INPRODPF" -> "ABELGRP"*/
/*"INPRODPF" -> "CABMON"*/
/*"INPRODPF" -> "ABELMON"*/
/*"INPRODPF" -> "ABELSG"*/
/*"INPRODPF" -> "SETCAT"*/
/*"INPRODPF" -> "BASTYPE"*/
/*"INPRODPF" -> "KOERCE"*/
/*"INPRODPF" -> "SGROUP"*/
/*"INPRODPF" -> "MONOID"*/
/*"INPRODPF" -> "LMODULE"*/
/*"INPRODPF" -> "BMODULE"*/
/*"INPRODPF" -> "RMODULE"*/
/*"INPRODPF" -> "ALGEBRA"*/
/*"INPRODPF" -> "MODULE"*/
/*"INPRODPF" -> "ENTIRER"*/
/*"INPRODPF" -> "UFD"*/
/*"INPRODPF" -> "DIVRING"*/
/*"INPRODPF" -> "FINITE"*/
/*"INPRODPF" -> "KONVERT"*/
"INPRODPF" -> "UTSCAT"
/*"INPRODPF" -> "UPSCAT"*/
/*"INPRODPF" -> "PSCAT"*/
/*"INPRODPF" -> "AMR"*/
/*"INPRODPF" -> "CHARZ"*/
/*"INPRODPF" -> "CHARNZ"*/
/*"INPRODPF" -> "ELTAB"*/
/*"INPRODPF" -> "DIFRING"*/
/*"INPRODPF" -> "PDRING"*/
/*"INPRODPF" -> "RADCAT"*/
/*"INPRODPF" -> "TRANFUN"*/
/*"INPRODPF" -> "TRIGCAT"*/
/*"INPRODPF" -> "ATRIG"*/
/*"INPRODPF" -> "HYPCAT"*/
/*"INPRODPF" -> "AHYP"*/
/*"INPRODPF" -> "ELEMFUN"*/
/*"INPRODPF" -> "INS"*/
/*"INPRODPF" -> "OINTDOM"*/
/*"INPRODPF" -> "ORDRING"*/
/*"INPRODPF" -> "OAGROUP"*/
/*"INPRODPF" -> "OCAMON"*/
/*"INPRODPF" -> "OAMON"*/
/*"INPRODPF" -> "OASGP"*/
/*"INPRODPF" -> "ORDSET"*/
/*"INPRODPF" -> "RETRACT"*/
/*"INPRODPF" -> "LINEXP"*/
/*"INPRODPF" -> "PATMAB"*/
/*"INPRODPF" -> "CFCAT"*/
/*"INPRODPF" -> "REAL"*/
/*"INPRODPF" -> "STEP"*/

"INTAF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTAF"]
/*"INTAF" -> "ORDSET"*/
/*"INTAF" -> "SETCAT"*/
/*"INTAF" -> "BASTYPE"*/
/*"INTAF" -> "KOERCE"*/
/*"INTAF" -> "INTDOM"*/
/*"INTAF" -> "COMRING"*/
/*"INTAF" -> "RING"*/
/*"INTAF" -> "RNG"*/
/*"INTAF" -> "ABELGRP"*/
/*"INTAF" -> "CABMON"*/
/*"INTAF" -> "ABELMON"*/
/*"INTAF" -> "ABELSG"*/
/*"INTAF" -> "SGROUP"*/
/*"INTAF" -> "MONOID"*/
/*"INTAF" -> "LMODULE"*/
/*"INTAF" -> "BMODULE"*/
/*"INTAF" -> "RMODULE"*/
/*"INTAF" -> "ALGEBRA"*/
/*"INTAF" -> "MODULE"*/
/*"INTAF" -> "ENTIRER"*/
"INTAF" -> "ACF"
/*"INTAF" -> "FIELD"*/
/*"INTAF" -> "EUCDOM"*/
/*"INTAF" -> "PID"*/
/*"INTAF" -> "GCDDOM"*/
/*"INTAF" -> "UFD"*/
/*"INTAF" -> "DIVRING"*/
/*"INTAF" -> "RADCAT"*/
"INTAF" -> "FS"
/*"INTAF" -> "ES"*/
/*"INTAF" -> "RETRACT"*/
/*"INTAF" -> "IEVALAB"*/
/*"INTAF" -> "EVALAB"*/
/*"INTAF" -> "PATAB"*/
/*"INTAF" -> "KONVERT"*/
/*"INTAF" -> "FPATMAB"*/
/*"INTAF" -> "TYPE"*/
/*"INTAF" -> "PATMAB"*/
/*"INTAF" -> "FRETRCT"*/
/*"INTAF" -> "GROUP"*/
/*"INTAF" -> "PDRING"*/
/*"INTAF" -> "FLINEXP"*/
/*"INTAF" -> "LINEXP"*/
/*"INTAF" -> "CHARZ"*/
/*"INTAF" -> "CHARNZ"*/
/*"INTAF" -> "CACHSET"*/
/*"INTAF" -> "UPOLYC"*/
/*"INTAF" -> "POLYCAT"*/
/*"INTAF" -> "FAMR"*/
/*"INTAF" -> "AMR"*/
/*"INTAF" -> "PFECAT"*/
/*"INTAF" -> "ELTAB"*/
/*"INTAF" -> "DIFRING"*/
/*"INTAF" -> "DIFEXT"*/
/*"INTAF" -> "STEP"*/
/*"INTAF" -> "QFCAT"*/
/*"INTAF" -> "FEVALAB"*/
/*"INTAF" -> "OINTDOM"*/
/*"INTAF" -> "ORDRING"*/
/*"INTAF" -> "OAGROUP"*/
/*"INTAF" -> "OCAMON"*/
/*"INTAF" -> "OAMON"*/
/*"INTAF" -> "OASGP"*/
/*"INTAF" -> "REAL"*/
/*"INTAF" -> "NNI"*/
/*"INTAF" -> "INT"*/
/*"INTAF" -> "SYMBOL"*/
/*"INTAF" -> "REF"*/
/*"INTAF" -> "ALIST"*/
/*"INTAF" -> "LIST"*/
/*"INTAF" -> "STRING"*/
/*"INTAF" -> "CHAR"*/
/*"INTAF" -> "SINT"*/
/*"INTAF" -> "OUTFORM"*/
/*"INTAF" -> "PRIMARR"*/
/*"INTAF" -> "A1AGG-"*/
/*"INTAF" -> "ISTRING"*/
/*"INTAF" -> "SRAGG-"*/
/*"INTAF" -> "FLAGG-"*/
/*"INTAF" -> "LNAGG-"*/

"INTALG" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTALG"]
/*"INTALG" -> "ORDSET"*/
/*"INTALG" -> "SETCAT"*/
/*"INTALG" -> "BASTYPE"*/
/*"INTALG" -> "KOERCE"*/
/*"INTALG" -> "INTDOM"*/
/*"INTALG" -> "COMRING"*/
/*"INTALG" -> "RING"*/
/*"INTALG" -> "RNG"*/
/*"INTALG" -> "ABELGRP"*/
/*"INTALG" -> "CABMON"*/
/*"INTALG" -> "ABELMON"*/
/*"INTALG" -> "ABELSG"*/
/*"INTALG" -> "SGROUP"*/
/*"INTALG" -> "MONOID"*/
/*"INTALG" -> "LMODULE"*/
/*"INTALG" -> "BMODULE"*/
/*"INTALG" -> "RMODULE"*/
/*"INTALG" -> "ALGEBRA"*/
/*"INTALG" -> "MODULE"*/
/*"INTALG" -> "ENTIRER"*/
/*"INTALG" -> "RETRACT"*/
"INTALG" -> "ACF"
/*"INTALG" -> "FIELD"*/
/*"INTALG" -> "EUCDOM"*/
/*"INTALG" -> "PID"*/
/*"INTALG" -> "GCDDOM"*/
/*"INTALG" -> "UFD"*/
/*"INTALG" -> "DIVRING"*/
/*"INTALG" -> "RADCAT"*/
"INTALG" -> "FS"
/*"INTALG" -> "ES"*/
/*"INTALG" -> "IEVALAB"*/
/*"INTALG" -> "EVALAB"*/
/*"INTALG" -> "PATAB"*/
/*"INTALG" -> "KONVERT"*/
/*"INTALG" -> "FPATMAB"*/
/*"INTALG" -> "TYPE"*/
/*"INTALG" -> "PATMAB"*/
/*"INTALG" -> "FRETRCT"*/
/*"INTALG" -> "GROUP"*/
/*"INTALG" -> "PDRING"*/
/*"INTALG" -> "FLINEXP"*/
/*"INTALG" -> "LINEXP"*/
/*"INTALG" -> "CHARZ"*/
/*"INTALG" -> "CHARNZ"*/
/*"INTALG" -> "UPOLYC"*/
/*"INTALG" -> "POLYCAT"*/
/*"INTALG" -> "FAMR"*/
/*"INTALG" -> "AMR"*/
/*"INTALG" -> "PFECAT"*/
/*"INTALG" -> "ELTAB"*/
/*"INTALG" -> "DIFRING"*/
/*"INTALG" -> "DIFEXT"*/
/*"INTALG" -> "STEP"*/
"INTALG" -> "FFCAT"
/*"INTALG" -> "MONOGEN"*/
/*"INTALG" -> "FRAMALG"*/
/*"INTALG" -> "FINRALG"*/
/*"INTALG" -> "FINITE"*/
/*"INTALG" -> "FFIELDC"*/
/*"INTALG" -> "FPC"*/
/*"INTALG" -> "SYMBOL"*/
/*"INTALG" -> "INT"*/
/*"INTALG" -> "REF"*/
/*"INTALG" -> "ALIST"*/
/*"INTALG" -> "LIST"*/
/*"INTALG" -> "STRING"*/
/*"INTALG" -> "CHAR"*/
/*"INTALG" -> "SINT"*/
/*"INTALG" -> "OUTFORM"*/
/*"INTALG" -> "PRIMARR"*/
/*"INTALG" -> "A1AGG-"*/
/*"INTALG" -> "ISTRING"*/
/*"INTALG" -> "SRAGG-"*/
/*"INTALG" -> "FLAGG-"*/
/*"INTALG" -> "LNAGG-"*/
/*"INTALG" -> "VECTCAT"*/
/*"INTALG" -> "A1AGG"*/
/*"INTALG" -> "FLAGG"*/
/*"INTALG" -> "LNAGG"*/
/*"INTALG" -> "IXAGG"*/
/*"INTALG" -> "HOAGG"*/
/*"INTALG" -> "AGG"*/
/*"INTALG" -> "ELTAGG"*/
/*"INTALG" -> "CLAGG"*/
/*"INTALG" -> "VECTOR"*/
/*"INTALG" -> "IVECTOR"*/
/*"INTALG" -> "IARRAY1"*/
/*"INTALG" -> "INS"*/
/*"INTALG" -> "OINTDOM"*/
/*"INTALG" -> "ORDRING"*/
/*"INTALG" -> "OAGROUP"*/
/*"INTALG" -> "OCAMON"*/
/*"INTALG" -> "OAMON"*/
/*"INTALG" -> "OASGP"*/
/*"INTALG" -> "CFCAT"*/
/*"INTALG" -> "REAL"*/
/*"INTALG" -> "OM"*/
/*"INTALG" -> "ILIST"*/
/*"INTALG" -> "QFCAT"*/
/*"INTALG" -> "FEVALAB"*/
/*"INTALG" -> "LSAGG-"*/
/*"INTALG" -> "STAGG-"*/
/*"INTALG" -> "ELAGG-"*/
/*"INTALG" -> "NNI"*/
/*"INTALG" -> "LSAGG"*/
/*"INTALG" -> "STAGG"*/
/*"INTALG" -> "URAGG"*/
/*"INTALG" -> "RCAGG"*/
/*"INTALG" -> "ELAGG"*/
/*"INTALG" -> "INS-"*/
/*"INTALG" -> "EUCDOM-"*/
/*"INTALG" -> "UFD-"*/
/*"INTALG" -> "GCDDOM-"*/
/*"INTALG" -> "BOOLEAN"*/
/*"INTALG" -> "PI"*/
/*"INTALG" -> "CACHSET"*/

"INTEF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTEF"]
/*"INTEF" -> "GCDDOM"*/
/*"INTEF" -> "INTDOM"*/
/*"INTEF" -> "COMRING"*/
/*"INTEF" -> "RING"*/
/*"INTEF" -> "RNG"*/
/*"INTEF" -> "ABELGRP"*/
/*"INTEF" -> "CABMON"*/
/*"INTEF" -> "ABELMON"*/
/*"INTEF" -> "ABELSG"*/
/*"INTEF" -> "SETCAT"*/
/*"INTEF" -> "BASTYPE"*/
/*"INTEF" -> "KOERCE"*/
/*"INTEF" -> "SGROUP"*/
/*"INTEF" -> "MONOID"*/
/*"INTEF" -> "LMODULE"*/
/*"INTEF" -> "BMODULE"*/
/*"INTEF" -> "RMODULE"*/
/*"INTEF" -> "ALGEBRA"*/
/*"INTEF" -> "MODULE"*/
/*"INTEF" -> "ENTIRER"*/
/*"INTEF" -> "ORDSET"*/
/*"INTEF" -> "CHARZ"*/
/*"INTEF" -> "RETRACT"*/
/*"INTEF" -> "LINEXP"*/
"INTEF" -> "ACF"
/*"INTEF" -> "FIELD"*/
/*"INTEF" -> "EUCDOM"*/
/*"INTEF" -> "PID"*/
/*"INTEF" -> "UFD"*/
/*"INTEF" -> "DIVRING"*/
/*"INTEF" -> "RADCAT"*/
/*"INTEF" -> "TRANFUN"*/
/*"INTEF" -> "TRIGCAT"*/
/*"INTEF" -> "ATRIG"*/
/*"INTEF" -> "HYPCAT"*/
/*"INTEF" -> "AHYP"*/
/*"INTEF" -> "ELEMFUN"*/
"INTEF" -> "FS"
/*"INTEF" -> "ES"*/
/*"INTEF" -> "IEVALAB"*/
/*"INTEF" -> "EVALAB"*/
/*"INTEF" -> "PATAB"*/
/*"INTEF" -> "KONVERT"*/
/*"INTEF" -> "FPATMAB"*/
/*"INTEF" -> "TYPE"*/
/*"INTEF" -> "PATMAB"*/
/*"INTEF" -> "FRETRCT"*/
/*"INTEF" -> "GROUP"*/
/*"INTEF" -> "PDRING"*/
/*"INTEF" -> "FLINEXP"*/
/*"INTEF" -> "CHARNZ"*/
/*"INTEF" -> "SYMBOL"*/
/*"INTEF" -> "INT"*/
/*"INTEF" -> "REF"*/
/*"INTEF" -> "ALIST"*/
/*"INTEF" -> "LIST"*/
/*"INTEF" -> "STRING"*/
/*"INTEF" -> "CHAR"*/
/*"INTEF" -> "SINT"*/
/*"INTEF" -> "OUTFORM"*/
/*"INTEF" -> "PRIMARR"*/
/*"INTEF" -> "A1AGG-"*/
/*"INTEF" -> "ISTRING"*/
/*"INTEF" -> "SRAGG-"*/
/*"INTEF" -> "FLAGG-"*/
/*"INTEF" -> "LNAGG-"*/
/*"INTEF" -> "BOOLEAN"*/
/*"INTEF" -> "ILIST"*/
/*"INTEF" -> "UPOLYC"*/
/*"INTEF" -> "POLYCAT"*/
/*"INTEF" -> "FAMR"*/
/*"INTEF" -> "AMR"*/
/*"INTEF" -> "PFECAT"*/
/*"INTEF" -> "ELTAB"*/
/*"INTEF" -> "DIFRING"*/
/*"INTEF" -> "DIFEXT"*/
/*"INTEF" -> "STEP"*/
/*"INTEF" -> "CACHSET"*/
/*"INTEF" -> "QFCAT"*/
/*"INTEF" -> "FEVALAB"*/
/*"INTEF" -> "OINTDOM"*/
/*"INTEF" -> "ORDRING"*/
/*"INTEF" -> "OAGROUP"*/
/*"INTEF" -> "OCAMON"*/
/*"INTEF" -> "OAMON"*/
/*"INTEF" -> "OASGP"*/
/*"INTEF" -> "REAL"*/
/*"INTEF" -> "LSAGG-"*/
/*"INTEF" -> "STAGG-"*/
/*"INTEF" -> "ELAGG-"*/
/*"INTEF" -> "URAGG-"*/
/*"INTEF" -> "RCAGG-"*/
/*"INTEF" -> "IXAGG-"*/
/*"INTEF" -> "LFCAT"*/
/*"INTEF" -> "PRIMCAT"*/
/*"INTEF" -> "LSAGG"*/
/*"INTEF" -> "STAGG"*/
/*"INTEF" -> "URAGG"*/
/*"INTEF" -> "RCAGG"*/
/*"INTEF" -> "HOAGG"*/
/*"INTEF" -> "AGG"*/
/*"INTEF" -> "LNAGG"*/
/*"INTEF" -> "IXAGG"*/
/*"INTEF" -> "ELTAGG"*/
/*"INTEF" -> "CLAGG"*/
/*"INTEF" -> "FLAGG"*/
/*"INTEF" -> "ELAGG"*/
/*"INTEF" -> "OM"*/

"INTG0" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTG0"]
/*"INTG0" -> "GCDDOM"*/
/*"INTG0" -> "INTDOM"*/
/*"INTG0" -> "COMRING"*/
/*"INTG0" -> "RING"*/
/*"INTG0" -> "RNG"*/
/*"INTG0" -> "ABELGRP"*/
/*"INTG0" -> "CABMON"*/
/*"INTG0" -> "ABELMON"*/
/*"INTG0" -> "ABELSG"*/
/*"INTG0" -> "SETCAT"*/
/*"INTG0" -> "BASTYPE"*/
/*"INTG0" -> "KOERCE"*/
/*"INTG0" -> "SGROUP"*/
/*"INTG0" -> "MONOID"*/
/*"INTG0" -> "LMODULE"*/
/*"INTG0" -> "BMODULE"*/
/*"INTG0" -> "RMODULE"*/
/*"INTG0" -> "ALGEBRA"*/
/*"INTG0" -> "MODULE"*/
/*"INTG0" -> "ENTIRER"*/
/*"INTG0" -> "RETRACT"*/
/*"INTG0" -> "ORDSET"*/
/*"INTG0" -> "CHARZ"*/
/*"INTG0" -> "LINEXP"*/
"INTG0" -> "FS"
/*"INTG0" -> "ES"*/
/*"INTG0" -> "IEVALAB"*/
/*"INTG0" -> "EVALAB"*/
/*"INTG0" -> "PATAB"*/
/*"INTG0" -> "KONVERT"*/
/*"INTG0" -> "FPATMAB"*/
/*"INTG0" -> "TYPE"*/
/*"INTG0" -> "PATMAB"*/
/*"INTG0" -> "FRETRCT"*/
/*"INTG0" -> "GROUP"*/
/*"INTG0" -> "PDRING"*/
/*"INTG0" -> "FLINEXP"*/
/*"INTG0" -> "CHARNZ"*/
/*"INTG0" -> "FIELD"*/
/*"INTG0" -> "EUCDOM"*/
/*"INTG0" -> "PID"*/
/*"INTG0" -> "UFD"*/
/*"INTG0" -> "DIVRING"*/
"INTG0" -> "ACF"
/*"INTG0" -> "RADCAT"*/
/*"INTG0" -> "TRANFUN"*/
/*"INTG0" -> "TRIGCAT"*/
/*"INTG0" -> "ATRIG"*/
/*"INTG0" -> "HYPCAT"*/
/*"INTG0" -> "AHYP"*/
/*"INTG0" -> "ELEMFUN"*/
/*"INTG0" -> "SYMBOL"*/
/*"INTG0" -> "INT"*/
/*"INTG0" -> "REF"*/
/*"INTG0" -> "ALIST"*/
/*"INTG0" -> "LIST"*/
/*"INTG0" -> "STRING"*/
/*"INTG0" -> "CHAR"*/
/*"INTG0" -> "SINT"*/
/*"INTG0" -> "OUTFORM"*/
/*"INTG0" -> "PRIMARR"*/
/*"INTG0" -> "A1AGG-"*/
/*"INTG0" -> "ISTRING"*/
/*"INTG0" -> "SRAGG-"*/
/*"INTG0" -> "FLAGG-"*/
/*"INTG0" -> "LNAGG-"*/
/*"INTG0" -> "CACHSET"*/
/*"INTG0" -> "ILIST"*/
/*"INTG0" -> "UPOLYC"*/
/*"INTG0" -> "POLYCAT"*/
/*"INTG0" -> "FAMR"*/
/*"INTG0" -> "AMR"*/
/*"INTG0" -> "PFECAT"*/
/*"INTG0" -> "ELTAB"*/
/*"INTG0" -> "DIFRING"*/
/*"INTG0" -> "DIFEXT"*/
/*"INTG0" -> "STEP"*/
/*"INTG0" -> "QFCAT"*/
/*"INTG0" -> "FEVALAB"*/
/*"INTG0" -> "OINTDOM"*/
/*"INTG0" -> "ORDRING"*/
/*"INTG0" -> "OAGROUP"*/
/*"INTG0" -> "OCAMON"*/
/*"INTG0" -> "OAMON"*/
/*"INTG0" -> "OASGP"*/
/*"INTG0" -> "REAL"*/
/*"INTG0" -> "NNI"*/
/*"INTG0" -> "LODOCAT"*/
/*"INTG0" -> "OREPCAT"*/

"INTHERAL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTHERAL"]
/*"INTHERAL" -> "FIELD"*/
/*"INTHERAL" -> "EUCDOM"*/
/*"INTHERAL" -> "PID"*/
/*"INTHERAL" -> "GCDDOM"*/
/*"INTHERAL" -> "INTDOM"*/
/*"INTHERAL" -> "COMRING"*/
/*"INTHERAL" -> "RING"*/
/*"INTHERAL" -> "RNG"*/
/*"INTHERAL" -> "ABELGRP"*/
/*"INTHERAL" -> "CABMON"*/
/*"INTHERAL" -> "ABELMON"*/
/*"INTHERAL" -> "ABELSG"*/
/*"INTHERAL" -> "SETCAT"*/
/*"INTHERAL" -> "BASTYPE"*/
/*"INTHERAL" -> "KOERCE"*/
/*"INTHERAL" -> "SGROUP"*/
/*"INTHERAL" -> "MONOID"*/
/*"INTHERAL" -> "LMODULE"*/
/*"INTHERAL" -> "BMODULE"*/
/*"INTHERAL" -> "RMODULE"*/
/*"INTHERAL" -> "ALGEBRA"*/
/*"INTHERAL" -> "MODULE"*/
/*"INTHERAL" -> "ENTIRER"*/
/*"INTHERAL" -> "UFD"*/
/*"INTHERAL" -> "DIVRING"*/
/*"INTHERAL" -> "UPOLYC"*/
/*"INTHERAL" -> "POLYCAT"*/
/*"INTHERAL" -> "PDRING"*/
/*"INTHERAL" -> "FAMR"*/
/*"INTHERAL" -> "AMR"*/
/*"INTHERAL" -> "CHARZ"*/
/*"INTHERAL" -> "CHARNZ"*/
/*"INTHERAL" -> "FRETRCT"*/
/*"INTHERAL" -> "RETRACT"*/
/*"INTHERAL" -> "EVALAB"*/
/*"INTHERAL" -> "IEVALAB"*/
/*"INTHERAL" -> "FLINEXP"*/
/*"INTHERAL" -> "LINEXP"*/
/*"INTHERAL" -> "ORDSET"*/
/*"INTHERAL" -> "KONVERT"*/
/*"INTHERAL" -> "PATMAB"*/
/*"INTHERAL" -> "PFECAT"*/
/*"INTHERAL" -> "ELTAB"*/
/*"INTHERAL" -> "DIFRING"*/
/*"INTHERAL" -> "DIFEXT"*/
/*"INTHERAL" -> "STEP"*/
"INTHERAL" -> "FFCAT"
/*"INTHERAL" -> "MONOGEN"*/
/*"INTHERAL" -> "FRAMALG"*/
/*"INTHERAL" -> "FINRALG"*/
/*"INTHERAL" -> "FINITE"*/
/*"INTHERAL" -> "FFIELDC"*/
/*"INTHERAL" -> "FPC"*/
/*"INTHERAL" -> "INT"*/
/*"INTHERAL" -> "VECTOR"*/
/*"INTHERAL" -> "IVECTOR"*/
/*"INTHERAL" -> "IARRAY1"*/
/*"INTHERAL" -> "VECTCAT-"*/
/*"INTHERAL" -> "PI"*/
/*"INTHERAL" -> "NNI"*/
/*"INTHERAL" -> "INS"*/
/*"INTHERAL" -> "OINTDOM"*/
/*"INTHERAL" -> "ORDRING"*/
/*"INTHERAL" -> "OAGROUP"*/
/*"INTHERAL" -> "OCAMON"*/
/*"INTHERAL" -> "OAMON"*/
/*"INTHERAL" -> "OASGP"*/
/*"INTHERAL" -> "CFCAT"*/
/*"INTHERAL" -> "REAL"*/
/*"INTHERAL" -> "OM"*/
/*"INTHERAL" -> "VECTCAT"*/
/*"INTHERAL" -> "A1AGG"*/
/*"INTHERAL" -> "FLAGG"*/
/*"INTHERAL" -> "LNAGG"*/
/*"INTHERAL" -> "IXAGG"*/
/*"INTHERAL" -> "HOAGG"*/
/*"INTHERAL" -> "AGG"*/
/*"INTHERAL" -> "TYPE"*/
/*"INTHERAL" -> "ELTAGG"*/
/*"INTHERAL" -> "CLAGG"*/
/*"INTHERAL" -> "QFCAT"*/
/*"INTHERAL" -> "FEVALAB"*/
/*"INTHERAL" -> "PATAB"*/
/*"INTHERAL" -> "FPATMAB"*/

"INTPAF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTPAF"]
/*"INTPAF" -> "GCDDOM"*/
/*"INTPAF" -> "INTDOM"*/
/*"INTPAF" -> "COMRING"*/
/*"INTPAF" -> "RING"*/
/*"INTPAF" -> "RNG"*/
/*"INTPAF" -> "ABELGRP"*/
/*"INTPAF" -> "CABMON"*/
/*"INTPAF" -> "ABELMON"*/
/*"INTPAF" -> "ABELSG"*/
/*"INTPAF" -> "SETCAT"*/
/*"INTPAF" -> "BASTYPE"*/
/*"INTPAF" -> "KOERCE"*/
/*"INTPAF" -> "SGROUP"*/
/*"INTPAF" -> "MONOID"*/
/*"INTPAF" -> "LMODULE"*/
/*"INTPAF" -> "BMODULE"*/
/*"INTPAF" -> "RMODULE"*/
/*"INTPAF" -> "ALGEBRA"*/
/*"INTPAF" -> "MODULE"*/
/*"INTPAF" -> "ENTIRER"*/
/*"INTPAF" -> "RETRACT"*/
/*"INTPAF" -> "ORDSET"*/
/*"INTPAF" -> "CHARZ"*/
/*"INTPAF" -> "LINEXP"*/
"INTPAF" -> "FS"
/*"INTPAF" -> "ES"*/
/*"INTPAF" -> "IEVALAB"*/
/*"INTPAF" -> "EVALAB"*/
/*"INTPAF" -> "PATAB"*/
/*"INTPAF" -> "KONVERT"*/
/*"INTPAF" -> "FPATMAB"*/
/*"INTPAF" -> "TYPE"*/
/*"INTPAF" -> "PATMAB"*/
/*"INTPAF" -> "FRETRCT"*/
/*"INTPAF" -> "GROUP"*/
/*"INTPAF" -> "PDRING"*/
/*"INTPAF" -> "FLINEXP"*/
/*"INTPAF" -> "CHARNZ"*/
/*"INTPAF" -> "FIELD"*/
/*"INTPAF" -> "EUCDOM"*/
/*"INTPAF" -> "PID"*/
/*"INTPAF" -> "UFD"*/
/*"INTPAF" -> "DIVRING"*/
"INTPAF" -> "ACF"
/*"INTPAF" -> "RADCAT"*/
/*"INTPAF" -> "TRANFUN"*/
/*"INTPAF" -> "TRIGCAT"*/
/*"INTPAF" -> "ATRIG"*/
/*"INTPAF" -> "HYPCAT"*/
/*"INTPAF" -> "AHYP"*/
/*"INTPAF" -> "ELEMFUN"*/
/*"INTPAF" -> "SYMBOL"*/
/*"INTPAF" -> "INT"*/
/*"INTPAF" -> "REF"*/
/*"INTPAF" -> "ALIST"*/
/*"INTPAF" -> "LIST"*/
/*"INTPAF" -> "STRING"*/
/*"INTPAF" -> "CHAR"*/
/*"INTPAF" -> "SINT"*/
/*"INTPAF" -> "OUTFORM"*/
/*"INTPAF" -> "PRIMARR"*/
/*"INTPAF" -> "A1AGG-"*/
/*"INTPAF" -> "ISTRING"*/
/*"INTPAF" -> "SRAGG-"*/
/*"INTPAF" -> "FLAGG-"*/
/*"INTPAF" -> "LNAGG-"*/
/*"INTPAF" -> "UPOLYC"*/
/*"INTPAF" -> "POLYCAT"*/
/*"INTPAF" -> "FAMR"*/
/*"INTPAF" -> "AMR"*/
/*"INTPAF" -> "PFECAT"*/
/*"INTPAF" -> "ELTAB"*/
/*"INTPAF" -> "DIFRING"*/
/*"INTPAF" -> "DIFEXT"*/
/*"INTPAF" -> "STEP"*/
/*"INTPAF" -> "QFCAT"*/
/*"INTPAF" -> "FEVALAB"*/
/*"INTPAF" -> "OINTDOM"*/
/*"INTPAF" -> "ORDRING"*/
/*"INTPAF" -> "OAGROUP"*/
/*"INTPAF" -> "OCAMON"*/
/*"INTPAF" -> "OAMON"*/
/*"INTPAF" -> "OASGP"*/
/*"INTPAF" -> "REAL"*/
/*"INTPAF" -> "OM"*/
/*"INTPAF" -> "BOOLEAN"*/
/*"INTPAF" -> "NNI"*/
/*"INTPAF" -> "CACHSET"*/
/*"INTPAF" -> "PI"*/
/*"INTPAF" -> "ILIST"*/
/*"INTPAF" -> "LSAGG"*/
/*"INTPAF" -> "STAGG"*/
/*"INTPAF" -> "URAGG"*/
/*"INTPAF" -> "RCAGG"*/
/*"INTPAF" -> "HOAGG"*/
/*"INTPAF" -> "AGG"*/
/*"INTPAF" -> "LNAGG"*/
/*"INTPAF" -> "IXAGG"*/
/*"INTPAF" -> "ELTAGG"*/
/*"INTPAF" -> "CLAGG"*/
/*"INTPAF" -> "FLAGG"*/
/*"INTPAF" -> "ELAGG"*/
/*"INTPAF" -> "LSAGG-"*/
/*"INTPAF" -> "STAGG-"*/
/*"INTPAF" -> "ELAGG-"*/
/*"INTPAF" -> "LODOCAT"*/
/*"INTPAF" -> "OREPCAT"*/

"INTPM" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTPM"]
/*"INTPM" -> "ORDSET"*/
/*"INTPM" -> "SETCAT"*/
/*"INTPM" -> "BASTYPE"*/
/*"INTPM" -> "KOERCE"*/
/*"INTPM" -> "RETRACT"*/
/*"INTPM" -> "GCDDOM"*/
/*"INTPM" -> "INTDOM"*/
/*"INTPM" -> "COMRING"*/
/*"INTPM" -> "RING"*/
/*"INTPM" -> "RNG"*/
/*"INTPM" -> "ABELGRP"*/
/*"INTPM" -> "CABMON"*/
/*"INTPM" -> "ABELMON"*/
/*"INTPM" -> "ABELSG"*/
/*"INTPM" -> "SGROUP"*/
/*"INTPM" -> "MONOID"*/
/*"INTPM" -> "LMODULE"*/
/*"INTPM" -> "BMODULE"*/
/*"INTPM" -> "RMODULE"*/
/*"INTPM" -> "ALGEBRA"*/
/*"INTPM" -> "MODULE"*/
/*"INTPM" -> "ENTIRER"*/
/*"INTPM" -> "LINEXP"*/
"INTPM" -> "ACF"
/*"INTPM" -> "FIELD"*/
/*"INTPM" -> "EUCDOM"*/
/*"INTPM" -> "PID"*/
/*"INTPM" -> "UFD"*/
/*"INTPM" -> "DIVRING"*/
/*"INTPM" -> "RADCAT"*/
/*"INTPM" -> "TRANFUN"*/
/*"INTPM" -> "TRIGCAT"*/
/*"INTPM" -> "ATRIG"*/
/*"INTPM" -> "HYPCAT"*/
/*"INTPM" -> "AHYP"*/
/*"INTPM" -> "ELEMFUN"*/
"INTPM" -> "FS"
/*"INTPM" -> "ES"*/
/*"INTPM" -> "IEVALAB"*/
/*"INTPM" -> "EVALAB"*/
/*"INTPM" -> "PATAB"*/
/*"INTPM" -> "KONVERT"*/
/*"INTPM" -> "FPATMAB"*/
/*"INTPM" -> "TYPE"*/
/*"INTPM" -> "PATMAB"*/
/*"INTPM" -> "FRETRCT"*/
/*"INTPM" -> "GROUP"*/
/*"INTPM" -> "PDRING"*/
/*"INTPM" -> "FLINEXP"*/
/*"INTPM" -> "CHARZ"*/
/*"INTPM" -> "CHARNZ"*/
/*"INTPM" -> "SYMBOL"*/
/*"INTPM" -> "INT"*/
/*"INTPM" -> "REF"*/
/*"INTPM" -> "ALIST"*/
/*"INTPM" -> "LIST"*/
/*"INTPM" -> "STRING"*/
/*"INTPM" -> "CHAR"*/
/*"INTPM" -> "SINT"*/
/*"INTPM" -> "OUTFORM"*/
/*"INTPM" -> "PRIMARR"*/
/*"INTPM" -> "A1AGG-"*/
/*"INTPM" -> "ISTRING"*/
/*"INTPM" -> "SRAGG-"*/
/*"INTPM" -> "FLAGG-"*/
/*"INTPM" -> "LNAGG-"*/
/*"INTPM" -> "INS"*/
/*"INTPM" -> "OINTDOM"*/
/*"INTPM" -> "ORDRING"*/
/*"INTPM" -> "OAGROUP"*/
/*"INTPM" -> "OCAMON"*/
/*"INTPM" -> "OAMON"*/
/*"INTPM" -> "OASGP"*/
/*"INTPM" -> "DIFRING"*/
/*"INTPM" -> "CFCAT"*/
/*"INTPM" -> "REAL"*/
/*"INTPM" -> "STEP"*/
/*"INTPM" -> "LSAGG"*/
/*"INTPM" -> "STAGG"*/
/*"INTPM" -> "URAGG"*/
/*"INTPM" -> "RCAGG"*/
/*"INTPM" -> "HOAGG"*/
/*"INTPM" -> "AGG"*/
/*"INTPM" -> "LNAGG"*/
/*"INTPM" -> "IXAGG"*/
/*"INTPM" -> "ELTAGG"*/
/*"INTPM" -> "ELTAB"*/
/*"INTPM" -> "CLAGG"*/
/*"INTPM" -> "FLAGG"*/
/*"INTPM" -> "ELAGG"*/
/*"INTPM" -> "OM"*/
/*"INTPM" -> "ILIST"*/
/*"INTPM" -> "PI"*/
/*"INTPM" -> "NNI"*/
/*"INTPM" -> "LFCAT"*/
/*"INTPM" -> "PRIMCAT"*/
/*"INTPM" -> "CACHSET"*/
/*"INTPM" -> "BOOLEAN"*/
/*"INTPM" -> "LSAGG-"*/
/*"INTPM" -> "POLYCAT"*/
/*"INTPM" -> "FAMR"*/
/*"INTPM" -> "AMR"*/
/*"INTPM" -> "PFECAT"*/
/*"INTPM" -> "UPOLYC"*/
/*"INTPM" -> "DIFEXT"*/
/*"INTPM" -> "STAGG-"*/
/*"INTPM" -> "ELAGG-"*/
/*"INTPM" -> "URAGG-"*/
/*"INTPM" -> "SPFCAT"*/

"INTTOOLS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INTTOOLS"]
/*"INTTOOLS" -> "ORDSET"*/
/*"INTTOOLS" -> "SETCAT"*/
/*"INTTOOLS" -> "BASTYPE"*/
/*"INTTOOLS" -> "KOERCE"*/
"INTTOOLS" -> "FS"
/*"INTTOOLS" -> "ES"*/
/*"INTTOOLS" -> "RETRACT"*/
/*"INTTOOLS" -> "IEVALAB"*/
/*"INTTOOLS" -> "EVALAB"*/
/*"INTTOOLS" -> "PATAB"*/
/*"INTTOOLS" -> "KONVERT"*/
/*"INTTOOLS" -> "FPATMAB"*/
/*"INTTOOLS" -> "TYPE"*/
/*"INTTOOLS" -> "PATMAB"*/
/*"INTTOOLS" -> "FRETRCT"*/
/*"INTTOOLS" -> "MONOID"*/
/*"INTTOOLS" -> "SGROUP"*/
/*"INTTOOLS" -> "GROUP"*/
/*"INTTOOLS" -> "ABELMON"*/
/*"INTTOOLS" -> "ABELSG"*/
/*"INTTOOLS" -> "ABELGRP"*/
/*"INTTOOLS" -> "CABMON"*/
/*"INTTOOLS" -> "RING"*/
/*"INTTOOLS" -> "RNG"*/
/*"INTTOOLS" -> "LMODULE"*/
/*"INTTOOLS" -> "PDRING"*/
/*"INTTOOLS" -> "FLINEXP"*/
/*"INTTOOLS" -> "LINEXP"*/
/*"INTTOOLS" -> "CHARZ"*/
/*"INTTOOLS" -> "CHARNZ"*/
/*"INTTOOLS" -> "ALGEBRA"*/
/*"INTTOOLS" -> "MODULE"*/
/*"INTTOOLS" -> "BMODULE"*/
/*"INTTOOLS" -> "RMODULE"*/
/*"INTTOOLS" -> "FIELD"*/
/*"INTTOOLS" -> "EUCDOM"*/
/*"INTTOOLS" -> "PID"*/
/*"INTTOOLS" -> "GCDDOM"*/
/*"INTTOOLS" -> "INTDOM"*/
/*"INTTOOLS" -> "COMRING"*/
/*"INTTOOLS" -> "ENTIRER"*/
/*"INTTOOLS" -> "UFD"*/
/*"INTTOOLS" -> "DIVRING"*/
/*"INTTOOLS" -> "CACHSET"*/
/*"INTTOOLS" -> "INT"*/
/*"INTTOOLS" -> "LIST"*/
/*"INTTOOLS" -> "LSAGG"*/
/*"INTTOOLS" -> "STAGG"*/
/*"INTTOOLS" -> "URAGG"*/
/*"INTTOOLS" -> "RCAGG"*/
/*"INTTOOLS" -> "HOAGG"*/
/*"INTTOOLS" -> "AGG"*/
/*"INTTOOLS" -> "LNAGG"*/
/*"INTTOOLS" -> "IXAGG"*/
/*"INTTOOLS" -> "ELTAGG"*/
/*"INTTOOLS" -> "ELTAB"*/
/*"INTTOOLS" -> "CLAGG"*/
/*"INTTOOLS" -> "FLAGG"*/
/*"INTTOOLS" -> "ELAGG"*/
/*"INTTOOLS" -> "OM"*/
/*"INTTOOLS" -> "ILIST"*/
/*"INTTOOLS" -> "LSAGG-"*/
/*"INTTOOLS" -> "STAGG-"*/
/*"INTTOOLS" -> "ELAGG-"*/
/*"INTTOOLS" -> "NNI"*/
/*"INTTOOLS" -> "BOOLEAN"*/
/*"INTTOOLS" -> "SYMBOL"*/
/*"INTTOOLS" -> "REF"*/
/*"INTTOOLS" -> "ALIST"*/
/*"INTTOOLS" -> "STRING"*/
/*"INTTOOLS" -> "CHAR"*/
/*"INTTOOLS" -> "SINT"*/
/*"INTTOOLS" -> "OUTFORM"*/
/*"INTTOOLS" -> "PRIMARR"*/
/*"INTTOOLS" -> "A1AGG-"*/
/*"INTTOOLS" -> "ISTRING"*/
/*"INTTOOLS" -> "SRAGG-"*/
/*"INTTOOLS" -> "FLAGG-"*/
/*"INTTOOLS" -> "LNAGG-"*/
/*"INTTOOLS" -> "ELEMFUN"*/
/*"INTTOOLS" -> "POLYCAT"*/
/*"INTTOOLS" -> "FAMR"*/
/*"INTTOOLS" -> "AMR"*/
/*"INTTOOLS" -> "PFECAT"*/
/*"INTTOOLS" -> "UPOLYC"*/
/*"INTTOOLS" -> "DIFRING"*/
/*"INTTOOLS" -> "DIFEXT"*/
/*"INTTOOLS" -> "STEP"*/
/*"INTTOOLS" -> "LFCAT"*/
/*"INTTOOLS" -> "PRIMCAT"*/
/*"INTTOOLS" -> "TRANFUN"*/
/*"INTTOOLS" -> "TRIGCAT"*/
/*"INTTOOLS" -> "ATRIG"*/
/*"INTTOOLS" -> "HYPCAT"*/
/*"INTTOOLS" -> "AHYP"*/

"ITRIGMNP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ITRIGMNP"]
/*"ITRIGMNP" -> "INTDOM"*/
/*"ITRIGMNP" -> "COMRING"*/
/*"ITRIGMNP" -> "RING"*/
/*"ITRIGMNP" -> "RNG"*/
/*"ITRIGMNP" -> "ABELGRP"*/
/*"ITRIGMNP" -> "CABMON"*/
/*"ITRIGMNP" -> "ABELMON"*/
/*"ITRIGMNP" -> "ABELSG"*/
/*"ITRIGMNP" -> "SETCAT"*/
/*"ITRIGMNP" -> "BASTYPE"*/
/*"ITRIGMNP" -> "KOERCE"*/
/*"ITRIGMNP" -> "SGROUP"*/
/*"ITRIGMNP" -> "MONOID"*/
/*"ITRIGMNP" -> "LMODULE"*/
/*"ITRIGMNP" -> "BMODULE"*/
/*"ITRIGMNP" -> "RMODULE"*/
/*"ITRIGMNP" -> "ALGEBRA"*/
/*"ITRIGMNP" -> "MODULE"*/
/*"ITRIGMNP" -> "ENTIRER"*/
/*"ITRIGMNP" -> "ORDSET"*/
"ITRIGMNP" -> "FS"
/*"ITRIGMNP" -> "ES"*/
/*"ITRIGMNP" -> "RETRACT"*/
/*"ITRIGMNP" -> "IEVALAB"*/
/*"ITRIGMNP" -> "EVALAB"*/
/*"ITRIGMNP" -> "PATAB"*/
/*"ITRIGMNP" -> "KONVERT"*/
/*"ITRIGMNP" -> "FPATMAB"*/
/*"ITRIGMNP" -> "TYPE"*/
/*"ITRIGMNP" -> "PATMAB"*/
/*"ITRIGMNP" -> "FRETRCT"*/
/*"ITRIGMNP" -> "GROUP"*/
/*"ITRIGMNP" -> "PDRING"*/
/*"ITRIGMNP" -> "FLINEXP"*/
/*"ITRIGMNP" -> "LINEXP"*/
/*"ITRIGMNP" -> "CHARZ"*/
/*"ITRIGMNP" -> "CHARNZ"*/
/*"ITRIGMNP" -> "FIELD"*/
/*"ITRIGMNP" -> "EUCDOM"*/
/*"ITRIGMNP" -> "PID"*/
/*"ITRIGMNP" -> "GCDDOM"*/
/*"ITRIGMNP" -> "UFD"*/
/*"ITRIGMNP" -> "DIVRING"*/
/*"ITRIGMNP" -> "RADCAT"*/
/*"ITRIGMNP" -> "TRANFUN"*/
/*"ITRIGMNP" -> "TRIGCAT"*/
/*"ITRIGMNP" -> "ATRIG"*/
/*"ITRIGMNP" -> "HYPCAT"*/
/*"ITRIGMNP" -> "AHYP"*/
/*"ITRIGMNP" -> "ELEMFUN"*/
/*"ITRIGMNP" -> "BOOLEAN"*/
"ITRIGMNP" -> "COMPCAT"
/*"ITRIGMNP" -> "MONOGEN"*/
/*"ITRIGMNP" -> "FRAMALG"*/
/*"ITRIGMNP" -> "FINRALG"*/
/*"ITRIGMNP" -> "FINITE"*/
/*"ITRIGMNP" -> "DIFEXT"*/
/*"ITRIGMNP" -> "DIFRING"*/
/*"ITRIGMNP" -> "FFIELDC"*/
/*"ITRIGMNP" -> "FPC"*/
/*"ITRIGMNP" -> "STEP"*/
/*"ITRIGMNP" -> "FEVALAB"*/
/*"ITRIGMNP" -> "ELTAB"*/
/*"ITRIGMNP" -> "PFECAT"*/
/*"ITRIGMNP" -> "OM"*/
/*"ITRIGMNP" -> "CACHSET"*/
/*"ITRIGMNP" -> "LSAGG"*/
/*"ITRIGMNP" -> "STAGG"*/
/*"ITRIGMNP" -> "URAGG"*/
/*"ITRIGMNP" -> "RCAGG"*/
/*"ITRIGMNP" -> "HOAGG"*/
/*"ITRIGMNP" -> "AGG"*/
/*"ITRIGMNP" -> "LNAGG"*/
/*"ITRIGMNP" -> "IXAGG"*/
/*"ITRIGMNP" -> "ELTAGG"*/
/*"ITRIGMNP" -> "CLAGG"*/
/*"ITRIGMNP" -> "FLAGG"*/
/*"ITRIGMNP" -> "ELAGG"*/
/*"ITRIGMNP" -> "INT"*/
/*"ITRIGMNP" -> "LIST"*/
/*"ITRIGMNP" -> "ILIST"*/
/*"ITRIGMNP" -> "SYMBOL"*/
/*"ITRIGMNP" -> "REF"*/
/*"ITRIGMNP" -> "ALIST"*/
/*"ITRIGMNP" -> "STRING"*/
/*"ITRIGMNP" -> "CHAR"*/
/*"ITRIGMNP" -> "SINT"*/
/*"ITRIGMNP" -> "OUTFORM"*/
/*"ITRIGMNP" -> "PRIMARR"*/
/*"ITRIGMNP" -> "A1AGG-"*/
/*"ITRIGMNP" -> "ISTRING"*/
/*"ITRIGMNP" -> "SRAGG-"*/
/*"ITRIGMNP" -> "FLAGG-"*/
/*"ITRIGMNP" -> "LNAGG-"*/
/*"ITRIGMNP" -> "LSAGG-"*/
/*"ITRIGMNP" -> "STAGG-"*/
/*"ITRIGMNP" -> "ELAGG-"*/
/*"ITRIGMNP" -> "URAGG-"*/
/*"ITRIGMNP" -> "POLYCAT"*/
/*"ITRIGMNP" -> "FAMR"*/
/*"ITRIGMNP" -> "AMR"*/

"JORDAN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=JORDAN"]
/*"JORDAN" -> "NAALG"*/
/*"JORDAN" -> "NARNG"*/
/*"JORDAN" -> "ABELGRP"*/
/*"JORDAN" -> "CABMON"*/
/*"JORDAN" -> "ABELMON"*/
/*"JORDAN" -> "ABELSG"*/
/*"JORDAN" -> "SETCAT"*/
/*"JORDAN" -> "BASTYPE"*/
/*"JORDAN" -> "KOERCE"*/
/*"JORDAN" -> "MONAD"*/
/*"JORDAN" -> "MODULE"*/
/*"JORDAN" -> "BMODULE"*/
/*"JORDAN" -> "LMODULE"*/
/*"JORDAN" -> "RMODULE"*/
"JORDAN" -> "FRNAALG"
/*"JORDAN" -> "FINAALG"*/
/*"JORDAN" -> "COMRING"*/
/*"JORDAN" -> "RING"*/
/*"JORDAN" -> "RNG"*/
/*"JORDAN" -> "SGROUP"*/
/*"JORDAN" -> "MONOID"*/
/*"JORDAN" -> "FIELD"*/
/*"JORDAN" -> "EUCDOM"*/
/*"JORDAN" -> "PID"*/
/*"JORDAN" -> "GCDDOM"*/
/*"JORDAN" -> "INTDOM"*/
/*"JORDAN" -> "ALGEBRA"*/
/*"JORDAN" -> "ENTIRER"*/
/*"JORDAN" -> "UFD"*/
/*"JORDAN" -> "DIVRING"*/
/*"JORDAN" -> "POLYCAT"*/
/*"JORDAN" -> "PDRING"*/
/*"JORDAN" -> "FAMR"*/
/*"JORDAN" -> "AMR"*/
/*"JORDAN" -> "CHARZ"*/
/*"JORDAN" -> "CHARNZ"*/
/*"JORDAN" -> "FRETRCT"*/
/*"JORDAN" -> "RETRACT"*/
/*"JORDAN" -> "EVALAB"*/
/*"JORDAN" -> "IEVALAB"*/
/*"JORDAN" -> "FLINEXP"*/
/*"JORDAN" -> "LINEXP"*/
/*"JORDAN" -> "ORDSET"*/
/*"JORDAN" -> "KONVERT"*/
/*"JORDAN" -> "PATMAB"*/
/*"JORDAN" -> "PFECAT"*/

"KOVACIC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=KOVACIC"]
/*"KOVACIC" -> "CHARZ"*/
/*"KOVACIC" -> "RING"*/
/*"KOVACIC" -> "RNG"*/
/*"KOVACIC" -> "ABELGRP"*/
/*"KOVACIC" -> "CABMON"*/
/*"KOVACIC" -> "ABELMON"*/
/*"KOVACIC" -> "ABELSG"*/
/*"KOVACIC" -> "SETCAT"*/
/*"KOVACIC" -> "BASTYPE"*/
/*"KOVACIC" -> "KOERCE"*/
/*"KOVACIC" -> "SGROUP"*/
/*"KOVACIC" -> "MONOID"*/
/*"KOVACIC" -> "LMODULE"*/
"KOVACIC" -> "ACF"
/*"KOVACIC" -> "FIELD"*/
/*"KOVACIC" -> "EUCDOM"*/
/*"KOVACIC" -> "PID"*/
/*"KOVACIC" -> "GCDDOM"*/
/*"KOVACIC" -> "INTDOM"*/
/*"KOVACIC" -> "COMRING"*/
/*"KOVACIC" -> "BMODULE"*/
/*"KOVACIC" -> "RMODULE"*/
/*"KOVACIC" -> "ALGEBRA"*/
/*"KOVACIC" -> "MODULE"*/
/*"KOVACIC" -> "ENTIRER"*/
/*"KOVACIC" -> "UFD"*/
/*"KOVACIC" -> "DIVRING"*/
/*"KOVACIC" -> "RADCAT"*/
/*"KOVACIC" -> "RETRACT"*/
/*"KOVACIC" -> "UPOLYC"*/
/*"KOVACIC" -> "POLYCAT"*/
/*"KOVACIC" -> "PDRING"*/
/*"KOVACIC" -> "FAMR"*/
/*"KOVACIC" -> "AMR"*/
/*"KOVACIC" -> "CHARNZ"*/
/*"KOVACIC" -> "FRETRCT"*/
/*"KOVACIC" -> "EVALAB"*/
/*"KOVACIC" -> "IEVALAB"*/
/*"KOVACIC" -> "FLINEXP"*/
/*"KOVACIC" -> "LINEXP"*/
/*"KOVACIC" -> "ORDSET"*/
/*"KOVACIC" -> "KONVERT"*/
/*"KOVACIC" -> "PATMAB"*/
/*"KOVACIC" -> "PFECAT"*/
/*"KOVACIC" -> "ELTAB"*/
/*"KOVACIC" -> "DIFRING"*/
/*"KOVACIC" -> "DIFEXT"*/
/*"KOVACIC" -> "STEP"*/
/*"KOVACIC" -> "QFCAT"*/
/*"KOVACIC" -> "FEVALAB"*/
/*"KOVACIC" -> "PATAB"*/
/*"KOVACIC" -> "FPATMAB"*/
/*"KOVACIC" -> "TYPE"*/
/*"KOVACIC" -> "OINTDOM"*/
/*"KOVACIC" -> "ORDRING"*/
/*"KOVACIC" -> "OAGROUP"*/
/*"KOVACIC" -> "OCAMON"*/
/*"KOVACIC" -> "OAMON"*/
/*"KOVACIC" -> "OASGP"*/
/*"KOVACIC" -> "REAL"*/
/*"KOVACIC" -> "PI"*/
/*"KOVACIC" -> "NNI"*/
/*"KOVACIC" -> "INT"*/
/*"KOVACIC" -> "LIST"*/
/*"KOVACIC" -> "ILIST"*/
/*"KOVACIC" -> "BOOLEAN"*/

"LF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LF"]
/*"LF" -> "ORDSET"*/
/*"LF" -> "SETCAT"*/
/*"LF" -> "BASTYPE"*/
/*"LF" -> "KOERCE"*/
/*"LF" -> "INTDOM"*/
/*"LF" -> "COMRING"*/
/*"LF" -> "RING"*/
/*"LF" -> "RNG"*/
/*"LF" -> "ABELGRP"*/
/*"LF" -> "CABMON"*/
/*"LF" -> "ABELMON"*/
/*"LF" -> "ABELSG"*/
/*"LF" -> "SGROUP"*/
/*"LF" -> "MONOID"*/
/*"LF" -> "LMODULE"*/
/*"LF" -> "BMODULE"*/
/*"LF" -> "RMODULE"*/
/*"LF" -> "ALGEBRA"*/
/*"LF" -> "MODULE"*/
/*"LF" -> "ENTIRER"*/
"LF" -> "FS"
/*"LF" -> "ES"*/
/*"LF" -> "RETRACT"*/
/*"LF" -> "IEVALAB"*/
/*"LF" -> "EVALAB"*/
/*"LF" -> "PATAB"*/
/*"LF" -> "KONVERT"*/
/*"LF" -> "FPATMAB"*/
/*"LF" -> "TYPE"*/
/*"LF" -> "PATMAB"*/
/*"LF" -> "FRETRCT"*/
/*"LF" -> "GROUP"*/
/*"LF" -> "PDRING"*/
/*"LF" -> "FLINEXP"*/
/*"LF" -> "LINEXP"*/
/*"LF" -> "CHARZ"*/
/*"LF" -> "CHARNZ"*/
/*"LF" -> "FIELD"*/
/*"LF" -> "EUCDOM"*/
/*"LF" -> "PID"*/
/*"LF" -> "GCDDOM"*/
/*"LF" -> "UFD"*/
/*"LF" -> "DIVRING"*/
/*"LF" -> "RADCAT"*/
/*"LF" -> "TRANFUN"*/
/*"LF" -> "TRIGCAT"*/
/*"LF" -> "ATRIG"*/
/*"LF" -> "HYPCAT"*/
/*"LF" -> "AHYP"*/
/*"LF" -> "ELEMFUN"*/
/*"LF" -> "SYMBOL"*/
/*"LF" -> "INT"*/
/*"LF" -> "REF"*/
/*"LF" -> "ALIST"*/
/*"LF" -> "LIST"*/
/*"LF" -> "STRING"*/
/*"LF" -> "CHAR"*/
/*"LF" -> "SINT"*/
/*"LF" -> "OUTFORM"*/
/*"LF" -> "PRIMARR"*/
/*"LF" -> "A1AGG-"*/
/*"LF" -> "ISTRING"*/
/*"LF" -> "SRAGG-"*/
/*"LF" -> "FLAGG-"*/
/*"LF" -> "LNAGG-"*/
/*"LF" -> "ILIST"*/
/*"LF" -> "LSAGG-"*/
/*"LF" -> "STAGG-"*/
/*"LF" -> "ELAGG-"*/
/*"LF" -> "URAGG-"*/
/*"LF" -> "PI"*/
/*"LF" -> "NNI"*/
/*"LF" -> "BOOLEAN"*/

"LIE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LIE"]
/*"LIE" -> "NAALG"*/
/*"LIE" -> "NARNG"*/
/*"LIE" -> "ABELGRP"*/
/*"LIE" -> "CABMON"*/
/*"LIE" -> "ABELMON"*/
/*"LIE" -> "ABELSG"*/
/*"LIE" -> "SETCAT"*/
/*"LIE" -> "BASTYPE"*/
/*"LIE" -> "KOERCE"*/
/*"LIE" -> "MONAD"*/
/*"LIE" -> "MODULE"*/
/*"LIE" -> "BMODULE"*/
/*"LIE" -> "LMODULE"*/
/*"LIE" -> "RMODULE"*/
"LIE" -> "FRNAALG"
/*"LIE" -> "FINAALG"*/
/*"LIE" -> "COMRING"*/
/*"LIE" -> "RING"*/
/*"LIE" -> "RNG"*/
/*"LIE" -> "SGROUP"*/
/*"LIE" -> "MONOID"*/
/*"LIE" -> "PI"*/
/*"LIE" -> "NNI"*/
/*"LIE" -> "INT"*/
/*"LIE" -> "FIELD"*/
/*"LIE" -> "EUCDOM"*/
/*"LIE" -> "PID"*/
/*"LIE" -> "GCDDOM"*/
/*"LIE" -> "INTDOM"*/
/*"LIE" -> "ALGEBRA"*/
/*"LIE" -> "ENTIRER"*/
/*"LIE" -> "UFD"*/
/*"LIE" -> "DIVRING"*/
/*"LIE" -> "POLYCAT"*/
/*"LIE" -> "PDRING"*/
/*"LIE" -> "FAMR"*/
/*"LIE" -> "AMR"*/
/*"LIE" -> "CHARZ"*/
/*"LIE" -> "CHARNZ"*/
/*"LIE" -> "FRETRCT"*/
/*"LIE" -> "RETRACT"*/
/*"LIE" -> "EVALAB"*/
/*"LIE" -> "IEVALAB"*/
/*"LIE" -> "FLINEXP"*/
/*"LIE" -> "LINEXP"*/
/*"LIE" -> "ORDSET"*/
/*"LIE" -> "KONVERT"*/
/*"LIE" -> "PATMAB"*/
/*"LIE" -> "PFECAT"*/

"LODOF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LODOF"]
/*"LODOF" -> "FIELD"*/
/*"LODOF" -> "EUCDOM"*/
/*"LODOF" -> "PID"*/
/*"LODOF" -> "GCDDOM"*/
/*"LODOF" -> "INTDOM"*/
/*"LODOF" -> "COMRING"*/
/*"LODOF" -> "RING"*/
/*"LODOF" -> "RNG"*/
/*"LODOF" -> "ABELGRP"*/
/*"LODOF" -> "CABMON"*/
/*"LODOF" -> "ABELMON"*/
/*"LODOF" -> "ABELSG"*/
/*"LODOF" -> "SETCAT"*/
/*"LODOF" -> "BASTYPE"*/
/*"LODOF" -> "KOERCE"*/
/*"LODOF" -> "SGROUP"*/
/*"LODOF" -> "MONOID"*/
/*"LODOF" -> "LMODULE"*/
/*"LODOF" -> "BMODULE"*/
/*"LODOF" -> "RMODULE"*/
/*"LODOF" -> "ALGEBRA"*/
/*"LODOF" -> "MODULE"*/
/*"LODOF" -> "ENTIRER"*/
/*"LODOF" -> "UFD"*/
/*"LODOF" -> "DIVRING"*/
/*"LODOF" -> "CHARZ"*/
/*"LODOF" -> "RETRACT"*/
/*"LODOF" -> "UPOLYC"*/
/*"LODOF" -> "POLYCAT"*/
/*"LODOF" -> "PDRING"*/
/*"LODOF" -> "FAMR"*/
/*"LODOF" -> "AMR"*/
/*"LODOF" -> "CHARNZ"*/
/*"LODOF" -> "FRETRCT"*/
/*"LODOF" -> "EVALAB"*/
/*"LODOF" -> "IEVALAB"*/
/*"LODOF" -> "FLINEXP"*/
/*"LODOF" -> "LINEXP"*/
/*"LODOF" -> "ORDSET"*/
/*"LODOF" -> "KONVERT"*/
/*"LODOF" -> "PATMAB"*/
/*"LODOF" -> "PFECAT"*/
/*"LODOF" -> "ELTAB"*/
/*"LODOF" -> "DIFRING"*/
/*"LODOF" -> "DIFEXT"*/
/*"LODOF" -> "STEP"*/
/*"LODOF" -> "QFCAT"*/
/*"LODOF" -> "FEVALAB"*/
/*"LODOF" -> "PATAB"*/
/*"LODOF" -> "FPATMAB"*/
/*"LODOF" -> "TYPE"*/
/*"LODOF" -> "OINTDOM"*/
/*"LODOF" -> "ORDRING"*/
/*"LODOF" -> "OAGROUP"*/
/*"LODOF" -> "OCAMON"*/
/*"LODOF" -> "OAMON"*/
/*"LODOF" -> "OASGP"*/
/*"LODOF" -> "REAL"*/
/*"LODOF" -> "BOOLEAN"*/
/*"LODOF" -> "INT"*/
/*"LODOF" -> "LIST"*/
/*"LODOF" -> "ILIST"*/
/*"LODOF" -> "LSAGG-"*/
/*"LODOF" -> "STAGG-"*/
/*"LODOF" -> "SINT"*/
/*"LODOF" -> "NNI"*/
/*"LODOF" -> "OM"*/
/*"LODOF" -> "LSAGG"*/
/*"LODOF" -> "STAGG"*/
/*"LODOF" -> "URAGG"*/
/*"LODOF" -> "RCAGG"*/
/*"LODOF" -> "HOAGG"*/
/*"LODOF" -> "AGG"*/
/*"LODOF" -> "LNAGG"*/
/*"LODOF" -> "IXAGG"*/
/*"LODOF" -> "ELTAGG"*/
/*"LODOF" -> "CLAGG"*/
/*"LODOF" -> "FLAGG"*/
/*"LODOF" -> "ELAGG"*/
/*"LODOF" -> "PI"*/
/*"LODOF" -> "ELAGG-"*/
/*"LODOF" -> "MONOID-"*/
/*"LODOF" -> "ABELMON-"*/
"LODOF" -> "ACF"
/*"LODOF" -> "RADCAT"*/
/*"LODOF" -> "ES"*/

"LSQM" [color="#88FF44",href="bookvol10.3.pdf#nameddest=LSQM"]
/*"LSQM" -> "SMATCAT"*/
/*"LSQM" -> "DIFEXT"*/
/*"LSQM" -> "RING"*/
/*"LSQM" -> "RNG"*/
/*"LSQM" -> "ABELGRP"*/
/*"LSQM" -> "CABMON"*/
/*"LSQM" -> "ABELMON"*/
/*"LSQM" -> "ABELSG"*/
/*"LSQM" -> "SETCAT"*/
/*"LSQM" -> "BASTYPE"*/
/*"LSQM" -> "KOERCE"*/
/*"LSQM" -> "SGROUP"*/
/*"LSQM" -> "MONOID"*/
/*"LSQM" -> "LMODULE"*/
/*"LSQM" -> "DIFRING"*/
/*"LSQM" -> "PDRING"*/
/*"LSQM" -> "BMODULE"*/
/*"LSQM" -> "RMODULE"*/
/*"LSQM" -> "RMATCAT"*/
/*"LSQM" -> "HOAGG"*/
/*"LSQM" -> "AGG"*/
/*"LSQM" -> "TYPE"*/
/*"LSQM" -> "EVALAB"*/
/*"LSQM" -> "IEVALAB"*/
/*"LSQM" -> "MODULE"*/
/*"LSQM" -> "COMRING"*/
/*"LSQM" -> "FRETRCT"*/
/*"LSQM" -> "RETRACT"*/
/*"LSQM" -> "FLINEXP"*/
/*"LSQM" -> "LINEXP"*/
/*"LSQM" -> "ALGEBRA"*/
"LSQM" -> "FRNAALG"
/*"LSQM" -> "FINAALG"*/
/*"LSQM" -> "NAALG"*/
/*"LSQM" -> "NARNG"*/
/*"LSQM" -> "MONAD"*/
/*"LSQM" -> "INTDOM"*/
/*"LSQM" -> "ENTIRER"*/
/*"LSQM" -> "PI"*/
/*"LSQM" -> "NNI"*/
/*"LSQM" -> "INT"*/
/*"LSQM" -> "SINT"*/
/*"LSQM" -> "VECTOR"*/
/*"LSQM" -> "IVECTOR"*/
/*"LSQM" -> "IARRAY1"*/
/*"LSQM" -> "VECTCAT"*/
/*"LSQM" -> "A1AGG"*/
/*"LSQM" -> "FLAGG"*/
/*"LSQM" -> "LNAGG"*/
/*"LSQM" -> "IXAGG"*/
/*"LSQM" -> "ELTAGG"*/
/*"LSQM" -> "ELTAB"*/
/*"LSQM" -> "CLAGG"*/
/*"LSQM" -> "KONVERT"*/
/*"LSQM" -> "ORDSET"*/
/*"LSQM" -> "VECTCAT-"*/
/*"LSQM" -> "A1AGG-"*/
/*"LSQM" -> "FLAGG-"*/
/*"LSQM" -> "LNAGG-"*/
/*"LSQM" -> "IXAGG-"*/
/*"LSQM" -> "CLAGG-"*/
/*"LSQM" -> "HOAGG-"*/
/*"LSQM" -> "ORDSET-"*/
/*"LSQM" -> "AGG-"*/
/*"LSQM" -> "ELTAGG-"*/
/*"LSQM" -> "SETCAT-"*/
/*"LSQM" -> "BASTYPE-"*/
/*"LSQM" -> "EUCDOM"*/
/*"LSQM" -> "PID"*/
/*"LSQM" -> "GCDDOM"*/
/*"LSQM" -> "FIELD"*/
/*"LSQM" -> "UFD"*/
/*"LSQM" -> "DIVRING"*/
/*"LSQM" -> "POLYCAT"*/
/*"LSQM" -> "FAMR"*/
/*"LSQM" -> "AMR"*/
/*"LSQM" -> "CHARZ"*/
/*"LSQM" -> "CHARNZ"*/
/*"LSQM" -> "PATMAB"*/
/*"LSQM" -> "PFECAT"*/
/*"LSQM" -> "INS"*/
/*"LSQM" -> "OINTDOM"*/
/*"LSQM" -> "ORDRING"*/
/*"LSQM" -> "OAGROUP"*/
/*"LSQM" -> "OCAMON"*/
/*"LSQM" -> "OAMON"*/
/*"LSQM" -> "OASGP"*/
/*"LSQM" -> "CFCAT"*/
/*"LSQM" -> "REAL"*/
/*"LSQM" -> "STEP"*/

"OMEXPR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=OMEXPR"]
/*"OMEXPR" -> "OM"*/
/*"OMEXPR" -> "ORDSET"*/
/*"OMEXPR" -> "SETCAT"*/
/*"OMEXPR" -> "BASTYPE"*/
/*"OMEXPR" -> "KOERCE"*/
/*"OMEXPR" -> "RING"*/
/*"OMEXPR" -> "RNG"*/
/*"OMEXPR" -> "ABELGRP"*/
/*"OMEXPR" -> "CABMON"*/
/*"OMEXPR" -> "ABELMON"*/
/*"OMEXPR" -> "ABELSG"*/
/*"OMEXPR" -> "SGROUP"*/
/*"OMEXPR" -> "MONOID"*/
/*"OMEXPR" -> "LMODULE"*/
/*"OMEXPR" -> "BOOLEAN"*/
/*"OMEXPR" -> "LSAGG"*/
/*"OMEXPR" -> "STAGG"*/
/*"OMEXPR" -> "URAGG"*/
/*"OMEXPR" -> "RCAGG"*/
/*"OMEXPR" -> "HOAGG"*/
/*"OMEXPR" -> "AGG"*/
/*"OMEXPR" -> "TYPE"*/
/*"OMEXPR" -> "EVALAB"*/
/*"OMEXPR" -> "IEVALAB"*/
/*"OMEXPR" -> "LNAGG"*/
/*"OMEXPR" -> "IXAGG"*/
/*"OMEXPR" -> "ELTAGG"*/
/*"OMEXPR" -> "ELTAB"*/
/*"OMEXPR" -> "CLAGG"*/
/*"OMEXPR" -> "KONVERT"*/
/*"OMEXPR" -> "FLAGG"*/
/*"OMEXPR" -> "ELAGG"*/
/*"OMEXPR" -> "INT"*/
/*"OMEXPR" -> "LIST"*/
/*"OMEXPR" -> "ILIST"*/
/*"OMEXPR" -> "NNI"*/
/*"OMEXPR" -> "LSAGG-"*/
/*"OMEXPR" -> "STAGG-"*/
/*"OMEXPR" -> "PI"*/
/*"OMEXPR" -> "SYMBOL"*/
/*"OMEXPR" -> "REF"*/
/*"OMEXPR" -> "ALIST"*/
/*"OMEXPR" -> "STRING"*/
/*"OMEXPR" -> "CHAR"*/
/*"OMEXPR" -> "SINT"*/
/*"OMEXPR" -> "OUTFORM"*/
/*"OMEXPR" -> "PRIMARR"*/
/*"OMEXPR" -> "A1AGG-"*/
/*"OMEXPR" -> "ISTRING"*/
/*"OMEXPR" -> "SRAGG-"*/
/*"OMEXPR" -> "FLAGG-"*/
/*"OMEXPR" -> "LNAGG-"*/
"OMEXPR" -> "FS"
/*"OMEXPR" -> "ES"*/
/*"OMEXPR" -> "RETRACT"*/
/*"OMEXPR" -> "PATAB"*/
/*"OMEXPR" -> "FPATMAB"*/
/*"OMEXPR" -> "PATMAB"*/
/*"OMEXPR" -> "FRETRCT"*/
/*"OMEXPR" -> "GROUP"*/
/*"OMEXPR" -> "PDRING"*/
/*"OMEXPR" -> "FLINEXP"*/
/*"OMEXPR" -> "LINEXP"*/
/*"OMEXPR" -> "CHARZ"*/
/*"OMEXPR" -> "CHARNZ"*/
/*"OMEXPR" -> "ALGEBRA"*/
/*"OMEXPR" -> "MODULE"*/
/*"OMEXPR" -> "BMODULE"*/
/*"OMEXPR" -> "RMODULE"*/
/*"OMEXPR" -> "FIELD"*/
/*"OMEXPR" -> "EUCDOM"*/
/*"OMEXPR" -> "PID"*/
/*"OMEXPR" -> "GCDDOM"*/
/*"OMEXPR" -> "INTDOM"*/
/*"OMEXPR" -> "COMRING"*/
/*"OMEXPR" -> "ENTIRER"*/
/*"OMEXPR" -> "UFD"*/
/*"OMEXPR" -> "DIVRING"*/

"MCMPLX" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MCMPLX"]
/*"MCMPLX" -> "FMTC"*/
/*"MCMPLX" -> "INTDOM"*/
/*"MCMPLX" -> "COMRING"*/
/*"MCMPLX" -> "RING"*/
/*"MCMPLX" -> "RNG"*/
/*"MCMPLX" -> "ABELGRP"*/
/*"MCMPLX" -> "CABMON"*/
/*"MCMPLX" -> "ABELMON"*/
/*"MCMPLX" -> "ABELSG"*/
/*"MCMPLX" -> "SETCAT"*/
/*"MCMPLX" -> "BASTYPE"*/
/*"MCMPLX" -> "KOERCE"*/
/*"MCMPLX" -> "SGROUP"*/
/*"MCMPLX" -> "MONOID"*/
/*"MCMPLX" -> "LMODULE"*/
/*"MCMPLX" -> "BMODULE"*/
/*"MCMPLX" -> "RMODULE"*/
/*"MCMPLX" -> "ALGEBRA"*/
/*"MCMPLX" -> "MODULE"*/
/*"MCMPLX" -> "ENTIRER"*/
/*"MCMPLX" -> "ORDSET"*/
/*"MCMPLX" -> "RETRACT"*/
"MCMPLX" -> "COMPCAT"
/*"MCMPLX" -> "MONOGEN"*/
/*"MCMPLX" -> "FRAMALG"*/
/*"MCMPLX" -> "FINRALG"*/
/*"MCMPLX" -> "CHARZ"*/
/*"MCMPLX" -> "CHARNZ"*/
/*"MCMPLX" -> "KONVERT"*/
/*"MCMPLX" -> "FRETRCT"*/
/*"MCMPLX" -> "FLINEXP"*/
/*"MCMPLX" -> "LINEXP"*/
/*"MCMPLX" -> "FINITE"*/
/*"MCMPLX" -> "FIELD"*/
/*"MCMPLX" -> "EUCDOM"*/
/*"MCMPLX" -> "PID"*/
/*"MCMPLX" -> "GCDDOM"*/
/*"MCMPLX" -> "UFD"*/
/*"MCMPLX" -> "DIVRING"*/
/*"MCMPLX" -> "DIFEXT"*/
/*"MCMPLX" -> "DIFRING"*/
/*"MCMPLX" -> "PDRING"*/
/*"MCMPLX" -> "FFIELDC"*/
/*"MCMPLX" -> "FPC"*/
/*"MCMPLX" -> "STEP"*/
/*"MCMPLX" -> "FEVALAB"*/
/*"MCMPLX" -> "ELTAB"*/
/*"MCMPLX" -> "EVALAB"*/
/*"MCMPLX" -> "IEVALAB"*/
/*"MCMPLX" -> "FPATMAB"*/
/*"MCMPLX" -> "TYPE"*/
/*"MCMPLX" -> "PATMAB"*/
/*"MCMPLX" -> "PATAB"*/
/*"MCMPLX" -> "TRANFUN"*/
/*"MCMPLX" -> "TRIGCAT"*/
/*"MCMPLX" -> "ATRIG"*/
/*"MCMPLX" -> "HYPCAT"*/
/*"MCMPLX" -> "AHYP"*/
/*"MCMPLX" -> "ELEMFUN"*/
/*"MCMPLX" -> "RADCAT"*/
/*"MCMPLX" -> "PFECAT"*/
/*"MCMPLX" -> "FPS"*/
/*"MCMPLX" -> "RNS"*/
/*"MCMPLX" -> "ORDRING"*/
/*"MCMPLX" -> "OAGROUP"*/
/*"MCMPLX" -> "OCAMON"*/
/*"MCMPLX" -> "OAMON"*/
/*"MCMPLX" -> "OASGP"*/
/*"MCMPLX" -> "REAL"*/
/*"MCMPLX" -> "INS"*/
/*"MCMPLX" -> "OINTDOM"*/
/*"MCMPLX" -> "CFCAT"*/
/*"MCMPLX" -> "UPOLYC"*/
/*"MCMPLX" -> "POLYCAT"*/
/*"MCMPLX" -> "FAMR"*/
/*"MCMPLX" -> "AMR"*/
/*"MCMPLX" -> "OAMONS"*/

"MULTFACT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=MULTFACT"]
/*"MULTFACT" -> "ORDSET"*/
/*"MULTFACT" -> "SETCAT"*/
/*"MULTFACT" -> "BASTYPE"*/
/*"MULTFACT" -> "KOERCE"*/
/*"MULTFACT" -> "OAMONS"*/
/*"MULTFACT" -> "OCAMON"*/
/*"MULTFACT" -> "OAMON"*/
/*"MULTFACT" -> "OASGP"*/
/*"MULTFACT" -> "ABELMON"*/
/*"MULTFACT" -> "ABELSG"*/
/*"MULTFACT" -> "CABMON"*/
/*"MULTFACT" -> "EUCDOM"*/
/*"MULTFACT" -> "PID"*/
/*"MULTFACT" -> "GCDDOM"*/
/*"MULTFACT" -> "INTDOM"*/
/*"MULTFACT" -> "COMRING"*/
/*"MULTFACT" -> "RING"*/
/*"MULTFACT" -> "RNG"*/
/*"MULTFACT" -> "ABELGRP"*/
/*"MULTFACT" -> "SGROUP"*/
/*"MULTFACT" -> "MONOID"*/
/*"MULTFACT" -> "LMODULE"*/
/*"MULTFACT" -> "BMODULE"*/
/*"MULTFACT" -> "RMODULE"*/
/*"MULTFACT" -> "ALGEBRA"*/
/*"MULTFACT" -> "MODULE"*/
/*"MULTFACT" -> "ENTIRER"*/
/*"MULTFACT" -> "CHARZ"*/
/*"MULTFACT" -> "POLYCAT"*/
/*"MULTFACT" -> "PDRING"*/
/*"MULTFACT" -> "FAMR"*/
/*"MULTFACT" -> "AMR"*/
/*"MULTFACT" -> "CHARNZ"*/
/*"MULTFACT" -> "FRETRCT"*/
/*"MULTFACT" -> "RETRACT"*/
/*"MULTFACT" -> "EVALAB"*/
/*"MULTFACT" -> "IEVALAB"*/
/*"MULTFACT" -> "FLINEXP"*/
/*"MULTFACT" -> "LINEXP"*/
/*"MULTFACT" -> "KONVERT"*/
/*"MULTFACT" -> "PATMAB"*/
/*"MULTFACT" -> "PFECAT"*/
/*"MULTFACT" -> "UFD"*/
/*"MULTFACT" -> "INS"*/
/*"MULTFACT" -> "OINTDOM"*/
/*"MULTFACT" -> "ORDRING"*/
/*"MULTFACT" -> "OAGROUP"*/
/*"MULTFACT" -> "DIFRING"*/
/*"MULTFACT" -> "CFCAT"*/
/*"MULTFACT" -> "REAL"*/
/*"MULTFACT" -> "STEP"*/
"MULTFACT" -> "COMPCAT"
/*"MULTFACT" -> "MONOGEN"*/
/*"MULTFACT" -> "FRAMALG"*/
/*"MULTFACT" -> "FINRALG"*/
/*"MULTFACT" -> "FINITE"*/
/*"MULTFACT" -> "FIELD"*/
/*"MULTFACT" -> "DIVRING"*/
/*"MULTFACT" -> "DIFEXT"*/
/*"MULTFACT" -> "FFIELDC"*/
/*"MULTFACT" -> "FPC"*/
/*"MULTFACT" -> "FEVALAB"*/
/*"MULTFACT" -> "ELTAB"*/
/*"MULTFACT" -> "FPATMAB"*/
/*"MULTFACT" -> "TYPE"*/
/*"MULTFACT" -> "PATAB"*/
/*"MULTFACT" -> "TRANFUN"*/
/*"MULTFACT" -> "TRIGCAT"*/
/*"MULTFACT" -> "ATRIG"*/
/*"MULTFACT" -> "HYPCAT"*/
/*"MULTFACT" -> "AHYP"*/
/*"MULTFACT" -> "ELEMFUN"*/
/*"MULTFACT" -> "RADCAT"*/
/*"MULTFACT" -> "UPOLYC"*/

/* MYEXPR and MYUP are mutually dependent */
/* We remove them and create a new node */
"MYEXPR/MYUP" [color="blue",href="bookvol10.3.pdf#nameddest=MYEXPR"]
"MYEXPR/MYUP" -> "FS"

/*"MYEXPR" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MYEXPR"]*/
/**"MYEXPR" -> "FS"**/
/*"MYEXPR" -> "MYUP"*/ /* clique1.spad */
/*"MYEXPR" -> "ES"*/
/*"MYEXPR" -> "ORDSET"*/
/*"MYEXPR" -> "SETCAT"*/
/*"MYEXPR" -> "BASTYPE"*/
/*"MYEXPR" -> "KOERCE"*/
/*"MYEXPR" -> "RETRACT"*/
/*"MYEXPR" -> "IEVALAB"*/
/*"MYEXPR" -> "EVALAB"*/
/*"MYEXPR" -> "PATAB"*/
/*"MYEXPR" -> "KONVERT"*/
/*"MYEXPR" -> "FPATMAB"*/
/*"MYEXPR" -> "TYPE"*/
/*"MYEXPR" -> "PATMAB"*/
/*"MYEXPR" -> "FRETRCT"*/
/*"MYEXPR" -> "MONOID"*/
/*"MYEXPR" -> "SGROUP"*/
/*"MYEXPR" -> "GROUP"*/
/*"MYEXPR" -> "ABELMON"*/
/*"MYEXPR" -> "ABELSG"*/
/*"MYEXPR" -> "ABELGRP"*/
/*"MYEXPR" -> "CABMON"*/
/*"MYEXPR" -> "RING"*/
/*"MYEXPR" -> "RNG"*/
/*"MYEXPR" -> "LMODULE"*/
/*"MYEXPR" -> "PDRING"*/
/*"MYEXPR" -> "FLINEXP"*/
/*"MYEXPR" -> "LINEXP"*/
/*"MYEXPR" -> "CHARZ"*/
/*"MYEXPR" -> "CHARNZ"*/
/*"MYEXPR" -> "ALGEBRA"*/
/*"MYEXPR" -> "MODULE"*/
/*"MYEXPR" -> "BMODULE"*/
/*"MYEXPR" -> "RMODULE"*/
/*"MYEXPR" -> "FIELD"*/
/*"MYEXPR" -> "EUCDOM"*/
/*"MYEXPR" -> "PID"*/
/*"MYEXPR" -> "GCDDOM"*/
/*"MYEXPR" -> "INTDOM"*/
/*"MYEXPR" -> "COMRING"*/
/*"MYEXPR" -> "ENTIRER"*/
/*"MYEXPR" -> "UFD"*/
/*"MYEXPR" -> "DIVRING"*/
/*"MYEXPR" -> "COMBOPC"*/
/*"MYEXPR" -> "CFCAT"*/
/*"MYEXPR" -> "POLYCAT"*/
/*"MYEXPR" -> "FAMR"*/
/*"MYEXPR" -> "AMR"*/
/*"MYEXPR" -> "PFECAT"*/
/*"MYEXPR" -> "UPOLYC"*/
/*"MYEXPR" -> "ELTAB"*/
/*"MYEXPR" -> "DIFRING"*/
/*"MYEXPR" -> "DIFEXT"*/
/*"MYEXPR" -> "STEP"*/
/*"MYEXPR" -> "INS"*/
/*"MYEXPR" -> "OINTDOM"*/
/*"MYEXPR" -> "ORDRING"*/
/*"MYEXPR" -> "OAGROUP"*/
/*"MYEXPR" -> "OCAMON"*/
/*"MYEXPR" -> "OAMON"*/
/*"MYEXPR" -> "OASGP"*/
/*"MYEXPR" -> "REAL"*/
/*"MYEXPR" -> "FPS"*/
/*"MYEXPR" -> "RNS"*/
/*"MYEXPR" -> "RADCAT"*/
/*"MYEXPR" -> "QFCAT"*/
/*"MYEXPR" -> "FEVALAB"*/
/*"MYEXPR" -> "CACHSET"*/

/*"MYUP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=MYUP"]*/
/*"MYUP" -> "MYEXPR"*/ /* clique1.spad */
/*"MYUP" -> "UPOLYC"*/
/*"MYUP" -> "POLYCAT"*/
/*"MYUP" -> "PDRING"*/
/*"MYUP" -> "RING"*/
/*"MYUP" -> "RNG"*/
/*"MYUP" -> "ABELGRP"*/
/*"MYUP" -> "CABMON"*/
/*"MYUP" -> "ABELMON"*/
/*"MYUP" -> "ABELSG"*/
/*"MYUP" -> "SETCAT"*/
/*"MYUP" -> "BASTYPE"*/
/*"MYUP" -> "KOERCE"*/
/*"MYUP" -> "SGROUP"*/
/*"MYUP" -> "MONOID"*/
/*"MYUP" -> "LMODULE"*/
/*"MYUP" -> "FAMR"*/
/*"MYUP" -> "AMR"*/
/*"MYUP" -> "BMODULE"*/
/*"MYUP" -> "RMODULE"*/
/*"MYUP" -> "COMRING"*/
/*"MYUP" -> "ALGEBRA"*/
/*"MYUP" -> "MODULE"*/
/*"MYUP" -> "CHARZ"*/
/*"MYUP" -> "CHARNZ"*/
/*"MYUP" -> "INTDOM"*/
/*"MYUP" -> "ENTIRER"*/
/*"MYUP" -> "FRETRCT"*/
/*"MYUP" -> "RETRACT"*/
/*"MYUP" -> "EVALAB"*/
/*"MYUP" -> "IEVALAB"*/
/*"MYUP" -> "FLINEXP"*/
/*"MYUP" -> "LINEXP"*/
/*"MYUP" -> "ORDSET"*/
/*"MYUP" -> "KONVERT"*/
/*"MYUP" -> "PATMAB"*/
/*"MYUP" -> "GCDDOM"*/
/*"MYUP" -> "PFECAT"*/
/*"MYUP" -> "UFD"*/
/*"MYUP" -> "ELTAB"*/
/*"MYUP" -> "DIFRING"*/
/*"MYUP" -> "DIFEXT"*/
/*"MYUP" -> "STEP"*/
/*"MYUP" -> "EUCDOM"*/
/*"MYUP" -> "PID"*/
/*"MYUP" -> "FIELD"*/
/*"MYUP" -> "DIVRING"*/
/*"MYUP" -> "NNI"*/
/*"MYUP" -> "INT"*/
/*"MYUP" -> "FPS"*/
/*"MYUP" -> "RNS"*/
/*"MYUP" -> "ORDRING"*/
/*"MYUP" -> "OAGROUP"*/
/*"MYUP" -> "OCAMON"*/
/*"MYUP" -> "OAMON"*/
/*"MYUP" -> "OASGP"*/
/*"MYUP" -> "REAL"*/
/*"MYUP" -> "RADCAT"*/
/*"MYUP" -> "INS"*/
/*"MYUP" -> "OINTDOM"*/
/*"MYUP" -> "CFCAT"*/

"NAGF01" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NAGF01"]
/*"NAGF01" -> "SYMBOL"*/
/*"NAGF01" -> "INT"*/
/*"NAGF01" -> "REF"*/
/*"NAGF01" -> "ALIST"*/
/*"NAGF01" -> "LIST"*/
/*"NAGF01" -> "STRING"*/
/*"NAGF01" -> "CHAR"*/
/*"NAGF01" -> "SINT"*/
/*"NAGF01" -> "OUTFORM"*/
/*"NAGF01" -> "PRIMARR"*/
/*"NAGF01" -> "A1AGG-"*/
/*"NAGF01" -> "ISTRING"*/
/*"NAGF01" -> "SRAGG-"*/
/*"NAGF01" -> "FLAGG-"*/
/*"NAGF01" -> "LNAGG-"*/
/*"NAGF01" -> "FPS"*/
/*"NAGF01" -> "RNS"*/
/*"NAGF01" -> "FIELD"*/
/*"NAGF01" -> "EUCDOM"*/
/*"NAGF01" -> "PID"*/
/*"NAGF01" -> "GCDDOM"*/
/*"NAGF01" -> "INTDOM"*/
/*"NAGF01" -> "COMRING"*/
/*"NAGF01" -> "RING"*/
/*"NAGF01" -> "RNG"*/
/*"NAGF01" -> "ABELGRP"*/
/*"NAGF01" -> "CABMON"*/
/*"NAGF01" -> "ABELMON"*/
/*"NAGF01" -> "ABELSG"*/
/*"NAGF01" -> "SETCAT"*/
/*"NAGF01" -> "BASTYPE"*/
/*"NAGF01" -> "KOERCE"*/
/*"NAGF01" -> "SGROUP"*/
/*"NAGF01" -> "MONOID"*/
/*"NAGF01" -> "LMODULE"*/
/*"NAGF01" -> "BMODULE"*/
/*"NAGF01" -> "RMODULE"*/
/*"NAGF01" -> "ALGEBRA"*/
/*"NAGF01" -> "MODULE"*/
/*"NAGF01" -> "ENTIRER"*/
/*"NAGF01" -> "UFD"*/
/*"NAGF01" -> "DIVRING"*/
/*"NAGF01" -> "ORDRING"*/
/*"NAGF01" -> "OAGROUP"*/
/*"NAGF01" -> "OCAMON"*/
/*"NAGF01" -> "OAMON"*/
/*"NAGF01" -> "OASGP"*/
/*"NAGF01" -> "ORDSET"*/
/*"NAGF01" -> "REAL"*/
/*"NAGF01" -> "KONVERT"*/
/*"NAGF01" -> "RETRACT"*/
/*"NAGF01" -> "RADCAT"*/
/*"NAGF01" -> "PATMAB"*/
/*"NAGF01" -> "CHARZ"*/
/*"NAGF01" -> "INS"*/
/*"NAGF01" -> "OINTDOM"*/
/*"NAGF01" -> "DIFRING"*/
/*"NAGF01" -> "LINEXP"*/
/*"NAGF01" -> "CFCAT"*/
/*"NAGF01" -> "STEP"*/
"NAGF01" -> "COMPCAT"
/*"NAGF01" -> "MONOGEN"*/
/*"NAGF01" -> "FRAMALG"*/
/*"NAGF01" -> "FINRALG"*/
/*"NAGF01" -> "CHARNZ"*/
/*"NAGF01" -> "FRETRCT"*/
/*"NAGF01" -> "FLINEXP"*/
/*"NAGF01" -> "FINITE"*/
/*"NAGF01" -> "DIFEXT"*/
/*"NAGF01" -> "PDRING"*/
/*"NAGF01" -> "FFIELDC"*/
/*"NAGF01" -> "FPC"*/
/*"NAGF01" -> "FEVALAB"*/
/*"NAGF01" -> "ELTAB"*/
/*"NAGF01" -> "EVALAB"*/
/*"NAGF01" -> "IEVALAB"*/
/*"NAGF01" -> "FPATMAB"*/
/*"NAGF01" -> "TYPE"*/
/*"NAGF01" -> "PATAB"*/
/*"NAGF01" -> "TRANFUN"*/
/*"NAGF01" -> "TRIGCAT"*/
/*"NAGF01" -> "ATRIG"*/
/*"NAGF01" -> "HYPCAT"*/
/*"NAGF01" -> "AHYP"*/
/*"NAGF01" -> "ELEMFUN"*/
/*"NAGF01" -> "PFECAT"*/

"NAGF02" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NAGF02"]
/*"NAGF02" -> "SYMBOL"*/
/*"NAGF02" -> "INT"*/
/*"NAGF02" -> "REF"*/
/*"NAGF02" -> "ALIST"*/
/*"NAGF02" -> "LIST"*/
/*"NAGF02" -> "STRING"*/
/*"NAGF02" -> "CHAR"*/
/*"NAGF02" -> "SINT"*/
/*"NAGF02" -> "OUTFORM"*/
/*"NAGF02" -> "PRIMARR"*/
/*"NAGF02" -> "A1AGG-"*/
/*"NAGF02" -> "ISTRING"*/
/*"NAGF02" -> "SRAGG-"*/
/*"NAGF02" -> "FLAGG-"*/
/*"NAGF02" -> "LNAGG-"*/
/*"NAGF02" -> "FPS"*/
/*"NAGF02" -> "RNS"*/
/*"NAGF02" -> "FIELD"*/
/*"NAGF02" -> "EUCDOM"*/
/*"NAGF02" -> "PID"*/
/*"NAGF02" -> "GCDDOM"*/
/*"NAGF02" -> "INTDOM"*/
/*"NAGF02" -> "COMRING"*/
/*"NAGF02" -> "RING"*/
/*"NAGF02" -> "RNG"*/
/*"NAGF02" -> "ABELGRP"*/
/*"NAGF02" -> "CABMON"*/
/*"NAGF02" -> "ABELMON"*/
/*"NAGF02" -> "ABELSG"*/
/*"NAGF02" -> "SETCAT"*/
/*"NAGF02" -> "BASTYPE"*/
/*"NAGF02" -> "KOERCE"*/
/*"NAGF02" -> "SGROUP"*/
/*"NAGF02" -> "MONOID"*/
/*"NAGF02" -> "LMODULE"*/
/*"NAGF02" -> "BMODULE"*/
/*"NAGF02" -> "RMODULE"*/
/*"NAGF02" -> "ALGEBRA"*/
/*"NAGF02" -> "MODULE"*/
/*"NAGF02" -> "ENTIRER"*/
/*"NAGF02" -> "UFD"*/
/*"NAGF02" -> "DIVRING"*/
/*"NAGF02" -> "ORDRING"*/
/*"NAGF02" -> "OAGROUP"*/
/*"NAGF02" -> "OCAMON"*/
/*"NAGF02" -> "OAMON"*/
/*"NAGF02" -> "OASGP"*/
/*"NAGF02" -> "ORDSET"*/
/*"NAGF02" -> "REAL"*/
/*"NAGF02" -> "KONVERT"*/
/*"NAGF02" -> "RETRACT"*/
/*"NAGF02" -> "RADCAT"*/
/*"NAGF02" -> "PATMAB"*/
/*"NAGF02" -> "CHARZ"*/
/*"NAGF02" -> "INS-"*/
/*"NAGF02" -> "EUCDOM-"*/
/*"NAGF02" -> "UFD-"*/
/*"NAGF02" -> "GCDDOM-"*/
/*"NAGF02" -> "INTDOM-"*/
/*"NAGF02" -> "ALGEBRA-"*/
/*"NAGF02" -> "DIFRING-"*/
/*"NAGF02" -> "ORDRING-"*/
/*"NAGF02" -> "MODULE-"*/
/*"NAGF02" -> "RING-"*/
/*"NAGF02" -> "ABELGRP-"*/
/*"NAGF02" -> "ABELMON-"*/
/*"NAGF02" -> "MONOID-"*/
/*"NAGF02" -> "ORDSET-"*/
/*"NAGF02" -> "ABELSG-"*/
/*"NAGF02" -> "SGROUP-"*/
/*"NAGF02" -> "DFLOAT"*/
/*"NAGF02" -> "PI"*/
/*"NAGF02" -> "NNI"*/
"NAGF02" -> "COMPCAT"
/*"NAGF02" -> "MONOGEN"*/
/*"NAGF02" -> "FRAMALG"*/
/*"NAGF02" -> "FINRALG"*/
/*"NAGF02" -> "CHARNZ"*/
/*"NAGF02" -> "FRETRCT"*/
/*"NAGF02" -> "FLINEXP"*/
/*"NAGF02" -> "LINEXP"*/
/*"NAGF02" -> "FINITE"*/
/*"NAGF02" -> "DIFEXT"*/
/*"NAGF02" -> "DIFRING"*/
/*"NAGF02" -> "PDRING"*/
/*"NAGF02" -> "FFIELDC"*/
/*"NAGF02" -> "FPC"*/
/*"NAGF02" -> "STEP"*/
/*"NAGF02" -> "FEVALAB"*/
/*"NAGF02" -> "ELTAB"*/
/*"NAGF02" -> "EVALAB"*/
/*"NAGF02" -> "IEVALAB"*/
/*"NAGF02" -> "FPATMAB"*/
/*"NAGF02" -> "TYPE"*/
/*"NAGF02" -> "PATAB"*/
/*"NAGF02" -> "TRANFUN"*/
/*"NAGF02" -> "TRIGCAT"*/
/*"NAGF02" -> "ATRIG"*/
/*"NAGF02" -> "HYPCAT"*/
/*"NAGF02" -> "AHYP"*/
/*"NAGF02" -> "ELEMFUN"*/
/*"NAGF02" -> "PFECAT"*/

"NAGF04" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NAGF04"]
/*"NAGF04" -> "SYMBOL"*/
/*"NAGF04" -> "INT"*/
/*"NAGF04" -> "REF"*/
/*"NAGF04" -> "ALIST"*/
/*"NAGF04" -> "LIST"*/
/*"NAGF04" -> "STRING"*/
/*"NAGF04" -> "CHAR"*/
/*"NAGF04" -> "SINT"*/
/*"NAGF04" -> "OUTFORM"*/
/*"NAGF04" -> "PRIMARR"*/
/*"NAGF04" -> "A1AGG-"*/
/*"NAGF04" -> "ISTRING"*/
/*"NAGF04" -> "SRAGG-"*/
/*"NAGF04" -> "FLAGG-"*/
/*"NAGF04" -> "LNAGG-"*/
/*"NAGF04" -> "FPS"*/
/*"NAGF04" -> "RNS"*/
/*"NAGF04" -> "FIELD"*/
/*"NAGF04" -> "EUCDOM"*/
/*"NAGF04" -> "PID"*/
/*"NAGF04" -> "GCDDOM"*/
/*"NAGF04" -> "INTDOM"*/
/*"NAGF04" -> "COMRING"*/
/*"NAGF04" -> "RING"*/
/*"NAGF04" -> "RNG"*/
/*"NAGF04" -> "ABELGRP"*/
/*"NAGF04" -> "CABMON"*/
/*"NAGF04" -> "ABELMON"*/
/*"NAGF04" -> "ABELSG"*/
/*"NAGF04" -> "SETCAT"*/
/*"NAGF04" -> "BASTYPE"*/
/*"NAGF04" -> "KOERCE"*/
/*"NAGF04" -> "SGROUP"*/
/*"NAGF04" -> "MONOID"*/
/*"NAGF04" -> "LMODULE"*/
/*"NAGF04" -> "BMODULE"*/
/*"NAGF04" -> "RMODULE"*/
/*"NAGF04" -> "ALGEBRA"*/
/*"NAGF04" -> "MODULE"*/
/*"NAGF04" -> "ENTIRER"*/
/*"NAGF04" -> "UFD"*/
/*"NAGF04" -> "DIVRING"*/
/*"NAGF04" -> "ORDRING"*/
/*"NAGF04" -> "OAGROUP"*/
/*"NAGF04" -> "OCAMON"*/
/*"NAGF04" -> "OAMON"*/
/*"NAGF04" -> "OASGP"*/
/*"NAGF04" -> "ORDSET"*/
/*"NAGF04" -> "REAL"*/
/*"NAGF04" -> "KONVERT"*/
/*"NAGF04" -> "RETRACT"*/
/*"NAGF04" -> "RADCAT"*/
/*"NAGF04" -> "PATMAB"*/
/*"NAGF04" -> "CHARZ"*/
"NAGF04" -> "COMPCAT"
/*"NAGF04" -> "MONOGEN"*/
/*"NAGF04" -> "FRAMALG"*/
/*"NAGF04" -> "FINRALG"*/
/*"NAGF04" -> "CHARNZ"*/
/*"NAGF04" -> "FRETRCT"*/
/*"NAGF04" -> "FLINEXP"*/
/*"NAGF04" -> "LINEXP"*/
/*"NAGF04" -> "FINITE"*/
/*"NAGF04" -> "DIFEXT"*/
/*"NAGF04" -> "DIFRING"*/
/*"NAGF04" -> "PDRING"*/
/*"NAGF04" -> "FFIELDC"*/
/*"NAGF04" -> "FPC"*/
/*"NAGF04" -> "STEP"*/
/*"NAGF04" -> "FEVALAB"*/
/*"NAGF04" -> "ELTAB"*/
/*"NAGF04" -> "EVALAB"*/
/*"NAGF04" -> "IEVALAB"*/
/*"NAGF04" -> "FPATMAB"*/
/*"NAGF04" -> "TYPE"*/
/*"NAGF04" -> "PATAB"*/
/*"NAGF04" -> "TRANFUN"*/
/*"NAGF04" -> "TRIGCAT"*/
/*"NAGF04" -> "ATRIG"*/
/*"NAGF04" -> "HYPCAT"*/
/*"NAGF04" -> "AHYP"*/
/*"NAGF04" -> "ELEMFUN"*/
/*"NAGF04" -> "PFECAT"*/
/*"NAGF04" -> "INS"*/
/*"NAGF04" -> "OINTDOM"*/
/*"NAGF04" -> "CFCAT"*/
/*"NAGF04" -> "DFLOAT"*/

"NCEP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NCEP"]
/*"NCEP" -> "FIELD"*/
/*"NCEP" -> "EUCDOM"*/
/*"NCEP" -> "PID"*/
/*"NCEP" -> "GCDDOM"*/
/*"NCEP" -> "INTDOM"*/
/*"NCEP" -> "COMRING"*/
/*"NCEP" -> "RING"*/
/*"NCEP" -> "RNG"*/
/*"NCEP" -> "ABELGRP"*/
/*"NCEP" -> "CABMON"*/
/*"NCEP" -> "ABELMON"*/
/*"NCEP" -> "ABELSG"*/
/*"NCEP" -> "SETCAT"*/
/*"NCEP" -> "BASTYPE"*/
/*"NCEP" -> "KOERCE"*/
/*"NCEP" -> "SGROUP"*/
/*"NCEP" -> "MONOID"*/
/*"NCEP" -> "LMODULE"*/
/*"NCEP" -> "BMODULE"*/
/*"NCEP" -> "RMODULE"*/
/*"NCEP" -> "ALGEBRA"*/
/*"NCEP" -> "MODULE"*/
/*"NCEP" -> "ENTIRER"*/
/*"NCEP" -> "UFD"*/
/*"NCEP" -> "DIVRING"*/
/*"NCEP" -> "ORDRING"*/
/*"NCEP" -> "OAGROUP"*/
/*"NCEP" -> "OCAMON"*/
/*"NCEP" -> "OAMON"*/
/*"NCEP" -> "OASGP"*/
/*"NCEP" -> "ORDSET"*/
/*"NCEP" -> "SYMBOL"*/
/*"NCEP" -> "INT"*/
/*"NCEP" -> "REF"*/
/*"NCEP" -> "ALIST"*/
/*"NCEP" -> "LIST"*/
/*"NCEP" -> "STRING"*/
/*"NCEP" -> "CHAR"*/
/*"NCEP" -> "SINT"*/
/*"NCEP" -> "OUTFORM"*/
/*"NCEP" -> "PRIMARR"*/
/*"NCEP" -> "A1AGG-"*/
/*"NCEP" -> "ISTRING"*/
/*"NCEP" -> "SRAGG-"*/
/*"NCEP" -> "FLAGG-"*/
/*"NCEP" -> "LNAGG-"*/
/*"NCEP" -> "INS"*/
/*"NCEP" -> "OINTDOM"*/
/*"NCEP" -> "DIFRING"*/
/*"NCEP" -> "KONVERT"*/
/*"NCEP" -> "RETRACT"*/
/*"NCEP" -> "LINEXP"*/
/*"NCEP" -> "PATMAB"*/
/*"NCEP" -> "CFCAT"*/
/*"NCEP" -> "REAL"*/
/*"NCEP" -> "CHARZ"*/
/*"NCEP" -> "STEP"*/
/*"NCEP" -> "QFCAT"*/
/*"NCEP" -> "FEVALAB"*/
/*"NCEP" -> "ELTAB"*/
/*"NCEP" -> "EVALAB"*/
/*"NCEP" -> "IEVALAB"*/
/*"NCEP" -> "DIFEXT"*/
/*"NCEP" -> "PDRING"*/
/*"NCEP" -> "FLINEXP"*/
/*"NCEP" -> "PATAB"*/
/*"NCEP" -> "FPATMAB"*/
/*"NCEP" -> "TYPE"*/
/*"NCEP" -> "CHARNZ"*/
/*"NCEP" -> "PFECAT"*/
"NCEP" -> "COMPCAT"
/*"NCEP" -> "MONOGEN"*/
/*"NCEP" -> "FRAMALG"*/
/*"NCEP" -> "FINRALG"*/
/*"NCEP" -> "FRETRCT"*/
/*"NCEP" -> "FINITE"*/
/*"NCEP" -> "FFIELDC"*/
/*"NCEP" -> "FPC"*/
/*"NCEP" -> "TRANFUN"*/
/*"NCEP" -> "TRIGCAT"*/
/*"NCEP" -> "ATRIG"*/
/*"NCEP" -> "HYPCAT"*/
/*"NCEP" -> "AHYP"*/
/*"NCEP" -> "ELEMFUN"*/
/*"NCEP" -> "RADCAT"*/
/*"NCEP" -> "UPOLYC"*/
/*"NCEP" -> "POLYCAT"*/
/*"NCEP" -> "FAMR"*/
/*"NCEP" -> "AMR"*/

"NLINSOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NLINSOL"]
/*"NLINSOL" -> "INTDOM"*/
/*"NLINSOL" -> "COMRING"*/
/*"NLINSOL" -> "RING"*/
/*"NLINSOL" -> "RNG"*/
/*"NLINSOL" -> "ABELGRP"*/
/*"NLINSOL" -> "CABMON"*/
/*"NLINSOL" -> "ABELMON"*/
/*"NLINSOL" -> "ABELSG"*/
/*"NLINSOL" -> "SETCAT"*/
/*"NLINSOL" -> "BASTYPE"*/
/*"NLINSOL" -> "KOERCE"*/
/*"NLINSOL" -> "SGROUP"*/
/*"NLINSOL" -> "MONOID"*/
/*"NLINSOL" -> "LMODULE"*/
/*"NLINSOL" -> "BMODULE"*/
/*"NLINSOL" -> "RMODULE"*/
/*"NLINSOL" -> "ALGEBRA"*/
/*"NLINSOL" -> "MODULE"*/
/*"NLINSOL" -> "ENTIRER"*/
/*"NLINSOL" -> "ORDSET"*/
/*"NLINSOL" -> "KONVERT"*/
/*"NLINSOL" -> "OM"*/
/*"NLINSOL" -> "PATMAB"*/
/*"NLINSOL" -> "INT"*/
/*"NLINSOL" -> "LIST"*/
/*"NLINSOL" -> "POLYCAT"*/
/*"NLINSOL" -> "PDRING"*/
/*"NLINSOL" -> "FAMR"*/
/*"NLINSOL" -> "AMR"*/
/*"NLINSOL" -> "CHARZ"*/
/*"NLINSOL" -> "CHARNZ"*/
/*"NLINSOL" -> "FRETRCT"*/
/*"NLINSOL" -> "RETRACT"*/
/*"NLINSOL" -> "EVALAB"*/
/*"NLINSOL" -> "IEVALAB"*/
/*"NLINSOL" -> "FLINEXP"*/
/*"NLINSOL" -> "LINEXP"*/
/*"NLINSOL" -> "GCDDOM"*/
/*"NLINSOL" -> "PFECAT"*/
/*"NLINSOL" -> "UFD"*/
"NLINSOL" -> "ACF"
/*"NLINSOL" -> "FIELD"*/
/*"NLINSOL" -> "EUCDOM"*/
/*"NLINSOL" -> "PID"*/
/*"NLINSOL" -> "DIVRING"*/
/*"NLINSOL" -> "RADCAT"*/
/*"NLINSOL" -> "ILIST"*/
/*"NLINSOL" -> "LSAGG-"*/
/*"NLINSOL" -> "STAGG-"*/
/*"NLINSOL" -> "LSAGG"*/
/*"NLINSOL" -> "STAGG"*/
/*"NLINSOL" -> "URAGG"*/
/*"NLINSOL" -> "RCAGG"*/
/*"NLINSOL" -> "HOAGG"*/
/*"NLINSOL" -> "AGG"*/
/*"NLINSOL" -> "TYPE"*/
/*"NLINSOL" -> "LNAGG"*/
/*"NLINSOL" -> "IXAGG"*/
/*"NLINSOL" -> "ELTAGG"*/
/*"NLINSOL" -> "ELTAB"*/
/*"NLINSOL" -> "CLAGG"*/
/*"NLINSOL" -> "FLAGG"*/
/*"NLINSOL" -> "ELAGG"*/
/*"NLINSOL" -> "NNI"*/
/*"NLINSOL" -> "INS"*/
/*"NLINSOL" -> "OINTDOM"*/
/*"NLINSOL" -> "ORDRING"*/
/*"NLINSOL" -> "OAGROUP"*/
/*"NLINSOL" -> "OCAMON"*/
/*"NLINSOL" -> "OAMON"*/
/*"NLINSOL" -> "OASGP"*/
/*"NLINSOL" -> "DIFRING"*/
/*"NLINSOL" -> "CFCAT"*/
/*"NLINSOL" -> "REAL"*/
/*"NLINSOL" -> "STEP"*/
/*"NLINSOL" -> "QFCAT"*/
/*"NLINSOL" -> "FEVALAB"*/
/*"NLINSOL" -> "DIFEXT"*/
/*"NLINSOL" -> "PATAB"*/
/*"NLINSOL" -> "FPATMAB"*/

"NSMP" [color="#88FF44",href="bookvol10.3.pdf#nameddest=NSMP"]
"NSMP" -> "RPOLCAT"
/*"NSMP" -> "POLYCAT"*/
/*"NSMP" -> "PDRING"*/
/*"NSMP" -> "RING"*/
/*"NSMP" -> "RNG"*/
/*"NSMP" -> "ABELGRP"*/
/*"NSMP" -> "CABMON"*/
/*"NSMP" -> "ABELMON"*/
/*"NSMP" -> "ABELSG"*/
/*"NSMP" -> "SETCAT"*/
/*"NSMP" -> "BASTYPE"*/
/*"NSMP" -> "KOERCE"*/
/*"NSMP" -> "SGROUP"*/
/*"NSMP" -> "MONOID"*/
/*"NSMP" -> "LMODULE"*/
/*"NSMP" -> "FAMR"*/
/*"NSMP" -> "AMR"*/
/*"NSMP" -> "BMODULE"*/
/*"NSMP" -> "RMODULE"*/
/*"NSMP" -> "COMRING"*/
/*"NSMP" -> "ALGEBRA"*/
/*"NSMP" -> "MODULE"*/
/*"NSMP" -> "CHARZ"*/
/*"NSMP" -> "CHARNZ"*/
/*"NSMP" -> "INTDOM"*/
/*"NSMP" -> "ENTIRER"*/
/*"NSMP" -> "FRETRCT"*/
/*"NSMP" -> "RETRACT"*/
/*"NSMP" -> "EVALAB"*/
/*"NSMP" -> "IEVALAB"*/
/*"NSMP" -> "FLINEXP"*/
/*"NSMP" -> "LINEXP"*/
/*"NSMP" -> "ORDSET"*/
/*"NSMP" -> "KONVERT"*/
/*"NSMP" -> "PATMAB"*/
/*"NSMP" -> "GCDDOM"*/
/*"NSMP" -> "PFECAT"*/
/*"NSMP" -> "UFD"*/
/*"NSMP" -> "NNI"*/
/*"NSMP" -> "INT"*/
/*"NSMP" -> "LIST"*/
/*"NSMP" -> "ILIST"*/
/*"NSMP" -> "LSAGG-"*/
/*"NSMP" -> "STAGG-"*/
/*"NSMP" -> "ELAGG-"*/
/*"NSMP" -> "FLAGG-"*/
/*"NSMP" -> "URAGG-"*/
/*"NSMP" -> "LNAGG-"*/
/*"NSMP" -> "RCAGG-"*/
/*"NSMP" -> "IXAGG-"*/
/*"NSMP" -> "CLAGG-"*/
/*"NSMP" -> "HOAGG-"*/
/*"NSMP" -> "ORDSET-"*/
/*"NSMP" -> "AGG-"*/
/*"NSMP" -> "ELTAGG-"*/
/*"NSMP" -> "SETCAT-"*/
/*"NSMP" -> "BASTYPE-"*/
/*"NSMP" -> "BOOLEAN"*/
/*"NSMP" -> "MONOID-"*/
/*"NSMP" -> "ABELMON-"*/
/*"NSMP" -> "PI"*/
/*"NSMP" -> "EUCDOM"*/
/*"NSMP" -> "PID"*/
/*"NSMP" -> "INS"*/
/*"NSMP" -> "OINTDOM"*/
/*"NSMP" -> "ORDRING"*/
/*"NSMP" -> "OAGROUP"*/
/*"NSMP" -> "OCAMON"*/
/*"NSMP" -> "OAMON"*/
/*"NSMP" -> "OASGP"*/
/*"NSMP" -> "DIFRING"*/
/*"NSMP" -> "CFCAT"*/
/*"NSMP" -> "REAL"*/
/*"NSMP" -> "STEP"*/
/*"NSMP" -> "QFCAT"*/
/*"NSMP" -> "FIELD"*/
/*"NSMP" -> "DIVRING"*/
/*"NSMP" -> "FEVALAB"*/
/*"NSMP" -> "ELTAB"*/
/*"NSMP" -> "DIFEXT"*/
/*"NSMP" -> "PATAB"*/
/*"NSMP" -> "FPATMAB"*/
/*"NSMP" -> "TYPE"*/
/*"NSMP" -> "FPS"*/
/*"NSMP" -> "RNS"*/
/*"NSMP" -> "RADCAT"*/
/*"NSMP" -> "UPOLYC"*/

"NUMERIC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NUMERIC"]
/*"NUMERIC" -> "KONVERT"*/
/*"NUMERIC" -> "COMRING"*/
/*"NUMERIC" -> "RING"*/
/*"NUMERIC" -> "RNG"*/
/*"NUMERIC" -> "ABELGRP"*/
/*"NUMERIC" -> "CABMON"*/
/*"NUMERIC" -> "ABELMON"*/
/*"NUMERIC" -> "ABELSG"*/
/*"NUMERIC" -> "SETCAT"*/
/*"NUMERIC" -> "BASTYPE"*/
/*"NUMERIC" -> "KOERCE"*/
/*"NUMERIC" -> "SGROUP"*/
/*"NUMERIC" -> "MONOID"*/
/*"NUMERIC" -> "LMODULE"*/
/*"NUMERIC" -> "BMODULE"*/
/*"NUMERIC" -> "RMODULE"*/
"NUMERIC" -> "COMPCAT"
/*"NUMERIC" -> "MONOGEN"*/
/*"NUMERIC" -> "FRAMALG"*/
/*"NUMERIC" -> "FINRALG"*/
/*"NUMERIC" -> "ALGEBRA"*/
/*"NUMERIC" -> "MODULE"*/
/*"NUMERIC" -> "CHARZ"*/
/*"NUMERIC" -> "CHARNZ"*/
/*"NUMERIC" -> "FRETRCT"*/
/*"NUMERIC" -> "RETRACT"*/
/*"NUMERIC" -> "FLINEXP"*/
/*"NUMERIC" -> "LINEXP"*/
/*"NUMERIC" -> "FINITE"*/
/*"NUMERIC" -> "FIELD"*/
/*"NUMERIC" -> "EUCDOM"*/
/*"NUMERIC" -> "PID"*/
/*"NUMERIC" -> "GCDDOM"*/
/*"NUMERIC" -> "INTDOM"*/
/*"NUMERIC" -> "ENTIRER"*/
/*"NUMERIC" -> "UFD"*/
/*"NUMERIC" -> "DIVRING"*/
/*"NUMERIC" -> "DIFEXT"*/
/*"NUMERIC" -> "DIFRING"*/
/*"NUMERIC" -> "PDRING"*/
/*"NUMERIC" -> "FFIELDC"*/
/*"NUMERIC" -> "FPC"*/
/*"NUMERIC" -> "STEP"*/
/*"NUMERIC" -> "FEVALAB"*/
/*"NUMERIC" -> "ELTAB"*/
/*"NUMERIC" -> "EVALAB"*/
/*"NUMERIC" -> "IEVALAB"*/
/*"NUMERIC" -> "FPATMAB"*/
/*"NUMERIC" -> "TYPE"*/
/*"NUMERIC" -> "PATMAB"*/
/*"NUMERIC" -> "PATAB"*/
/*"NUMERIC" -> "ORDSET"*/
/*"NUMERIC" -> "TRANFUN"*/
/*"NUMERIC" -> "TRIGCAT"*/
/*"NUMERIC" -> "ATRIG"*/
/*"NUMERIC" -> "HYPCAT"*/
/*"NUMERIC" -> "AHYP"*/
/*"NUMERIC" -> "ELEMFUN"*/
/*"NUMERIC" -> "RADCAT"*/
/*"NUMERIC" -> "PFECAT"*/
/*"NUMERIC" -> "FPS"*/
/*"NUMERIC" -> "RNS"*/
/*"NUMERIC" -> "ORDRING"*/
/*"NUMERIC" -> "OAGROUP"*/
/*"NUMERIC" -> "OCAMON"*/
/*"NUMERIC" -> "OAMON"*/
/*"NUMERIC" -> "OASGP"*/
/*"NUMERIC" -> "REAL"*/
/*"NUMERIC" -> "OM"*/
/*"NUMERIC" -> "POLYCAT"*/
/*"NUMERIC" -> "FAMR"*/
/*"NUMERIC" -> "AMR"*/

"OCT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=OCT"]
"OCT" -> "OC"
/*"OCT" -> "ALGEBRA"*/
/*"OCT" -> "RING"*/
/*"OCT" -> "RNG"*/
/*"OCT" -> "ABELGRP"*/
/*"OCT" -> "CABMON"*/
/*"OCT" -> "ABELMON"*/
/*"OCT" -> "ABELSG"*/
/*"OCT" -> "SETCAT"*/
/*"OCT" -> "BASTYPE"*/
/*"OCT" -> "KOERCE"*/
/*"OCT" -> "SGROUP"*/
/*"OCT" -> "MONOID"*/
/*"OCT" -> "LMODULE"*/
/*"OCT" -> "MODULE"*/
/*"OCT" -> "BMODULE"*/
/*"OCT" -> "RMODULE"*/
/*"OCT" -> "FRETRCT"*/
/*"OCT" -> "RETRACT"*/
/*"OCT" -> "FEVALAB"*/
/*"OCT" -> "ELTAB"*/
/*"OCT" -> "EVALAB"*/
/*"OCT" -> "IEVALAB"*/
/*"OCT" -> "FINITE"*/
/*"OCT" -> "ORDSET"*/
/*"OCT" -> "KONVERT"*/
/*"OCT" -> "CHARZ"*/
/*"OCT" -> "CHARNZ"*/
/*"OCT" -> "COMRING"*/
"OCT" -> "QUATCAT"
/*"OCT" -> "DIFEXT"*/
/*"OCT" -> "DIFRING"*/
/*"OCT" -> "PDRING"*/
/*"OCT" -> "FLINEXP"*/
/*"OCT" -> "LINEXP"*/
/*"OCT" -> "ENTIRER"*/
/*"OCT" -> "DIVRING"*/
/*"OCT" -> "FIELD"*/
/*"OCT" -> "EUCDOM"*/
/*"OCT" -> "PID"*/
/*"OCT" -> "GCDDOM"*/
/*"OCT" -> "INTDOM"*/
/*"OCT" -> "UFD"*/
/*"OCT" -> "INS"*/
/*"OCT" -> "OINTDOM"*/
/*"OCT" -> "ORDRING"*/
/*"OCT" -> "OAGROUP"*/
/*"OCT" -> "OCAMON"*/
/*"OCT" -> "OAMON"*/
/*"OCT" -> "OASGP"*/
/*"OCT" -> "PATMAB"*/
/*"OCT" -> "CFCAT"*/
/*"OCT" -> "REAL"*/
/*"OCT" -> "STEP"*/
/*"OCT" -> "RNS"*/
/*"OCT" -> "RADCAT"*/

"OCTCT2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=OCTCT2"]
"OCTCT2" -> "OC"
/*"OCTCT2" -> "ALGEBRA"*/
/*"OCTCT2" -> "RING"*/
/*"OCTCT2" -> "RNG"*/
/*"OCTCT2" -> "ABELGRP"*/
/*"OCTCT2" -> "CABMON"*/
/*"OCTCT2" -> "ABELMON"*/
/*"OCTCT2" -> "ABELSG"*/
/*"OCTCT2" -> "SETCAT"*/
/*"OCTCT2" -> "BASTYPE"*/
/*"OCTCT2" -> "KOERCE"*/
/*"OCTCT2" -> "SGROUP"*/
/*"OCTCT2" -> "MONOID"*/
/*"OCTCT2" -> "LMODULE"*/
/*"OCTCT2" -> "MODULE"*/
/*"OCTCT2" -> "BMODULE"*/
/*"OCTCT2" -> "RMODULE"*/
/*"OCTCT2" -> "FRETRCT"*/
/*"OCTCT2" -> "RETRACT"*/
/*"OCTCT2" -> "FEVALAB"*/
/*"OCTCT2" -> "ELTAB"*/
/*"OCTCT2" -> "EVALAB"*/
/*"OCTCT2" -> "IEVALAB"*/
/*"OCTCT2" -> "FINITE"*/
/*"OCTCT2" -> "ORDSET"*/
/*"OCTCT2" -> "KONVERT"*/
/*"OCTCT2" -> "CHARZ"*/
/*"OCTCT2" -> "CHARNZ"*/
/*"OCTCT2" -> "COMRING"*/

"ODEPAL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODEPAL"]
/*"ODEPAL" -> "FIELD"*/
/*"ODEPAL" -> "EUCDOM"*/
/*"ODEPAL" -> "PID"*/
/*"ODEPAL" -> "GCDDOM"*/
/*"ODEPAL" -> "INTDOM"*/
/*"ODEPAL" -> "COMRING"*/
/*"ODEPAL" -> "RING"*/
/*"ODEPAL" -> "RNG"*/
/*"ODEPAL" -> "ABELGRP"*/
/*"ODEPAL" -> "CABMON"*/
/*"ODEPAL" -> "ABELMON"*/
/*"ODEPAL" -> "ABELSG"*/
/*"ODEPAL" -> "SETCAT"*/
/*"ODEPAL" -> "BASTYPE"*/
/*"ODEPAL" -> "KOERCE"*/
/*"ODEPAL" -> "SGROUP"*/
/*"ODEPAL" -> "MONOID"*/
/*"ODEPAL" -> "LMODULE"*/
/*"ODEPAL" -> "BMODULE"*/
/*"ODEPAL" -> "RMODULE"*/
/*"ODEPAL" -> "ALGEBRA"*/
/*"ODEPAL" -> "MODULE"*/
/*"ODEPAL" -> "ENTIRER"*/
/*"ODEPAL" -> "UFD"*/
/*"ODEPAL" -> "DIVRING"*/
/*"ODEPAL" -> "CHARZ"*/
/*"ODEPAL" -> "RETRACT"*/
/*"ODEPAL" -> "UPOLYC"*/
/*"ODEPAL" -> "POLYCAT"*/
/*"ODEPAL" -> "PDRING"*/
/*"ODEPAL" -> "FAMR"*/
/*"ODEPAL" -> "AMR"*/
/*"ODEPAL" -> "CHARNZ"*/
/*"ODEPAL" -> "FRETRCT"*/
/*"ODEPAL" -> "EVALAB"*/
/*"ODEPAL" -> "IEVALAB"*/
/*"ODEPAL" -> "FLINEXP"*/
/*"ODEPAL" -> "LINEXP"*/
/*"ODEPAL" -> "ORDSET"*/
/*"ODEPAL" -> "KONVERT"*/
/*"ODEPAL" -> "PATMAB"*/
/*"ODEPAL" -> "PFECAT"*/
/*"ODEPAL" -> "ELTAB"*/
/*"ODEPAL" -> "DIFRING"*/
/*"ODEPAL" -> "DIFEXT"*/
/*"ODEPAL" -> "STEP"*/
"ODEPAL" -> "FFCAT"
/*"ODEPAL" -> "MONOGEN"*/
/*"ODEPAL" -> "FRAMALG"*/
/*"ODEPAL" -> "FINRALG"*/
/*"ODEPAL" -> "FINITE"*/
/*"ODEPAL" -> "FFIELDC"*/
/*"ODEPAL" -> "FPC"*/
/*"ODEPAL" -> "QFCAT"*/
/*"ODEPAL" -> "FEVALAB"*/
/*"ODEPAL" -> "PATAB"*/
/*"ODEPAL" -> "FPATMAB"*/
/*"ODEPAL" -> "TYPE"*/
/*"ODEPAL" -> "OINTDOM"*/
/*"ODEPAL" -> "ORDRING"*/
/*"ODEPAL" -> "OAGROUP"*/
/*"ODEPAL" -> "OCAMON"*/
/*"ODEPAL" -> "OAMON"*/
/*"ODEPAL" -> "OASGP"*/
/*"ODEPAL" -> "REAL"*/
/*"ODEPAL" -> "LODOCAT"*/
/*"ODEPAL" -> "OREPCAT"*/

"ODERTRIC" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODERTRIC"]
/*"ODERTRIC" -> "FIELD"*/
/*"ODERTRIC" -> "EUCDOM"*/
/*"ODERTRIC" -> "PID"*/
/*"ODERTRIC" -> "GCDDOM"*/
/*"ODERTRIC" -> "INTDOM"*/
/*"ODERTRIC" -> "COMRING"*/
/*"ODERTRIC" -> "RING"*/
/*"ODERTRIC" -> "RNG"*/
/*"ODERTRIC" -> "ABELGRP"*/
/*"ODERTRIC" -> "CABMON"*/
/*"ODERTRIC" -> "ABELMON"*/
/*"ODERTRIC" -> "ABELSG"*/
/*"ODERTRIC" -> "SETCAT"*/
/*"ODERTRIC" -> "BASTYPE"*/
/*"ODERTRIC" -> "KOERCE"*/
/*"ODERTRIC" -> "SGROUP"*/
/*"ODERTRIC" -> "MONOID"*/
/*"ODERTRIC" -> "LMODULE"*/
/*"ODERTRIC" -> "BMODULE"*/
/*"ODERTRIC" -> "RMODULE"*/
/*"ODERTRIC" -> "ALGEBRA"*/
/*"ODERTRIC" -> "MODULE"*/
/*"ODERTRIC" -> "ENTIRER"*/
/*"ODERTRIC" -> "UFD"*/
/*"ODERTRIC" -> "DIVRING"*/
/*"ODERTRIC" -> "CHARZ"*/
/*"ODERTRIC" -> "RETRACT"*/
/*"ODERTRIC" -> "UPOLYC"*/
/*"ODERTRIC" -> "POLYCAT"*/
/*"ODERTRIC" -> "PDRING"*/
/*"ODERTRIC" -> "FAMR"*/
/*"ODERTRIC" -> "AMR"*/
/*"ODERTRIC" -> "CHARNZ"*/
/*"ODERTRIC" -> "FRETRCT"*/
/*"ODERTRIC" -> "EVALAB"*/
/*"ODERTRIC" -> "IEVALAB"*/
/*"ODERTRIC" -> "FLINEXP"*/
/*"ODERTRIC" -> "LINEXP"*/
/*"ODERTRIC" -> "ORDSET"*/
/*"ODERTRIC" -> "KONVERT"*/
/*"ODERTRIC" -> "PATMAB"*/
/*"ODERTRIC" -> "PFECAT"*/
/*"ODERTRIC" -> "ELTAB"*/
/*"ODERTRIC" -> "DIFRING"*/
/*"ODERTRIC" -> "DIFEXT"*/
/*"ODERTRIC" -> "STEP"*/
/*"ODERTRIC" -> "SYMBOL"*/
/*"ODERTRIC" -> "INT"*/
/*"ODERTRIC" -> "REF"*/
/*"ODERTRIC" -> "ALIST"*/
/*"ODERTRIC" -> "LIST"*/
/*"ODERTRIC" -> "STRING"*/
/*"ODERTRIC" -> "CHAR"*/
/*"ODERTRIC" -> "SINT"*/
/*"ODERTRIC" -> "OUTFORM"*/
/*"ODERTRIC" -> "PRIMARR"*/
/*"ODERTRIC" -> "A1AGG-"*/
/*"ODERTRIC" -> "ISTRING"*/
/*"ODERTRIC" -> "SRAGG-"*/
/*"ODERTRIC" -> "FLAGG-"*/
/*"ODERTRIC" -> "LNAGG-"*/
/*"ODERTRIC" -> "QFCAT"*/
/*"ODERTRIC" -> "FEVALAB"*/
/*"ODERTRIC" -> "PATAB"*/
/*"ODERTRIC" -> "FPATMAB"*/
/*"ODERTRIC" -> "TYPE"*/
/*"ODERTRIC" -> "OINTDOM"*/
/*"ODERTRIC" -> "ORDRING"*/
/*"ODERTRIC" -> "OAGROUP"*/
/*"ODERTRIC" -> "OCAMON"*/
/*"ODERTRIC" -> "OAMON"*/
/*"ODERTRIC" -> "OASGP"*/
/*"ODERTRIC" -> "REAL"*/
/*"ODERTRIC" -> "ILIST"*/
/*"ODERTRIC" -> "NNI"*/
/*"ODERTRIC" -> "LSAGG"*/
/*"ODERTRIC" -> "STAGG"*/
/*"ODERTRIC" -> "URAGG"*/
/*"ODERTRIC" -> "RCAGG"*/
/*"ODERTRIC" -> "HOAGG"*/
/*"ODERTRIC" -> "AGG"*/
/*"ODERTRIC" -> "LNAGG"*/
/*"ODERTRIC" -> "IXAGG"*/
/*"ODERTRIC" -> "ELTAGG"*/
/*"ODERTRIC" -> "CLAGG"*/
/*"ODERTRIC" -> "FLAGG"*/
/*"ODERTRIC" -> "ELAGG"*/
/*"ODERTRIC" -> "OM"*/
/*"ODERTRIC" -> "BOOLEAN"*/
"ODERTRIC" -> "UTSCAT"
/*"ODERTRIC" -> "UPSCAT"*/
/*"ODERTRIC" -> "PSCAT"*/
/*"ODERTRIC" -> "RADCAT"*/
/*"ODERTRIC" -> "TRANFUN"*/
/*"ODERTRIC" -> "TRIGCAT"*/
/*"ODERTRIC" -> "ATRIG"*/
/*"ODERTRIC" -> "HYPCAT"*/
/*"ODERTRIC" -> "AHYP"*/
/*"ODERTRIC" -> "ELEMFUN"*/
"ODERTRIC" -> "ACF"
/*"ODERTRIC" -> "LSAGG-"*/
/*"ODERTRIC" -> "STAGG-"*/

"PADE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PADE"]
/*"PADE" -> "FIELD"*/
/*"PADE" -> "EUCDOM"*/
/*"PADE" -> "PID"*/
/*"PADE" -> "GCDDOM"*/
/*"PADE" -> "INTDOM"*/
/*"PADE" -> "COMRING"*/
/*"PADE" -> "RING"*/
/*"PADE" -> "RNG"*/
/*"PADE" -> "ABELGRP"*/
/*"PADE" -> "CABMON"*/
/*"PADE" -> "ABELMON"*/
/*"PADE" -> "ABELSG"*/
/*"PADE" -> "SETCAT"*/
/*"PADE" -> "BASTYPE"*/
/*"PADE" -> "KOERCE"*/
/*"PADE" -> "SGROUP"*/
/*"PADE" -> "MONOID"*/
/*"PADE" -> "LMODULE"*/
/*"PADE" -> "BMODULE"*/
/*"PADE" -> "RMODULE"*/
/*"PADE" -> "ALGEBRA"*/
/*"PADE" -> "MODULE"*/
/*"PADE" -> "ENTIRER"*/
/*"PADE" -> "UFD"*/
/*"PADE" -> "DIVRING"*/
"PADE" -> "UTSCAT"
/*"PADE" -> "UPSCAT"*/
/*"PADE" -> "PSCAT"*/
/*"PADE" -> "AMR"*/
/*"PADE" -> "CHARZ"*/
/*"PADE" -> "CHARNZ"*/
/*"PADE" -> "ELTAB"*/
/*"PADE" -> "DIFRING"*/
/*"PADE" -> "PDRING"*/
/*"PADE" -> "RADCAT"*/
/*"PADE" -> "TRANFUN"*/
/*"PADE" -> "TRIGCAT"*/
/*"PADE" -> "ATRIG"*/
/*"PADE" -> "HYPCAT"*/
/*"PADE" -> "AHYP"*/
/*"PADE" -> "ELEMFUN"*/
/*"PADE" -> "UPOLYC"*/
/*"PADE" -> "POLYCAT"*/
/*"PADE" -> "FAMR"*/
/*"PADE" -> "FRETRCT"*/
/*"PADE" -> "RETRACT"*/
/*"PADE" -> "EVALAB"*/
/*"PADE" -> "IEVALAB"*/
/*"PADE" -> "FLINEXP"*/
/*"PADE" -> "LINEXP"*/
/*"PADE" -> "ORDSET"*/
/*"PADE" -> "KONVERT"*/
/*"PADE" -> "PATMAB"*/
/*"PADE" -> "PFECAT"*/
/*"PADE" -> "DIFEXT"*/
/*"PADE" -> "STEP"*/
/*"PADE" -> "NNI"*/
/*"PADE" -> "INT"*/
/*"PADE" -> "SINT"*/
/*"PADE" -> "LIST"*/
/*"PADE" -> "ILIST"*/
/*"PADE" -> "PI"*/

"PAN2EXPR" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PAN2EXPR"]
/*"PAN2EXPR" -> "INS"*/
/*"PAN2EXPR" -> "UFD"*/
/*"PAN2EXPR" -> "GCDDOM"*/
/*"PAN2EXPR" -> "INTDOM"*/
/*"PAN2EXPR" -> "COMRING"*/
/*"PAN2EXPR" -> "RING"*/
/*"PAN2EXPR" -> "RNG"*/
/*"PAN2EXPR" -> "ABELGRP"*/
/*"PAN2EXPR" -> "CABMON"*/
/*"PAN2EXPR" -> "ABELMON"*/
/*"PAN2EXPR" -> "ABELSG"*/
/*"PAN2EXPR" -> "SETCAT"*/
/*"PAN2EXPR" -> "BASTYPE"*/
/*"PAN2EXPR" -> "KOERCE"*/
/*"PAN2EXPR" -> "SGROUP"*/
/*"PAN2EXPR" -> "MONOID"*/
/*"PAN2EXPR" -> "LMODULE"*/
/*"PAN2EXPR" -> "BMODULE"*/
/*"PAN2EXPR" -> "RMODULE"*/
/*"PAN2EXPR" -> "ALGEBRA"*/
/*"PAN2EXPR" -> "MODULE"*/
/*"PAN2EXPR" -> "ENTIRER"*/
/*"PAN2EXPR" -> "EUCDOM"*/
/*"PAN2EXPR" -> "PID"*/
/*"PAN2EXPR" -> "OINTDOM"*/
/*"PAN2EXPR" -> "ORDRING"*/
/*"PAN2EXPR" -> "OAGROUP"*/
/*"PAN2EXPR" -> "OCAMON"*/
/*"PAN2EXPR" -> "OAMON"*/
/*"PAN2EXPR" -> "OASGP"*/
/*"PAN2EXPR" -> "ORDSET"*/
/*"PAN2EXPR" -> "DIFRING"*/
/*"PAN2EXPR" -> "KONVERT"*/
/*"PAN2EXPR" -> "RETRACT"*/
/*"PAN2EXPR" -> "LINEXP"*/
/*"PAN2EXPR" -> "PATMAB"*/
/*"PAN2EXPR" -> "CFCAT"*/
/*"PAN2EXPR" -> "REAL"*/
/*"PAN2EXPR" -> "CHARZ"*/
/*"PAN2EXPR" -> "STEP"*/
/*"PAN2EXPR" -> "ES"*/
/*"PAN2EXPR" -> "IEVALAB"*/
/*"PAN2EXPR" -> "EVALAB"*/
"PAN2EXPR" -> "ACF"
/*"PAN2EXPR" -> "FIELD"*/
/*"PAN2EXPR" -> "DIVRING"*/
/*"PAN2EXPR" -> "RADCAT"*/
"PAN2EXPR" -> "FS"
/*"PAN2EXPR" -> "PATAB"*/
/*"PAN2EXPR" -> "FPATMAB"*/
/*"PAN2EXPR" -> "TYPE"*/
/*"PAN2EXPR" -> "FRETRCT"*/
/*"PAN2EXPR" -> "GROUP"*/
/*"PAN2EXPR" -> "PDRING"*/
/*"PAN2EXPR" -> "FLINEXP"*/
/*"PAN2EXPR" -> "CHARNZ"*/
/*"PAN2EXPR" -> "POLYCAT"*/
/*"PAN2EXPR" -> "FAMR"*/
/*"PAN2EXPR" -> "AMR"*/
/*"PAN2EXPR" -> "PFECAT"*/
/*"PAN2EXPR" -> "OM"*/

"PFO" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PFO"]
/*"PFO" -> "ORDSET"*/
/*"PFO" -> "SETCAT"*/
/*"PFO" -> "BASTYPE"*/
/*"PFO" -> "KOERCE"*/
/*"PFO" -> "INTDOM"*/
/*"PFO" -> "COMRING"*/
/*"PFO" -> "RING"*/
/*"PFO" -> "RNG"*/
/*"PFO" -> "ABELGRP"*/
/*"PFO" -> "CABMON"*/
/*"PFO" -> "ABELMON"*/
/*"PFO" -> "ABELSG"*/
/*"PFO" -> "SGROUP"*/
/*"PFO" -> "MONOID"*/
/*"PFO" -> "LMODULE"*/
/*"PFO" -> "BMODULE"*/
/*"PFO" -> "RMODULE"*/
/*"PFO" -> "ALGEBRA"*/
/*"PFO" -> "MODULE"*/
/*"PFO" -> "ENTIRER"*/
/*"PFO" -> "RETRACT"*/
"PFO" -> "FS"
/*"PFO" -> "ES"*/
/*"PFO" -> "IEVALAB"*/
/*"PFO" -> "EVALAB"*/
/*"PFO" -> "PATAB"*/
/*"PFO" -> "KONVERT"*/
/*"PFO" -> "FPATMAB"*/
/*"PFO" -> "TYPE"*/
/*"PFO" -> "PATMAB"*/
/*"PFO" -> "FRETRCT"*/
/*"PFO" -> "GROUP"*/
/*"PFO" -> "PDRING"*/
/*"PFO" -> "FLINEXP"*/
/*"PFO" -> "LINEXP"*/
/*"PFO" -> "CHARZ"*/
/*"PFO" -> "CHARNZ"*/
/*"PFO" -> "FIELD"*/
/*"PFO" -> "EUCDOM"*/
/*"PFO" -> "PID"*/
/*"PFO" -> "GCDDOM"*/
/*"PFO" -> "UFD"*/
/*"PFO" -> "DIVRING"*/
/*"PFO" -> "UPOLYC"*/
/*"PFO" -> "POLYCAT"*/
/*"PFO" -> "FAMR"*/
/*"PFO" -> "AMR"*/
/*"PFO" -> "PFECAT"*/
/*"PFO" -> "ELTAB"*/
/*"PFO" -> "DIFRING"*/
/*"PFO" -> "DIFEXT"*/
/*"PFO" -> "STEP"*/
"PFO" -> "FFCAT"
/*"PFO" -> "MONOGEN"*/
/*"PFO" -> "FRAMALG"*/
/*"PFO" -> "FINRALG"*/
/*"PFO" -> "FINITE"*/
/*"PFO" -> "FFIELDC"*/
/*"PFO" -> "FPC"*/
/*"PFO" -> "INS"*/
/*"PFO" -> "OINTDOM"*/
/*"PFO" -> "ORDRING"*/
/*"PFO" -> "OAGROUP"*/
/*"PFO" -> "OCAMON"*/
/*"PFO" -> "OAMON"*/
/*"PFO" -> "OASGP"*/
/*"PFO" -> "CFCAT"*/
/*"PFO" -> "REAL"*/
/*"PFO" -> "QFCAT"*/
/*"PFO" -> "FEVALAB"*/
/*"PFO" -> "CACHSET"*/
/*"PFO" -> "INT"*/
/*"PFO" -> "LIST"*/
/*"PFO" -> "LSAGG"*/
/*"PFO" -> "STAGG"*/
/*"PFO" -> "URAGG"*/
/*"PFO" -> "RCAGG"*/
/*"PFO" -> "HOAGG"*/
/*"PFO" -> "AGG"*/
/*"PFO" -> "LNAGG"*/
/*"PFO" -> "IXAGG"*/
/*"PFO" -> "ELTAGG"*/
/*"PFO" -> "CLAGG"*/
/*"PFO" -> "FLAGG"*/
/*"PFO" -> "ELAGG"*/
/*"PFO" -> "OM"*/
/*"PFO" -> "ILIST"*/
/*"PFO" -> "NNI"*/
/*"PFO" -> "INS-"*/
/*"PFO" -> "EUCDOM-"*/
/*"PFO" -> "UFD-"*/
/*"PFO" -> "GCDDOM-"*/
/*"PFO" -> "VECTOR"*/
/*"PFO" -> "IVECTOR"*/
/*"PFO" -> "IARRAY1"*/
/*"PFO" -> "LSAGG-"*/
/*"PFO" -> "PI"*/
/*"PFO" -> "INTDOM-"*/
/*"PFO" -> "ALGEBRA-"*/
/*"PFO" -> "DIFRING-"*/
/*"PFO" -> "ORDRING-"*/
/*"PFO" -> "MODULE-"*/
/*"PFO" -> "RING-"*/
/*"PFO" -> "ABELGRP-"*/
/*"PFO" -> "ABELMON-"*/
/*"PFO" -> "VECTCAT"*/
/*"PFO" -> "A1AGG"*/
/*"PFO" -> "BOOLEAN"*/

"PFOQ" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PFOQ"]
/*"PFOQ" -> "UPOLYC"*/
/*"PFOQ" -> "POLYCAT"*/
/*"PFOQ" -> "PDRING"*/
/*"PFOQ" -> "RING"*/
/*"PFOQ" -> "RNG"*/
/*"PFOQ" -> "ABELGRP"*/
/*"PFOQ" -> "CABMON"*/
/*"PFOQ" -> "ABELMON"*/
/*"PFOQ" -> "ABELSG"*/
/*"PFOQ" -> "SETCAT"*/
/*"PFOQ" -> "BASTYPE"*/
/*"PFOQ" -> "KOERCE"*/
/*"PFOQ" -> "SGROUP"*/
/*"PFOQ" -> "MONOID"*/
/*"PFOQ" -> "LMODULE"*/
/*"PFOQ" -> "FAMR"*/
/*"PFOQ" -> "AMR"*/
/*"PFOQ" -> "BMODULE"*/
/*"PFOQ" -> "RMODULE"*/
/*"PFOQ" -> "COMRING"*/
/*"PFOQ" -> "ALGEBRA"*/
/*"PFOQ" -> "MODULE"*/
/*"PFOQ" -> "CHARZ"*/
/*"PFOQ" -> "CHARNZ"*/
/*"PFOQ" -> "INTDOM"*/
/*"PFOQ" -> "ENTIRER"*/
/*"PFOQ" -> "FRETRCT"*/
/*"PFOQ" -> "RETRACT"*/
/*"PFOQ" -> "EVALAB"*/
/*"PFOQ" -> "IEVALAB"*/
/*"PFOQ" -> "FLINEXP"*/
/*"PFOQ" -> "LINEXP"*/
/*"PFOQ" -> "ORDSET"*/
/*"PFOQ" -> "KONVERT"*/
/*"PFOQ" -> "PATMAB"*/
/*"PFOQ" -> "GCDDOM"*/
/*"PFOQ" -> "PFECAT"*/
/*"PFOQ" -> "UFD"*/
/*"PFOQ" -> "ELTAB"*/
/*"PFOQ" -> "DIFRING"*/
/*"PFOQ" -> "DIFEXT"*/
/*"PFOQ" -> "STEP"*/
/*"PFOQ" -> "EUCDOM"*/
/*"PFOQ" -> "PID"*/
/*"PFOQ" -> "FIELD"*/
/*"PFOQ" -> "DIVRING"*/
"PFOQ" -> "FFCAT"
/*"PFOQ" -> "MONOGEN"*/
/*"PFOQ" -> "FRAMALG"*/
/*"PFOQ" -> "FINRALG"*/
/*"PFOQ" -> "FINITE"*/
/*"PFOQ" -> "FFIELDC"*/
/*"PFOQ" -> "FPC"*/
/*"PFOQ" -> "INS"*/
/*"PFOQ" -> "OINTDOM"*/
/*"PFOQ" -> "ORDRING"*/
/*"PFOQ" -> "OAGROUP"*/
/*"PFOQ" -> "OCAMON"*/
/*"PFOQ" -> "OAMON"*/
/*"PFOQ" -> "OASGP"*/
/*"PFOQ" -> "CFCAT"*/
/*"PFOQ" -> "REAL"*/
/*"PFOQ" -> "QFCAT"*/
/*"PFOQ" -> "FEVALAB"*/
/*"PFOQ" -> "PATAB"*/
/*"PFOQ" -> "FPATMAB"*/
/*"PFOQ" -> "TYPE"*/
/*"PFOQ" -> "OM"*/
/*"PFOQ" -> "INT"*/
/*"PFOQ" -> "VECTOR"*/
/*"PFOQ" -> "IVECTOR"*/
/*"PFOQ" -> "IARRAY1"*/
/*"PFOQ" -> "NNI"*/
/*"PFOQ" -> "INS-"*/
/*"PFOQ" -> "EUCDOM-"*/
/*"PFOQ" -> "UFD-"*/
/*"PFOQ" -> "GCDDOM-"*/
/*"PFOQ" -> "PI"*/
/*"PFOQ" -> "INTDOM-"*/
/*"PFOQ" -> "ALGEBRA-"*/
/*"PFOQ" -> "DIFRING-"*/
/*"PFOQ" -> "ORDRING-"*/
/*"PFOQ" -> "MODULE-"*/
/*"PFOQ" -> "RING-"*/
/*"PFOQ" -> "ABELGRP-"*/
/*"PFOQ" -> "ABELMON-"*/
/*"PFOQ" -> "VECTCAT"*/
/*"PFOQ" -> "A1AGG"*/
/*"PFOQ" -> "FLAGG"*/
/*"PFOQ" -> "LNAGG"*/
/*"PFOQ" -> "IXAGG"*/
/*"PFOQ" -> "HOAGG"*/
/*"PFOQ" -> "AGG"*/
/*"PFOQ" -> "ELTAGG"*/
/*"PFOQ" -> "CLAGG"*/

"PICOERCE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PICOERCE"]
/*"PICOERCE" -> "ORDSET"*/
/*"PICOERCE" -> "SETCAT"*/
/*"PICOERCE" -> "BASTYPE"*/
/*"PICOERCE" -> "KOERCE"*/
/*"PICOERCE" -> "INTDOM"*/
/*"PICOERCE" -> "COMRING"*/
/*"PICOERCE" -> "RING"*/
/*"PICOERCE" -> "RNG"*/
/*"PICOERCE" -> "ABELGRP"*/
/*"PICOERCE" -> "CABMON"*/
/*"PICOERCE" -> "ABELMON"*/
/*"PICOERCE" -> "ABELSG"*/
/*"PICOERCE" -> "SGROUP"*/
/*"PICOERCE" -> "MONOID"*/
/*"PICOERCE" -> "LMODULE"*/
/*"PICOERCE" -> "BMODULE"*/
/*"PICOERCE" -> "RMODULE"*/
/*"PICOERCE" -> "ALGEBRA"*/
/*"PICOERCE" -> "MODULE"*/
/*"PICOERCE" -> "ENTIRER"*/
/*"PICOERCE" -> "INS"*/
/*"PICOERCE" -> "UFD"*/
/*"PICOERCE" -> "GCDDOM"*/
/*"PICOERCE" -> "EUCDOM"*/
/*"PICOERCE" -> "PID"*/
/*"PICOERCE" -> "OINTDOM"*/
/*"PICOERCE" -> "ORDRING"*/
/*"PICOERCE" -> "OAGROUP"*/
/*"PICOERCE" -> "OCAMON"*/
/*"PICOERCE" -> "OAMON"*/
/*"PICOERCE" -> "OASGP"*/
/*"PICOERCE" -> "DIFRING"*/
/*"PICOERCE" -> "KONVERT"*/
/*"PICOERCE" -> "RETRACT"*/
/*"PICOERCE" -> "LINEXP"*/
/*"PICOERCE" -> "PATMAB"*/
/*"PICOERCE" -> "CFCAT"*/
/*"PICOERCE" -> "REAL"*/
/*"PICOERCE" -> "CHARZ"*/
/*"PICOERCE" -> "STEP"*/
/*"PICOERCE" -> "UPOLYC"*/
/*"PICOERCE" -> "POLYCAT"*/
/*"PICOERCE" -> "PDRING"*/
/*"PICOERCE" -> "FAMR"*/
/*"PICOERCE" -> "AMR"*/
/*"PICOERCE" -> "CHARNZ"*/
/*"PICOERCE" -> "FRETRCT"*/
/*"PICOERCE" -> "EVALAB"*/
/*"PICOERCE" -> "IEVALAB"*/
/*"PICOERCE" -> "FLINEXP"*/
/*"PICOERCE" -> "PFECAT"*/
/*"PICOERCE" -> "ELTAB"*/
/*"PICOERCE" -> "DIFEXT"*/
/*"PICOERCE" -> "FIELD"*/
/*"PICOERCE" -> "DIVRING"*/
"PICOERCE" -> "FS"
/*"PICOERCE" -> "ES"*/
/*"PICOERCE" -> "PATAB"*/
/*"PICOERCE" -> "FPATMAB"*/
/*"PICOERCE" -> "TYPE"*/
/*"PICOERCE" -> "GROUP"*/

"PMASSFS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMASSFS"]
/*"PMASSFS" -> "ORDSET"*/
/*"PMASSFS" -> "SETCAT"*/
/*"PMASSFS" -> "BASTYPE"*/
/*"PMASSFS" -> "KOERCE"*/
"PMASSFS" -> "FS"
/*"PMASSFS" -> "ES"*/
/*"PMASSFS" -> "RETRACT"*/
/*"PMASSFS" -> "IEVALAB"*/
/*"PMASSFS" -> "EVALAB"*/
/*"PMASSFS" -> "PATAB"*/
/*"PMASSFS" -> "KONVERT"*/
/*"PMASSFS" -> "FPATMAB"*/
/*"PMASSFS" -> "TYPE"*/
/*"PMASSFS" -> "PATMAB"*/
/*"PMASSFS" -> "FRETRCT"*/
/*"PMASSFS" -> "MONOID"*/
/*"PMASSFS" -> "SGROUP"*/
/*"PMASSFS" -> "GROUP"*/
/*"PMASSFS" -> "ABELMON"*/
/*"PMASSFS" -> "ABELSG"*/
/*"PMASSFS" -> "ABELGRP"*/
/*"PMASSFS" -> "CABMON"*/
/*"PMASSFS" -> "RING"*/
/*"PMASSFS" -> "RNG"*/
/*"PMASSFS" -> "LMODULE"*/
/*"PMASSFS" -> "PDRING"*/
/*"PMASSFS" -> "FLINEXP"*/
/*"PMASSFS" -> "LINEXP"*/
/*"PMASSFS" -> "CHARZ"*/
/*"PMASSFS" -> "CHARNZ"*/
/*"PMASSFS" -> "ALGEBRA"*/
/*"PMASSFS" -> "MODULE"*/
/*"PMASSFS" -> "BMODULE"*/
/*"PMASSFS" -> "RMODULE"*/
/*"PMASSFS" -> "FIELD"*/
/*"PMASSFS" -> "EUCDOM"*/
/*"PMASSFS" -> "PID"*/
/*"PMASSFS" -> "GCDDOM"*/
/*"PMASSFS" -> "INTDOM"*/
/*"PMASSFS" -> "COMRING"*/
/*"PMASSFS" -> "ENTIRER"*/
/*"PMASSFS" -> "UFD"*/
/*"PMASSFS" -> "DIVRING"*/
/*"PMASSFS" -> "INT"*/
/*"PMASSFS" -> "LIST"*/
/*"PMASSFS" -> "ILIST"*/

"PMFS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMFS"]
/*"PMFS" -> "SETCAT"*/
/*"PMFS" -> "BASTYPE"*/
/*"PMFS" -> "KOERCE"*/
/*"PMFS" -> "INTDOM"*/
/*"PMFS" -> "COMRING"*/
/*"PMFS" -> "RING"*/
/*"PMFS" -> "RNG"*/
/*"PMFS" -> "ABELGRP"*/
/*"PMFS" -> "CABMON"*/
/*"PMFS" -> "ABELMON"*/
/*"PMFS" -> "ABELSG"*/
/*"PMFS" -> "SGROUP"*/
/*"PMFS" -> "MONOID"*/
/*"PMFS" -> "LMODULE"*/
/*"PMFS" -> "BMODULE"*/
/*"PMFS" -> "RMODULE"*/
/*"PMFS" -> "ALGEBRA"*/
/*"PMFS" -> "MODULE"*/
/*"PMFS" -> "ENTIRER"*/
/*"PMFS" -> "ORDSET"*/
/*"PMFS" -> "PATMAB"*/
"PMFS" -> "FS"
/*"PMFS" -> "ES"*/
/*"PMFS" -> "RETRACT"*/
/*"PMFS" -> "IEVALAB"*/
/*"PMFS" -> "EVALAB"*/
/*"PMFS" -> "PATAB"*/
/*"PMFS" -> "KONVERT"*/
/*"PMFS" -> "FPATMAB"*/
/*"PMFS" -> "TYPE"*/
/*"PMFS" -> "FRETRCT"*/
/*"PMFS" -> "GROUP"*/
/*"PMFS" -> "PDRING"*/
/*"PMFS" -> "FLINEXP"*/
/*"PMFS" -> "LINEXP"*/
/*"PMFS" -> "CHARZ"*/
/*"PMFS" -> "CHARNZ"*/
/*"PMFS" -> "FIELD"*/
/*"PMFS" -> "EUCDOM"*/
/*"PMFS" -> "PID"*/
/*"PMFS" -> "GCDDOM"*/
/*"PMFS" -> "UFD"*/
/*"PMFS" -> "DIVRING"*/
/*"PMFS" -> "CACHSET"*/
/*"PMFS" -> "INT"*/
/*"PMFS" -> "LIST"*/
/*"PMFS" -> "ILIST"*/
/*"PMFS" -> "LSAGG-"*/
/*"PMFS" -> "STAGG-"*/
/*"PMFS" -> "ELAGG-"*/
/*"PMFS" -> "FLAGG-"*/
/*"PMFS" -> "URAGG-"*/

"PMPREDFS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PMPREDFS"]
/*"PMPREDFS" -> "ORDSET"*/
/*"PMPREDFS" -> "SETCAT"*/
/*"PMPREDFS" -> "BASTYPE"*/
/*"PMPREDFS" -> "KOERCE"*/
"PMPREDFS" -> "FS"
/*"PMPREDFS" -> "ES"*/
/*"PMPREDFS" -> "RETRACT"*/
/*"PMPREDFS" -> "IEVALAB"*/
/*"PMPREDFS" -> "EVALAB"*/
/*"PMPREDFS" -> "PATAB"*/
/*"PMPREDFS" -> "KONVERT"*/
/*"PMPREDFS" -> "FPATMAB"*/
/*"PMPREDFS" -> "TYPE"*/
/*"PMPREDFS" -> "PATMAB"*/
/*"PMPREDFS" -> "FRETRCT"*/
/*"PMPREDFS" -> "MONOID"*/
/*"PMPREDFS" -> "SGROUP"*/
/*"PMPREDFS" -> "GROUP"*/
/*"PMPREDFS" -> "ABELMON"*/
/*"PMPREDFS" -> "ABELSG"*/
/*"PMPREDFS" -> "ABELGRP"*/
/*"PMPREDFS" -> "CABMON"*/
/*"PMPREDFS" -> "RING"*/
/*"PMPREDFS" -> "RNG"*/
/*"PMPREDFS" -> "LMODULE"*/
/*"PMPREDFS" -> "PDRING"*/
/*"PMPREDFS" -> "FLINEXP"*/
/*"PMPREDFS" -> "LINEXP"*/
/*"PMPREDFS" -> "CHARZ"*/
/*"PMPREDFS" -> "CHARNZ"*/
/*"PMPREDFS" -> "ALGEBRA"*/
/*"PMPREDFS" -> "MODULE"*/
/*"PMPREDFS" -> "BMODULE"*/
/*"PMPREDFS" -> "RMODULE"*/
/*"PMPREDFS" -> "FIELD"*/
/*"PMPREDFS" -> "EUCDOM"*/
/*"PMPREDFS" -> "PID"*/
/*"PMPREDFS" -> "GCDDOM"*/
/*"PMPREDFS" -> "INTDOM"*/
/*"PMPREDFS" -> "COMRING"*/
/*"PMPREDFS" -> "ENTIRER"*/
/*"PMPREDFS" -> "UFD"*/
/*"PMPREDFS" -> "DIVRING"*/
/*"PMPREDFS" -> "INT"*/
/*"PMPREDFS" -> "LIST"*/
/*"PMPREDFS" -> "ILIST"*/
/*"PMPREDFS" -> "LSAGG-"*/
/*"PMPREDFS" -> "STAGG-"*/
/*"PMPREDFS" -> "SYMBOL"*/
/*"PMPREDFS" -> "REF"*/
/*"PMPREDFS" -> "ALIST"*/
/*"PMPREDFS" -> "STRING"*/
/*"PMPREDFS" -> "CHAR"*/
/*"PMPREDFS" -> "SINT"*/
/*"PMPREDFS" -> "OUTFORM"*/
/*"PMPREDFS" -> "PRIMARR"*/
/*"PMPREDFS" -> "A1AGG-"*/
/*"PMPREDFS" -> "ISTRING"*/
/*"PMPREDFS" -> "SRAGG-"*/
/*"PMPREDFS" -> "FLAGG-"*/
/*"PMPREDFS" -> "LNAGG-"*/

"PSETCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=PSETCAT",
          shape=ellipse]
/*"PSETCAT" -> "SETCAT"*/
/*"PSETCAT" -> "BASTYPE"*/
/*"PSETCAT" -> "KOERCE"*/
/*"PSETCAT" -> "CLAGG"*/
/*"PSETCAT" -> "HOAGG"*/
/*"PSETCAT" -> "AGG"*/
/*"PSETCAT" -> "TYPE"*/
/*"PSETCAT" -> "EVALAB"*/
/*"PSETCAT" -> "IEVALAB"*/
/*"PSETCAT" -> "KONVERT"*/
/*"PSETCAT" -> "RING"*/
/*"PSETCAT" -> "RNG"*/
/*"PSETCAT" -> "ABELGRP"*/
/*"PSETCAT" -> "CABMON"*/
/*"PSETCAT" -> "ABELMON"*/
/*"PSETCAT" -> "ABELSG"*/
/*"PSETCAT" -> "SGROUP"*/
/*"PSETCAT" -> "MONOID"*/
/*"PSETCAT" -> "LMODULE"*/
/*"PSETCAT" -> "OAMONS"*/
/*"PSETCAT" -> "OCAMON"*/
/*"PSETCAT" -> "OAMON"*/
/*"PSETCAT" -> "OASGP"*/
/*"PSETCAT" -> "ORDSET"*/
"PSETCAT" -> "RPOLCAT"
/*"PSETCAT" -> "POLYCAT"*/
/*"PSETCAT" -> "PDRING"*/
/*"PSETCAT" -> "FAMR"*/
/*"PSETCAT" -> "AMR"*/
/*"PSETCAT" -> "BMODULE"*/
/*"PSETCAT" -> "RMODULE"*/
/*"PSETCAT" -> "COMRING"*/
/*"PSETCAT" -> "ALGEBRA"*/
/*"PSETCAT" -> "MODULE"*/
/*"PSETCAT" -> "CHARZ"*/
/*"PSETCAT" -> "CHARNZ"*/
/*"PSETCAT" -> "INTDOM"*/
/*"PSETCAT" -> "ENTIRER"*/
/*"PSETCAT" -> "FRETRCT"*/
/*"PSETCAT" -> "RETRACT"*/
/*"PSETCAT" -> "FLINEXP"*/
/*"PSETCAT" -> "LINEXP"*/
/*"PSETCAT" -> "PATMAB"*/
/*"PSETCAT" -> "GCDDOM"*/
/*"PSETCAT" -> "PFECAT"*/
/*"PSETCAT" -> "UFD"*/
/*"PSETCAT" -> "INT"*/
/*"PSETCAT" -> "LIST"*/
/*"PSETCAT" -> "ILIST"*/
/*"PSETCAT" -> "LSAGG-"*/
/*"PSETCAT" -> "STAGG-"*/
/*"PSETCAT" -> "LSAGG"*/
/*"PSETCAT" -> "STAGG"*/
/*"PSETCAT" -> "URAGG"*/
/*"PSETCAT" -> "RCAGG"*/
/*"PSETCAT" -> "LNAGG"*/
/*"PSETCAT" -> "IXAGG"*/
/*"PSETCAT" -> "ELTAGG"*/
/*"PSETCAT" -> "ELTAB"*/
/*"PSETCAT" -> "FLAGG"*/
/*"PSETCAT" -> "ELAGG"*/
/*"PSETCAT" -> "OM"*/
/*"PSETCAT" -> "ELAGG-"*/
/*"PSETCAT" -> "FLAGG-"*/
/*"PSETCAT" -> "BOOLEAN"*/
/*"PSETCAT" -> "URAGG-"*/
/*"PSETCAT" -> "LNAGG-"*/
/*"PSETCAT" -> "RCAGG-"*/
/*"PSETCAT" -> "IXAGG-"*/
/*"PSETCAT" -> "CLAGG-"*/
/*"PSETCAT" -> "EUCDOM"*/
/*"PSETCAT" -> "PID"*/

"PSETCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=PSETCAT",
          shape=ellipse]
/*"PSETCAT-" -> "SETCAT"*/
/*"PSETCAT-" -> "BASTYPE"*/
/*"PSETCAT-" -> "KOERCE"*/
/*"PSETCAT-" -> "CLAGG"*/
/*"PSETCAT-" -> "HOAGG"*/
/*"PSETCAT-" -> "AGG"*/
/*"PSETCAT-" -> "TYPE"*/
/*"PSETCAT-" -> "EVALAB"*/
/*"PSETCAT-" -> "IEVALAB"*/
/*"PSETCAT-" -> "KONVERT"*/
/*"PSETCAT-" -> "RING"*/
/*"PSETCAT-" -> "RNG"*/
/*"PSETCAT-" -> "ABELGRP"*/
/*"PSETCAT-" -> "CABMON"*/
/*"PSETCAT-" -> "ABELMON"*/
/*"PSETCAT-" -> "ABELSG"*/
/*"PSETCAT-" -> "SGROUP"*/
/*"PSETCAT-" -> "MONOID"*/
/*"PSETCAT-" -> "LMODULE"*/
/*"PSETCAT-" -> "OAMONS"*/
/*"PSETCAT-" -> "OCAMON"*/
/*"PSETCAT-" -> "OAMON"*/
/*"PSETCAT-" -> "OASGP"*/
/*"PSETCAT-" -> "ORDSET"*/
"PSETCAT-" -> "RPOLCAT"
/*"PSETCAT-" -> "POLYCAT"*/
/*"PSETCAT-" -> "PDRING"*/
/*"PSETCAT-" -> "FAMR"*/
/*"PSETCAT-" -> "AMR"*/
/*"PSETCAT-" -> "BMODULE"*/
/*"PSETCAT-" -> "RMODULE"*/
/*"PSETCAT-" -> "COMRING"*/
/*"PSETCAT-" -> "ALGEBRA"*/
/*"PSETCAT-" -> "MODULE"*/
/*"PSETCAT-" -> "CHARZ"*/
/*"PSETCAT-" -> "CHARNZ"*/
/*"PSETCAT-" -> "INTDOM"*/
/*"PSETCAT-" -> "ENTIRER"*/
/*"PSETCAT-" -> "FRETRCT"*/
/*"PSETCAT-" -> "RETRACT"*/
/*"PSETCAT-" -> "FLINEXP"*/
/*"PSETCAT-" -> "LINEXP"*/
/*"PSETCAT-" -> "PATMAB"*/
/*"PSETCAT-" -> "GCDDOM"*/
/*"PSETCAT-" -> "PFECAT"*/
/*"PSETCAT-" -> "UFD"*/
/*"PSETCAT-" -> "INT"*/
/*"PSETCAT-" -> "LIST"*/
/*"PSETCAT-" -> "ILIST"*/
/*"PSETCAT-" -> "LSAGG-"*/
/*"PSETCAT-" -> "STAGG-"*/
/*"PSETCAT-" -> "LSAGG"*/
/*"PSETCAT-" -> "STAGG"*/
/*"PSETCAT-" -> "URAGG"*/
/*"PSETCAT-" -> "RCAGG"*/
/*"PSETCAT-" -> "LNAGG"*/
/*"PSETCAT-" -> "IXAGG"*/
/*"PSETCAT-" -> "ELTAGG"*/
/*"PSETCAT-" -> "ELTAB"*/
/*"PSETCAT-" -> "FLAGG"*/
/*"PSETCAT-" -> "ELAGG"*/
/*"PSETCAT-" -> "OM"*/
/*"PSETCAT-" -> "ELAGG-"*/
/*"PSETCAT-" -> "FLAGG-"*/
/*"PSETCAT-" -> "BOOLEAN"*/
/*"PSETCAT-" -> "URAGG-"*/
/*"PSETCAT-" -> "LNAGG-"*/
/*"PSETCAT-" -> "RCAGG-"*/
/*"PSETCAT-" -> "IXAGG-"*/
/*"PSETCAT-" -> "CLAGG-"*/
/*"PSETCAT-" -> "EUCDOM"*/
/*"PSETCAT-" -> "PID"*/

"PSETPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=PSETPK"]
/*"PSETPK" -> "INTDOM"*/
/*"PSETPK" -> "COMRING"*/
/*"PSETPK" -> "RING"*/
/*"PSETPK" -> "RNG"*/
/*"PSETPK" -> "ABELGRP"*/
/*"PSETPK" -> "CABMON"*/
/*"PSETPK" -> "ABELMON"*/
/*"PSETPK" -> "ABELSG"*/
/*"PSETPK" -> "SETCAT"*/
/*"PSETPK" -> "BASTYPE"*/
/*"PSETPK" -> "KOERCE"*/
/*"PSETPK" -> "SGROUP"*/
/*"PSETPK" -> "MONOID"*/
/*"PSETPK" -> "LMODULE"*/
/*"PSETPK" -> "BMODULE"*/
/*"PSETPK" -> "RMODULE"*/
/*"PSETPK" -> "ALGEBRA"*/
/*"PSETPK" -> "MODULE"*/
/*"PSETPK" -> "ENTIRER"*/
/*"PSETPK" -> "OAMONS"*/
/*"PSETPK" -> "OCAMON"*/
/*"PSETPK" -> "OAMON"*/
/*"PSETPK" -> "OASGP"*/
/*"PSETPK" -> "ORDSET"*/
"PSETPK" -> "RPOLCAT"
/*"PSETPK" -> "POLYCAT"*/
/*"PSETPK" -> "PDRING"*/
/*"PSETPK" -> "FAMR"*/
/*"PSETPK" -> "AMR"*/
/*"PSETPK" -> "CHARZ"*/
/*"PSETPK" -> "CHARNZ"*/
/*"PSETPK" -> "FRETRCT"*/
/*"PSETPK" -> "RETRACT"*/
/*"PSETPK" -> "EVALAB"*/
/*"PSETPK" -> "IEVALAB"*/
/*"PSETPK" -> "FLINEXP"*/
/*"PSETPK" -> "LINEXP"*/
/*"PSETPK" -> "KONVERT"*/
/*"PSETPK" -> "PATMAB"*/
/*"PSETPK" -> "GCDDOM"*/
/*"PSETPK" -> "PFECAT"*/
/*"PSETPK" -> "UFD"*/
/*"PSETPK" -> "LSAGG"*/
/*"PSETPK" -> "STAGG"*/
/*"PSETPK" -> "URAGG"*/
/*"PSETPK" -> "RCAGG"*/
/*"PSETPK" -> "HOAGG"*/
/*"PSETPK" -> "AGG"*/
/*"PSETPK" -> "TYPE"*/
/*"PSETPK" -> "LNAGG"*/
/*"PSETPK" -> "IXAGG"*/
/*"PSETPK" -> "ELTAGG"*/
/*"PSETPK" -> "ELTAB"*/
/*"PSETPK" -> "CLAGG"*/
/*"PSETPK" -> "FLAGG"*/
/*"PSETPK" -> "ELAGG"*/
/*"PSETPK" -> "OM"*/
/*"PSETPK" -> "INT"*/
/*"PSETPK" -> "LIST"*/
/*"PSETPK" -> "ILIST"*/
/*"PSETPK" -> "LSAGG-"*/
/*"PSETPK" -> "STAGG-"*/
/*"PSETPK" -> "ELAGG-"*/
/*"PSETPK" -> "BOOLEAN"*/
/*"PSETPK" -> "FLAGG-"*/
/*"PSETPK" -> "NNI"*/
/*"PSETPK" -> "TSETCAT"*/
/*"PSETPK" -> "PSETCAT"*/
/*"PSETPK" -> "URAGG-"*/
/*"PSETPK" -> "LNAGG-"*/
/*"PSETPK" -> "RCAGG-"*/
/*"PSETPK" -> "IXAGG-"*/
/*"PSETPK" -> "CLAGG-"*/
/*"PSETPK" -> "EUCDOM"*/
/*"PSETPK" -> "PID"*/

"QUAT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=QUAT"]
"QUAT" -> "QUATCAT"
/*"QUAT" -> "ALGEBRA"*/
/*"QUAT" -> "RING"*/
/*"QUAT" -> "RNG"*/
/*"QUAT" -> "ABELGRP"*/
/*"QUAT" -> "CABMON"*/
/*"QUAT" -> "ABELMON"*/
/*"QUAT" -> "ABELSG"*/
/*"QUAT" -> "SETCAT"*/
/*"QUAT" -> "BASTYPE"*/
/*"QUAT" -> "KOERCE"*/
/*"QUAT" -> "SGROUP"*/
/*"QUAT" -> "MONOID"*/
/*"QUAT" -> "LMODULE"*/
/*"QUAT" -> "MODULE"*/
/*"QUAT" -> "BMODULE"*/
/*"QUAT" -> "RMODULE"*/
/*"QUAT" -> "FRETRCT"*/
/*"QUAT" -> "RETRACT"*/
/*"QUAT" -> "DIFEXT"*/
/*"QUAT" -> "DIFRING"*/
/*"QUAT" -> "PDRING"*/
/*"QUAT" -> "FEVALAB"*/
/*"QUAT" -> "ELTAB"*/
/*"QUAT" -> "EVALAB"*/
/*"QUAT" -> "IEVALAB"*/
/*"QUAT" -> "FLINEXP"*/
/*"QUAT" -> "LINEXP"*/
/*"QUAT" -> "ENTIRER"*/
/*"QUAT" -> "ORDSET"*/
/*"QUAT" -> "DIVRING"*/
/*"QUAT" -> "KONVERT"*/
/*"QUAT" -> "CHARZ"*/
/*"QUAT" -> "CHARNZ"*/
/*"QUAT" -> "FIELD"*/
/*"QUAT" -> "EUCDOM"*/
/*"QUAT" -> "PID"*/
/*"QUAT" -> "GCDDOM"*/
/*"QUAT" -> "INTDOM"*/
/*"QUAT" -> "COMRING"*/
/*"QUAT" -> "UFD"*/
/*"QUAT" -> "INS"*/
/*"QUAT" -> "OINTDOM"*/
/*"QUAT" -> "ORDRING"*/
/*"QUAT" -> "OAGROUP"*/
/*"QUAT" -> "OCAMON"*/
/*"QUAT" -> "OAMON"*/
/*"QUAT" -> "OASGP"*/
/*"QUAT" -> "PATMAB"*/
/*"QUAT" -> "CFCAT"*/
/*"QUAT" -> "REAL"*/
/*"QUAT" -> "STEP"*/
/*"QUAT" -> "RNS"*/
/*"QUAT" -> "RADCAT"*/

"QUATCT2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=QUATCT2"]
"QUATCT2" -> "QUATCAT"
/*"QUATCT2" -> "ALGEBRA"*/
/*"QUATCT2" -> "RING"*/
/*"QUATCT2" -> "RNG"*/
/*"QUATCT2" -> "ABELGRP"*/
/*"QUATCT2" -> "CABMON"*/
/*"QUATCT2" -> "ABELMON"*/
/*"QUATCT2" -> "ABELSG"*/
/*"QUATCT2" -> "SETCAT"*/
/*"QUATCT2" -> "BASTYPE"*/
/*"QUATCT2" -> "KOERCE"*/
/*"QUATCT2" -> "SGROUP"*/
/*"QUATCT2" -> "MONOID"*/
/*"QUATCT2" -> "LMODULE"*/
/*"QUATCT2" -> "MODULE"*/
/*"QUATCT2" -> "BMODULE"*/
/*"QUATCT2" -> "RMODULE"*/
/*"QUATCT2" -> "FRETRCT"*/
/*"QUATCT2" -> "RETRACT"*/
/*"QUATCT2" -> "DIFEXT"*/
/*"QUATCT2" -> "DIFRING"*/
/*"QUATCT2" -> "PDRING"*/
/*"QUATCT2" -> "FEVALAB"*/
/*"QUATCT2" -> "ELTAB"*/
/*"QUATCT2" -> "EVALAB"*/
/*"QUATCT2" -> "IEVALAB"*/
/*"QUATCT2" -> "FLINEXP"*/
/*"QUATCT2" -> "LINEXP"*/
/*"QUATCT2" -> "ENTIRER"*/
/*"QUATCT2" -> "ORDSET"*/
/*"QUATCT2" -> "DIVRING"*/
/*"QUATCT2" -> "KONVERT"*/
/*"QUATCT2" -> "CHARZ"*/
/*"QUATCT2" -> "CHARNZ"*/
/*"QUATCT2" -> "FIELD"*/
/*"QUATCT2" -> "EUCDOM"*/
/*"QUATCT2" -> "PID"*/
/*"QUATCT2" -> "GCDDOM"*/
/*"QUATCT2" -> "INTDOM"*/
/*"QUATCT2" -> "COMRING"*/
/*"QUATCT2" -> "UFD"*/

"RADFF" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RADFF"]
"RADFF" -> "FFCAT"
/*"RADFF" -> "MONOGEN"*/
/*"RADFF" -> "FRAMALG"*/
/*"RADFF" -> "FINRALG"*/
/*"RADFF" -> "ALGEBRA"*/
/*"RADFF" -> "RING"*/
/*"RADFF" -> "RNG"*/
/*"RADFF" -> "ABELGRP"*/
/*"RADFF" -> "CABMON"*/
/*"RADFF" -> "ABELMON"*/
/*"RADFF" -> "ABELSG"*/
/*"RADFF" -> "SETCAT"*/
/*"RADFF" -> "BASTYPE"*/
/*"RADFF" -> "KOERCE"*/
/*"RADFF" -> "SGROUP"*/
/*"RADFF" -> "MONOID"*/
/*"RADFF" -> "LMODULE"*/
/*"RADFF" -> "MODULE"*/
/*"RADFF" -> "BMODULE"*/
/*"RADFF" -> "RMODULE"*/
/*"RADFF" -> "CHARZ"*/
/*"RADFF" -> "CHARNZ"*/
/*"RADFF" -> "COMRING"*/
/*"RADFF" -> "KONVERT"*/
/*"RADFF" -> "FRETRCT"*/
/*"RADFF" -> "RETRACT"*/
/*"RADFF" -> "FLINEXP"*/
/*"RADFF" -> "LINEXP"*/
/*"RADFF" -> "FINITE"*/
/*"RADFF" -> "FIELD"*/
/*"RADFF" -> "EUCDOM"*/
/*"RADFF" -> "PID"*/
/*"RADFF" -> "GCDDOM"*/
/*"RADFF" -> "INTDOM"*/
/*"RADFF" -> "ENTIRER"*/
/*"RADFF" -> "UFD"*/
/*"RADFF" -> "DIVRING"*/
/*"RADFF" -> "DIFEXT"*/
/*"RADFF" -> "DIFRING"*/
/*"RADFF" -> "PDRING"*/
/*"RADFF" -> "FFIELDC"*/
/*"RADFF" -> "FPC"*/
/*"RADFF" -> "STEP"*/
/*"RADFF" -> "UPOLYC"*/
/*"RADFF" -> "POLYCAT"*/
/*"RADFF" -> "FAMR"*/
/*"RADFF" -> "AMR"*/
/*"RADFF" -> "EVALAB"*/
/*"RADFF" -> "IEVALAB"*/
/*"RADFF" -> "ORDSET"*/
/*"RADFF" -> "PATMAB"*/
/*"RADFF" -> "PFECAT"*/
/*"RADFF" -> "ELTAB"*/
/*"RADFF" -> "QFCAT"*/
/*"RADFF" -> "FEVALAB"*/
/*"RADFF" -> "PATAB"*/
/*"RADFF" -> "FPATMAB"*/
/*"RADFF" -> "TYPE"*/
/*"RADFF" -> "OINTDOM"*/
/*"RADFF" -> "ORDRING"*/
/*"RADFF" -> "OAGROUP"*/
/*"RADFF" -> "OCAMON"*/
/*"RADFF" -> "OAMON"*/
/*"RADFF" -> "OASGP"*/
/*"RADFF" -> "REAL"*/
/*"RADFF" -> "NNI"*/
/*"RADFF" -> "INT"*/
/*"RADFF" -> "BOOLEAN"*/
/*"RADFF" -> "VECTOR"*/
/*"RADFF" -> "IVECTOR"*/
/*"RADFF" -> "IARRAY1"*/
/*"RADFF" -> "INS"*/
/*"RADFF" -> "CFCAT"*/
/*"RADFF" -> "OM"*/
/*"RADFF" -> "SINT"*/
/*"RADFF" -> "VECTCAT"*/
/*"RADFF" -> "A1AGG"*/
/*"RADFF" -> "FLAGG"*/
/*"RADFF" -> "LNAGG"*/
/*"RADFF" -> "IXAGG"*/
/*"RADFF" -> "HOAGG"*/
/*"RADFF" -> "AGG"*/
/*"RADFF" -> "ELTAGG"*/
/*"RADFF" -> "CLAGG"*/
/*"RADFF" -> "PRIMARR"*/
/*"RADFF" -> "A1AGG-"*/
/*"RADFF" -> "FLAGG-"*/
/*"RADFF" -> "LNAGG-"*/
/*"RADFF" -> "LIST"*/
/*"RADFF" -> "ILIST"*/
/*"RADFF" -> "LSAGG-"*/
/*"RADFF" -> "PI"*/
/*"RADFF" -> "OAMONS"*/

"RDEEF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RDEEF"]
/*"RDEEF" -> "GCDDOM"*/
/*"RDEEF" -> "INTDOM"*/
/*"RDEEF" -> "COMRING"*/
/*"RDEEF" -> "RING"*/
/*"RDEEF" -> "RNG"*/
/*"RDEEF" -> "ABELGRP"*/
/*"RDEEF" -> "CABMON"*/
/*"RDEEF" -> "ABELMON"*/
/*"RDEEF" -> "ABELSG"*/
/*"RDEEF" -> "SETCAT"*/
/*"RDEEF" -> "BASTYPE"*/
/*"RDEEF" -> "KOERCE"*/
/*"RDEEF" -> "SGROUP"*/
/*"RDEEF" -> "MONOID"*/
/*"RDEEF" -> "LMODULE"*/
/*"RDEEF" -> "BMODULE"*/
/*"RDEEF" -> "RMODULE"*/
/*"RDEEF" -> "ALGEBRA"*/
/*"RDEEF" -> "MODULE"*/
/*"RDEEF" -> "ENTIRER"*/
/*"RDEEF" -> "ORDSET"*/
/*"RDEEF" -> "CHARZ"*/
/*"RDEEF" -> "RETRACT"*/
/*"RDEEF" -> "LINEXP"*/
/*"RDEEF" -> "TRANFUN"*/
/*"RDEEF" -> "TRIGCAT"*/
/*"RDEEF" -> "ATRIG"*/
/*"RDEEF" -> "HYPCAT"*/
/*"RDEEF" -> "AHYP"*/
/*"RDEEF" -> "ELEMFUN"*/
"RDEEF" -> "ACF"
/*"RDEEF" -> "FIELD"*/
/*"RDEEF" -> "EUCDOM"*/
/*"RDEEF" -> "PID"*/
/*"RDEEF" -> "UFD"*/
/*"RDEEF" -> "DIVRING"*/
/*"RDEEF" -> "RADCAT"*/
"RDEEF" -> "FS"
/*"RDEEF" -> "ES"*/
/*"RDEEF" -> "IEVALAB"*/
/*"RDEEF" -> "EVALAB"*/
/*"RDEEF" -> "PATAB"*/
/*"RDEEF" -> "KONVERT"*/
/*"RDEEF" -> "FPATMAB"*/
/*"RDEEF" -> "TYPE"*/
/*"RDEEF" -> "PATMAB"*/
/*"RDEEF" -> "FRETRCT"*/
/*"RDEEF" -> "GROUP"*/
/*"RDEEF" -> "PDRING"*/
/*"RDEEF" -> "FLINEXP"*/
/*"RDEEF" -> "CHARNZ"*/
/*"RDEEF" -> "LSAGG"*/
/*"RDEEF" -> "STAGG"*/
/*"RDEEF" -> "URAGG"*/
/*"RDEEF" -> "RCAGG"*/
/*"RDEEF" -> "HOAGG"*/
/*"RDEEF" -> "AGG"*/
/*"RDEEF" -> "LNAGG"*/
/*"RDEEF" -> "IXAGG"*/
/*"RDEEF" -> "ELTAGG"*/
/*"RDEEF" -> "ELTAB"*/
/*"RDEEF" -> "CLAGG"*/
/*"RDEEF" -> "FLAGG"*/
/*"RDEEF" -> "ELAGG"*/
/*"RDEEF" -> "UPOLYC"*/
/*"RDEEF" -> "POLYCAT"*/
/*"RDEEF" -> "FAMR"*/
/*"RDEEF" -> "AMR"*/
/*"RDEEF" -> "PFECAT"*/
/*"RDEEF" -> "DIFRING"*/
/*"RDEEF" -> "DIFEXT"*/
/*"RDEEF" -> "STEP"*/
/*"RDEEF" -> "SYMBOL"*/
/*"RDEEF" -> "INT"*/
/*"RDEEF" -> "REF"*/
/*"RDEEF" -> "ALIST"*/
/*"RDEEF" -> "LIST"*/
/*"RDEEF" -> "STRING"*/
/*"RDEEF" -> "CHAR"*/
/*"RDEEF" -> "SINT"*/
/*"RDEEF" -> "OUTFORM"*/
/*"RDEEF" -> "PRIMARR"*/
/*"RDEEF" -> "A1AGG-"*/
/*"RDEEF" -> "ISTRING"*/
/*"RDEEF" -> "SRAGG-"*/
/*"RDEEF" -> "FLAGG-"*/
/*"RDEEF" -> "LNAGG-"*/
/*"RDEEF" -> "OM"*/
/*"RDEEF" -> "CACHSET"*/
/*"RDEEF" -> "ILIST"*/
/*"RDEEF" -> "BOOLEAN"*/
/*"RDEEF" -> "NNI"*/
/*"RDEEF" -> "INS"*/
/*"RDEEF" -> "OINTDOM"*/
/*"RDEEF" -> "ORDRING"*/
/*"RDEEF" -> "OAGROUP"*/
/*"RDEEF" -> "OCAMON"*/
/*"RDEEF" -> "OAMON"*/
/*"RDEEF" -> "OASGP"*/
/*"RDEEF" -> "CFCAT"*/
/*"RDEEF" -> "REAL"*/
/*"RDEEF" -> "PI"*/

"RDEEFS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RDEEFS"]
/*"RDEEFS" -> "GCDDOM"*/
/*"RDEEFS" -> "INTDOM"*/
/*"RDEEFS" -> "COMRING"*/
/*"RDEEFS" -> "RING"*/
/*"RDEEFS" -> "RNG"*/
/*"RDEEFS" -> "ABELGRP"*/
/*"RDEEFS" -> "CABMON"*/
/*"RDEEFS" -> "ABELMON"*/
/*"RDEEFS" -> "ABELSG"*/
/*"RDEEFS" -> "SETCAT"*/
/*"RDEEFS" -> "BASTYPE"*/
/*"RDEEFS" -> "KOERCE"*/
/*"RDEEFS" -> "SGROUP"*/
/*"RDEEFS" -> "MONOID"*/
/*"RDEEFS" -> "LMODULE"*/
/*"RDEEFS" -> "BMODULE"*/
/*"RDEEFS" -> "RMODULE"*/
/*"RDEEFS" -> "ALGEBRA"*/
/*"RDEEFS" -> "MODULE"*/
/*"RDEEFS" -> "ENTIRER"*/
/*"RDEEFS" -> "ORDSET"*/
/*"RDEEFS" -> "CHARZ"*/
/*"RDEEFS" -> "RETRACT"*/
/*"RDEEFS" -> "LINEXP"*/
/*"RDEEFS" -> "TRANFUN"*/
/*"RDEEFS" -> "TRIGCAT"*/
/*"RDEEFS" -> "ATRIG"*/
/*"RDEEFS" -> "HYPCAT"*/
/*"RDEEFS" -> "AHYP"*/
/*"RDEEFS" -> "ELEMFUN"*/
"RDEEFS" -> "ACF"
/*"RDEEFS" -> "FIELD"*/
/*"RDEEFS" -> "EUCDOM"*/
/*"RDEEFS" -> "PID"*/
/*"RDEEFS" -> "UFD"*/
/*"RDEEFS" -> "DIVRING"*/
/*"RDEEFS" -> "RADCAT"*/
"RDEEFS" -> "FS"
/*"RDEEFS" -> "ES"*/
/*"RDEEFS" -> "IEVALAB"*/
/*"RDEEFS" -> "EVALAB"*/
/*"RDEEFS" -> "PATAB"*/
/*"RDEEFS" -> "KONVERT"*/
/*"RDEEFS" -> "FPATMAB"*/
/*"RDEEFS" -> "TYPE"*/
/*"RDEEFS" -> "PATMAB"*/
/*"RDEEFS" -> "FRETRCT"*/
/*"RDEEFS" -> "GROUP"*/
/*"RDEEFS" -> "PDRING"*/
/*"RDEEFS" -> "FLINEXP"*/
/*"RDEEFS" -> "CHARNZ"*/
/*"RDEEFS" -> "UPOLYC"*/
/*"RDEEFS" -> "POLYCAT"*/
/*"RDEEFS" -> "FAMR"*/
/*"RDEEFS" -> "AMR"*/
/*"RDEEFS" -> "PFECAT"*/
/*"RDEEFS" -> "ELTAB"*/
/*"RDEEFS" -> "DIFRING"*/
/*"RDEEFS" -> "DIFEXT"*/
/*"RDEEFS" -> "STEP"*/
/*"RDEEFS" -> "INT"*/
/*"RDEEFS" -> "LIST"*/
/*"RDEEFS" -> "ILIST"*/
/*"RDEEFS" -> "CACHSET"*/
/*"RDEEFS" -> "LSAGG-"*/
/*"RDEEFS" -> "STAGG-"*/
/*"RDEEFS" -> "ELAGG-"*/
/*"RDEEFS" -> "FLAGG-"*/
/*"RDEEFS" -> "URAGG-"*/

"RDIV" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RDIV"]
/*"RDIV" -> "FIELD"*/
/*"RDIV" -> "EUCDOM"*/
/*"RDIV" -> "PID"*/
/*"RDIV" -> "GCDDOM"*/
/*"RDIV" -> "INTDOM"*/
/*"RDIV" -> "COMRING"*/
/*"RDIV" -> "RING"*/
/*"RDIV" -> "RNG"*/
/*"RDIV" -> "ABELGRP"*/
/*"RDIV" -> "CABMON"*/
/*"RDIV" -> "ABELMON"*/
/*"RDIV" -> "ABELSG"*/
/*"RDIV" -> "SETCAT"*/
/*"RDIV" -> "BASTYPE"*/
/*"RDIV" -> "KOERCE"*/
/*"RDIV" -> "SGROUP"*/
/*"RDIV" -> "MONOID"*/
/*"RDIV" -> "LMODULE"*/
/*"RDIV" -> "BMODULE"*/
/*"RDIV" -> "RMODULE"*/
/*"RDIV" -> "ALGEBRA"*/
/*"RDIV" -> "MODULE"*/
/*"RDIV" -> "ENTIRER"*/
/*"RDIV" -> "UFD"*/
/*"RDIV" -> "DIVRING"*/
/*"RDIV" -> "UPOLYC"*/
/*"RDIV" -> "POLYCAT"*/
/*"RDIV" -> "PDRING"*/
/*"RDIV" -> "FAMR"*/
/*"RDIV" -> "AMR"*/
/*"RDIV" -> "CHARZ"*/
/*"RDIV" -> "CHARNZ"*/
/*"RDIV" -> "FRETRCT"*/
/*"RDIV" -> "RETRACT"*/
/*"RDIV" -> "EVALAB"*/
/*"RDIV" -> "IEVALAB"*/
/*"RDIV" -> "FLINEXP"*/
/*"RDIV" -> "LINEXP"*/
/*"RDIV" -> "ORDSET"*/
/*"RDIV" -> "KONVERT"*/
/*"RDIV" -> "PATMAB"*/
/*"RDIV" -> "PFECAT"*/
/*"RDIV" -> "ELTAB"*/
/*"RDIV" -> "DIFRING"*/
/*"RDIV" -> "DIFEXT"*/
/*"RDIV" -> "STEP"*/
"RDIV" -> "FFCAT"
/*"RDIV" -> "MONOGEN"*/
/*"RDIV" -> "FRAMALG"*/
/*"RDIV" -> "FINRALG"*/
/*"RDIV" -> "FINITE"*/
/*"RDIV" -> "FFIELDC"*/
/*"RDIV" -> "FPC"*/
/*"RDIV" -> "QFCAT"*/
/*"RDIV" -> "FEVALAB"*/
/*"RDIV" -> "PATAB"*/
/*"RDIV" -> "FPATMAB"*/
/*"RDIV" -> "TYPE"*/
/*"RDIV" -> "OINTDOM"*/
/*"RDIV" -> "ORDRING"*/
/*"RDIV" -> "OAGROUP"*/
/*"RDIV" -> "OCAMON"*/
/*"RDIV" -> "OAMON"*/
/*"RDIV" -> "OASGP"*/
/*"RDIV" -> "REAL"*/

"RSETCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=RSETCAT"]
/*"RSETCAT" -> "GCDDOM"*/
/*"RSETCAT" -> "INTDOM"*/
/*"RSETCAT" -> "COMRING"*/
/*"RSETCAT" -> "RING"*/
/*"RSETCAT" -> "RNG"*/
/*"RSETCAT" -> "ABELGRP"*/
/*"RSETCAT" -> "CABMON"*/
/*"RSETCAT" -> "ABELMON"*/
/*"RSETCAT" -> "ABELSG"*/
/*"RSETCAT" -> "SETCAT"*/
/*"RSETCAT" -> "BASTYPE"*/
/*"RSETCAT" -> "KOERCE"*/
/*"RSETCAT" -> "SGROUP"*/
/*"RSETCAT" -> "MONOID"*/
/*"RSETCAT" -> "LMODULE"*/
/*"RSETCAT" -> "BMODULE"*/
/*"RSETCAT" -> "RMODULE"*/
/*"RSETCAT" -> "ALGEBRA"*/
/*"RSETCAT" -> "MODULE"*/
/*"RSETCAT" -> "ENTIRER"*/
/*"RSETCAT" -> "TSETCAT"*/
/*"RSETCAT" -> "PSETCAT"*/
/*"RSETCAT" -> "CLAGG"*/
/*"RSETCAT" -> "HOAGG"*/
/*"RSETCAT" -> "AGG"*/
/*"RSETCAT" -> "TYPE"*/
/*"RSETCAT" -> "EVALAB"*/
/*"RSETCAT" -> "IEVALAB"*/
/*"RSETCAT" -> "KONVERT"*/
/*"RSETCAT" -> "OAMONS"*/
/*"RSETCAT" -> "OCAMON"*/
/*"RSETCAT" -> "OAMON"*/
/*"RSETCAT" -> "OASGP"*/
/*"RSETCAT" -> "ORDSET"*/
"RSETCAT" -> "RPOLCAT"
/*"RSETCAT" -> "POLYCAT"*/
/*"RSETCAT" -> "PDRING"*/
/*"RSETCAT" -> "FAMR"*/
/*"RSETCAT" -> "AMR"*/
/*"RSETCAT" -> "CHARZ"*/
/*"RSETCAT" -> "CHARNZ"*/
/*"RSETCAT" -> "FRETRCT"*/
/*"RSETCAT" -> "RETRACT"*/
/*"RSETCAT" -> "FLINEXP"*/
/*"RSETCAT" -> "LINEXP"*/
/*"RSETCAT" -> "PATMAB"*/
/*"RSETCAT" -> "PFECAT"*/
/*"RSETCAT" -> "UFD"*/
/*"RSETCAT" -> "BOOLEAN"*/
/*"RSETCAT" -> "INT"*/
/*"RSETCAT" -> "LIST"*/
/*"RSETCAT" -> "ILIST"*/
/*"RSETCAT" -> "FINITE"*/
/*"RSETCAT" -> "NNI"*/
/*"RSETCAT" -> "LSAGG-"*/
/*"RSETCAT" -> "STAGG-"*/
/*"RSETCAT" -> "ELAGG-"*/
/*"RSETCAT" -> "FLAGG-"*/
/*"RSETCAT" -> "LSAGG"*/
/*"RSETCAT" -> "STAGG"*/
/*"RSETCAT" -> "URAGG"*/
/*"RSETCAT" -> "RCAGG"*/
/*"RSETCAT" -> "LNAGG"*/
/*"RSETCAT" -> "IXAGG"*/
/*"RSETCAT" -> "ELTAGG"*/
/*"RSETCAT" -> "ELTAB"*/
/*"RSETCAT" -> "FLAGG"*/
/*"RSETCAT" -> "ELAGG"*/
/*"RSETCAT" -> "OM"*/
/*"RSETCAT" -> "URAGG-"*/
/*"RSETCAT" -> "LNAGG-"*/
/*"RSETCAT" -> "RCAGG-"*/
/*"RSETCAT" -> "IXAGG-"*/
/*"RSETCAT" -> "CLAGG-"*/

"RSETCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RSETCAT"]
/*"RSETCAT-" -> "GCDDOM"*/
/*"RSETCAT-" -> "INTDOM"*/
/*"RSETCAT-" -> "COMRING"*/
/*"RSETCAT-" -> "RING"*/
/*"RSETCAT-" -> "RNG"*/
/*"RSETCAT-" -> "ABELGRP"*/
/*"RSETCAT-" -> "CABMON"*/
/*"RSETCAT-" -> "ABELMON"*/
/*"RSETCAT-" -> "ABELSG"*/
/*"RSETCAT-" -> "SETCAT"*/
/*"RSETCAT-" -> "BASTYPE"*/
/*"RSETCAT-" -> "KOERCE"*/
/*"RSETCAT-" -> "SGROUP"*/
/*"RSETCAT-" -> "MONOID"*/
/*"RSETCAT-" -> "LMODULE"*/
/*"RSETCAT-" -> "BMODULE"*/
/*"RSETCAT-" -> "RMODULE"*/
/*"RSETCAT-" -> "ALGEBRA"*/
/*"RSETCAT-" -> "MODULE"*/
/*"RSETCAT-" -> "ENTIRER"*/
/*"RSETCAT-" -> "TSETCAT"*/
/*"RSETCAT-" -> "PSETCAT"*/
/*"RSETCAT-" -> "CLAGG"*/
/*"RSETCAT-" -> "HOAGG"*/
/*"RSETCAT-" -> "AGG"*/
/*"RSETCAT-" -> "TYPE"*/
/*"RSETCAT-" -> "EVALAB"*/
/*"RSETCAT-" -> "IEVALAB"*/
/*"RSETCAT-" -> "KONVERT"*/
/*"RSETCAT-" -> "OAMONS"*/
/*"RSETCAT-" -> "OCAMON"*/
/*"RSETCAT-" -> "OAMON"*/
/*"RSETCAT-" -> "OASGP"*/
/*"RSETCAT-" -> "ORDSET"*/
"RSETCAT-" -> "RPOLCAT"
/*"RSETCAT-" -> "POLYCAT"*/
/*"RSETCAT-" -> "PDRING"*/
/*"RSETCAT-" -> "FAMR"*/
/*"RSETCAT-" -> "AMR"*/
/*"RSETCAT-" -> "CHARZ"*/
/*"RSETCAT-" -> "CHARNZ"*/
/*"RSETCAT-" -> "FRETRCT"*/
/*"RSETCAT-" -> "RETRACT"*/
/*"RSETCAT-" -> "FLINEXP"*/
/*"RSETCAT-" -> "LINEXP"*/
/*"RSETCAT-" -> "PATMAB"*/
/*"RSETCAT-" -> "PFECAT"*/
/*"RSETCAT-" -> "UFD"*/
/*"RSETCAT-" -> "BOOLEAN"*/
/*"RSETCAT-" -> "INT"*/
/*"RSETCAT-" -> "LIST"*/
/*"RSETCAT-" -> "ILIST"*/
/*"RSETCAT-" -> "FINITE"*/
/*"RSETCAT-" -> "NNI"*/
/*"RSETCAT-" -> "LSAGG-"*/
/*"RSETCAT-" -> "STAGG-"*/
/*"RSETCAT-" -> "ELAGG-"*/
/*"RSETCAT-" -> "FLAGG-"*/
/*"RSETCAT-" -> "LSAGG"*/
/*"RSETCAT-" -> "STAGG"*/
/*"RSETCAT-" -> "URAGG"*/
/*"RSETCAT-" -> "RCAGG"*/
/*"RSETCAT-" -> "LNAGG"*/
/*"RSETCAT-" -> "IXAGG"*/
/*"RSETCAT-" -> "ELTAGG"*/
/*"RSETCAT-" -> "ELTAB"*/
/*"RSETCAT-" -> "FLAGG"*/
/*"RSETCAT-" -> "ELAGG"*/
/*"RSETCAT-" -> "OM"*/
/*"RSETCAT-" -> "URAGG-"*/
/*"RSETCAT-" -> "LNAGG-"*/
/*"RSETCAT-" -> "RCAGG-"*/
/*"RSETCAT-" -> "IXAGG-"*/
/*"RSETCAT-" -> "CLAGG-"*/

"RSETGCD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RSETGCD"]
/*"RSETGCD" -> "GCDDOM"*/
/*"RSETGCD" -> "INTDOM"*/
/*"RSETGCD" -> "COMRING"*/
/*"RSETGCD" -> "RING"*/
/*"RSETGCD" -> "RNG"*/
/*"RSETGCD" -> "ABELGRP"*/
/*"RSETGCD" -> "CABMON"*/
/*"RSETGCD" -> "ABELMON"*/
/*"RSETGCD" -> "ABELSG"*/
/*"RSETGCD" -> "SETCAT"*/
/*"RSETGCD" -> "BASTYPE"*/
/*"RSETGCD" -> "KOERCE"*/
/*"RSETGCD" -> "SGROUP"*/
/*"RSETGCD" -> "MONOID"*/
/*"RSETGCD" -> "LMODULE"*/
/*"RSETGCD" -> "BMODULE"*/
/*"RSETGCD" -> "RMODULE"*/
/*"RSETGCD" -> "ALGEBRA"*/
/*"RSETGCD" -> "MODULE"*/
/*"RSETGCD" -> "ENTIRER"*/
/*"RSETGCD" -> "OAMONS"*/
/*"RSETGCD" -> "OCAMON"*/
/*"RSETGCD" -> "OAMON"*/
/*"RSETGCD" -> "OASGP"*/
/*"RSETGCD" -> "ORDSET"*/
"RSETGCD" -> "RPOLCAT"
/*"RSETGCD" -> "POLYCAT"*/
/*"RSETGCD" -> "PDRING"*/
/*"RSETGCD" -> "FAMR"*/
/*"RSETGCD" -> "AMR"*/
/*"RSETGCD" -> "CHARZ"*/
/*"RSETGCD" -> "CHARNZ"*/
/*"RSETGCD" -> "FRETRCT"*/
/*"RSETGCD" -> "RETRACT"*/
/*"RSETGCD" -> "EVALAB"*/
/*"RSETGCD" -> "IEVALAB"*/
/*"RSETGCD" -> "FLINEXP"*/
/*"RSETGCD" -> "LINEXP"*/
/*"RSETGCD" -> "KONVERT"*/
/*"RSETGCD" -> "PATMAB"*/
/*"RSETGCD" -> "PFECAT"*/
/*"RSETGCD" -> "UFD"*/
/*"RSETGCD" -> "RSETCAT"*/
/*"RSETGCD" -> "TSETCAT"*/
/*"RSETGCD" -> "PSETCAT"*/
/*"RSETGCD" -> "CLAGG"*/
/*"RSETGCD" -> "HOAGG"*/
/*"RSETGCD" -> "AGG"*/
/*"RSETGCD" -> "TYPE"*/
/*"RSETGCD" -> "LSAGG"*/
/*"RSETGCD" -> "STAGG"*/
/*"RSETGCD" -> "URAGG"*/
/*"RSETGCD" -> "RCAGG"*/
/*"RSETGCD" -> "LNAGG"*/
/*"RSETGCD" -> "IXAGG"*/
/*"RSETGCD" -> "ELTAGG"*/
/*"RSETGCD" -> "ELTAB"*/
/*"RSETGCD" -> "FLAGG"*/
/*"RSETGCD" -> "ELAGG"*/
/*"RSETGCD" -> "BOOLEAN"*/
/*"RSETGCD" -> "INT"*/
/*"RSETGCD" -> "LIST"*/
/*"RSETGCD" -> "ILIST"*/
/*"RSETGCD" -> "LSAGG-"*/
/*"RSETGCD" -> "STAGG-"*/
/*"RSETGCD" -> "ELAGG-"*/
/*"RSETGCD" -> "FLAGG-"*/
/*"RSETGCD" -> "OM"*/
/*"RSETGCD" -> "NNI"*/
/*"RSETGCD" -> "INS-"*/

"RULE" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RULE"]
/*"RULE" -> "SETCAT"*/
/*"RULE" -> "BASTYPE"*/
/*"RULE" -> "KOERCE"*/
/*"RULE" -> "ELTAB"*/
/*"RULE" -> "RETRACT"*/
"RULE" -> "FS"
/*"RULE" -> "ES"*/
/*"RULE" -> "ORDSET"*/
/*"RULE" -> "IEVALAB"*/
/*"RULE" -> "EVALAB"*/
/*"RULE" -> "PATAB"*/
/*"RULE" -> "KONVERT"*/
/*"RULE" -> "FPATMAB"*/
/*"RULE" -> "TYPE"*/
/*"RULE" -> "PATMAB"*/
/*"RULE" -> "FRETRCT"*/
/*"RULE" -> "MONOID"*/
/*"RULE" -> "SGROUP"*/
/*"RULE" -> "GROUP"*/
/*"RULE" -> "ABELMON"*/
/*"RULE" -> "ABELSG"*/
/*"RULE" -> "ABELGRP"*/
/*"RULE" -> "CABMON"*/
/*"RULE" -> "RING"*/
/*"RULE" -> "RNG"*/
/*"RULE" -> "LMODULE"*/
/*"RULE" -> "PDRING"*/
/*"RULE" -> "FLINEXP"*/
/*"RULE" -> "LINEXP"*/
/*"RULE" -> "CHARZ"*/
/*"RULE" -> "CHARNZ"*/
/*"RULE" -> "ALGEBRA"*/
/*"RULE" -> "MODULE"*/
/*"RULE" -> "BMODULE"*/
/*"RULE" -> "RMODULE"*/
/*"RULE" -> "FIELD"*/
/*"RULE" -> "EUCDOM"*/
/*"RULE" -> "PID"*/
/*"RULE" -> "GCDDOM"*/
/*"RULE" -> "INTDOM"*/
/*"RULE" -> "COMRING"*/
/*"RULE" -> "ENTIRER"*/
/*"RULE" -> "UFD"*/
/*"RULE" -> "DIVRING"*/
/*"RULE" -> "INT"*/
/*"RULE" -> "LIST"*/
/*"RULE" -> "ILIST"*/
/*"RULE" -> "OM"*/
/*"RULE" -> "BOOLEAN"*/
/*"RULE" -> "LSAGG-"*/
/*"RULE" -> "LSAGG"*/
/*"RULE" -> "STAGG"*/
/*"RULE" -> "URAGG"*/
/*"RULE" -> "RCAGG"*/
/*"RULE" -> "HOAGG"*/
/*"RULE" -> "AGG"*/
/*"RULE" -> "LNAGG"*/
/*"RULE" -> "IXAGG"*/
/*"RULE" -> "ELTAGG"*/
/*"RULE" -> "CLAGG"*/
/*"RULE" -> "FLAGG"*/
/*"RULE" -> "ELAGG"*/
/*"RULE" -> "SYMBOL"*/
/*"RULE" -> "REF"*/
/*"RULE" -> "ALIST"*/
/*"RULE" -> "STRING"*/
/*"RULE" -> "CHAR"*/
/*"RULE" -> "SINT"*/
/*"RULE" -> "OUTFORM"*/
/*"RULE" -> "PRIMARR"*/
/*"RULE" -> "A1AGG-"*/
/*"RULE" -> "ISTRING"*/
/*"RULE" -> "SRAGG-"*/
/*"RULE" -> "FLAGG-"*/
/*"RULE" -> "LNAGG-"*/

"RULESET" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RULESET"]
/*"RULESET" -> "SETCAT"*/
/*"RULESET" -> "BASTYPE"*/
/*"RULESET" -> "KOERCE"*/
/*"RULESET" -> "ELTAB"*/
"RULESET" -> "FS"
/*"RULESET" -> "ES"*/
/*"RULESET" -> "ORDSET"*/
/*"RULESET" -> "RETRACT"*/
/*"RULESET" -> "IEVALAB"*/
/*"RULESET" -> "EVALAB"*/
/*"RULESET" -> "PATAB"*/
/*"RULESET" -> "KONVERT"*/
/*"RULESET" -> "FPATMAB"*/
/*"RULESET" -> "TYPE"*/
/*"RULESET" -> "PATMAB"*/
/*"RULESET" -> "FRETRCT"*/
/*"RULESET" -> "MONOID"*/
/*"RULESET" -> "SGROUP"*/
/*"RULESET" -> "GROUP"*/
/*"RULESET" -> "ABELMON"*/
/*"RULESET" -> "ABELSG"*/
/*"RULESET" -> "ABELGRP"*/
/*"RULESET" -> "CABMON"*/
/*"RULESET" -> "RING"*/
/*"RULESET" -> "RNG"*/
/*"RULESET" -> "LMODULE"*/
/*"RULESET" -> "PDRING"*/
/*"RULESET" -> "FLINEXP"*/
/*"RULESET" -> "LINEXP"*/
/*"RULESET" -> "CHARZ"*/
/*"RULESET" -> "CHARNZ"*/
/*"RULESET" -> "ALGEBRA"*/
/*"RULESET" -> "MODULE"*/
/*"RULESET" -> "BMODULE"*/
/*"RULESET" -> "RMODULE"*/
/*"RULESET" -> "FIELD"*/
/*"RULESET" -> "EUCDOM"*/
/*"RULESET" -> "PID"*/
/*"RULESET" -> "GCDDOM"*/
/*"RULESET" -> "INTDOM"*/
/*"RULESET" -> "COMRING"*/
/*"RULESET" -> "ENTIRER"*/
/*"RULESET" -> "UFD"*/
/*"RULESET" -> "DIVRING"*/
/*"RULESET" -> "INT"*/
/*"RULESET" -> "LIST"*/
/*"RULESET" -> "ILIST"*/
/*"RULESET" -> "FSAGG"*/
/*"RULESET" -> "DIAGG"*/
/*"RULESET" -> "DIOPS"*/
/*"RULESET" -> "BGAGG"*/
/*"RULESET" -> "HOAGG"*/
/*"RULESET" -> "AGG"*/
/*"RULESET" -> "CLAGG"*/
/*"RULESET" -> "SETAGG"*/
/*"RULESET" -> "FINITE"*/

"SIGNEF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SIGNEF"]
/*"SIGNEF" -> "INTDOM"*/
/*"SIGNEF" -> "COMRING"*/
/*"SIGNEF" -> "RING"*/
/*"SIGNEF" -> "RNG"*/
/*"SIGNEF" -> "ABELGRP"*/
/*"SIGNEF" -> "CABMON"*/
/*"SIGNEF" -> "ABELMON"*/
/*"SIGNEF" -> "ABELSG"*/
/*"SIGNEF" -> "SETCAT"*/
/*"SIGNEF" -> "BASTYPE"*/
/*"SIGNEF" -> "KOERCE"*/
/*"SIGNEF" -> "SGROUP"*/
/*"SIGNEF" -> "MONOID"*/
/*"SIGNEF" -> "LMODULE"*/
/*"SIGNEF" -> "BMODULE"*/
/*"SIGNEF" -> "RMODULE"*/
/*"SIGNEF" -> "ALGEBRA"*/
/*"SIGNEF" -> "MODULE"*/
/*"SIGNEF" -> "ENTIRER"*/
/*"SIGNEF" -> "ORDSET"*/
/*"SIGNEF" -> "RETRACT"*/
/*"SIGNEF" -> "LINEXP"*/
/*"SIGNEF" -> "GCDDOM"*/
/*"SIGNEF" -> "ACF"*/
/*"SIGNEF" -> "FIELD"*/
/*"SIGNEF" -> "EUCDOM"*/
/*"SIGNEF" -> "PID"*/
/*"SIGNEF" -> "UFD"*/
/*"SIGNEF" -> "DIVRING"*/
/*"SIGNEF" -> "RADCAT"*/
/*"SIGNEF" -> "TRANFUN"*/
/*"SIGNEF" -> "TRIGCAT"*/
/*"SIGNEF" -> "ATRIG"*/
/*"SIGNEF" -> "HYPCAT"*/
/*"SIGNEF" -> "AHYP"*/
/*"SIGNEF" -> "ELEMFUN"*/
"SIGNEF" -> "FS"
/*"SIGNEF" -> "ES"*/
/*"SIGNEF" -> "IEVALAB"*/
/*"SIGNEF" -> "EVALAB"*/
/*"SIGNEF" -> "PATAB"*/
/*"SIGNEF" -> "KONVERT"*/
/*"SIGNEF" -> "FPATMAB"*/
/*"SIGNEF" -> "TYPE"*/
/*"SIGNEF" -> "PATMAB"*/
/*"SIGNEF" -> "FRETRCT"*/
/*"SIGNEF" -> "GROUP"*/
/*"SIGNEF" -> "PDRING"*/
/*"SIGNEF" -> "FLINEXP"*/
/*"SIGNEF" -> "CHARZ"*/
/*"SIGNEF" -> "CHARNZ"*/
/*"SIGNEF" -> "NNI"*/
/*"SIGNEF" -> "INT"*/
/*"SIGNEF" -> "POLYCAT"*/
/*"SIGNEF" -> "FAMR"*/
/*"SIGNEF" -> "AMR"*/
/*"SIGNEF" -> "PFECAT"*/
/*"SIGNEF" -> "CACHSET"*/
/*"SIGNEF" -> "LIST"*/
/*"SIGNEF" -> "ILIST"*/
/*"SIGNEF" -> "SYMBOL"*/
/*"SIGNEF" -> "REF"*/
/*"SIGNEF" -> "ALIST"*/
/*"SIGNEF" -> "STRING"*/
/*"SIGNEF" -> "CHAR"*/
/*"SIGNEF" -> "SINT"*/
/*"SIGNEF" -> "OUTFORM"*/
/*"SIGNEF" -> "PRIMARR"*/
/*"SIGNEF" -> "A1AGG-"*/
/*"SIGNEF" -> "ISTRING"*/
/*"SIGNEF" -> "SRAGG-"*/
/*"SIGNEF" -> "FLAGG-"*/
/*"SIGNEF" -> "LNAGG-"*/
/*"SIGNEF" -> "LSAGG"*/
/*"SIGNEF" -> "STAGG"*/
/*"SIGNEF" -> "URAGG"*/
/*"SIGNEF" -> "RCAGG"*/
/*"SIGNEF" -> "HOAGG"*/
/*"SIGNEF" -> "AGG"*/
/*"SIGNEF" -> "LNAGG"*/
/*"SIGNEF" -> "IXAGG"*/
/*"SIGNEF" -> "ELTAGG"*/
/*"SIGNEF" -> "ELTAB"*/
/*"SIGNEF" -> "CLAGG"*/
/*"SIGNEF" -> "FLAGG"*/
/*"SIGNEF" -> "ELAGG"*/
/*"SIGNEF" -> "OM"*/
/*"SIGNEF" -> "FPS"*/
/*"SIGNEF" -> "RNS"*/
/*"SIGNEF" -> "ORDRING"*/
/*"SIGNEF" -> "OAGROUP"*/
/*"SIGNEF" -> "OCAMON"*/
/*"SIGNEF" -> "OAMON"*/
/*"SIGNEF" -> "OASGP"*/
/*"SIGNEF" -> "REAL"*/
/*"SIGNEF" -> "DIFRING"*/
/*"SIGNEF" -> "INTCAT"*/
/*"SIGNEF" -> "QFCAT"*/
/*"SIGNEF" -> "FEVALAB"*/
/*"SIGNEF" -> "DIFEXT"*/
/*"SIGNEF" -> "STEP"*/
/*"SIGNEF" -> "OINTDOM"*/
/*"SIGNEF" -> "PI"*/
/*"SIGNEF" -> "LSAGG-"*/
/*"SIGNEF" -> "STAGG-"*/
/*"SIGNEF" -> "ELAGG-"*/
/*"SIGNEF" -> "URAGG-"*/
/*"SIGNEF" -> "INS-"*/

"SIMPAN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SIMPAN"]
/*"SIMPAN" -> "INS"*/
/*"SIMPAN" -> "UFD"*/
/*"SIMPAN" -> "GCDDOM"*/
/*"SIMPAN" -> "INTDOM"*/
/*"SIMPAN" -> "COMRING"*/
/*"SIMPAN" -> "RING"*/
/*"SIMPAN" -> "RNG"*/
/*"SIMPAN" -> "ABELGRP"*/
/*"SIMPAN" -> "CABMON"*/
/*"SIMPAN" -> "ABELMON"*/
/*"SIMPAN" -> "ABELSG"*/
/*"SIMPAN" -> "SETCAT"*/
/*"SIMPAN" -> "BASTYPE"*/
/*"SIMPAN" -> "KOERCE"*/
/*"SIMPAN" -> "SGROUP"*/
/*"SIMPAN" -> "MONOID"*/
/*"SIMPAN" -> "LMODULE"*/
/*"SIMPAN" -> "BMODULE"*/
/*"SIMPAN" -> "RMODULE"*/
/*"SIMPAN" -> "ALGEBRA"*/
/*"SIMPAN" -> "MODULE"*/
/*"SIMPAN" -> "ENTIRER"*/
/*"SIMPAN" -> "EUCDOM"*/
/*"SIMPAN" -> "PID"*/
/*"SIMPAN" -> "OINTDOM"*/
/*"SIMPAN" -> "ORDRING"*/
/*"SIMPAN" -> "OAGROUP"*/
/*"SIMPAN" -> "OCAMON"*/
/*"SIMPAN" -> "OAMON"*/
/*"SIMPAN" -> "OASGP"*/
/*"SIMPAN" -> "ORDSET"*/
/*"SIMPAN" -> "DIFRING"*/
/*"SIMPAN" -> "KONVERT"*/
/*"SIMPAN" -> "RETRACT"*/
/*"SIMPAN" -> "LINEXP"*/
/*"SIMPAN" -> "PATMAB"*/
/*"SIMPAN" -> "CFCAT"*/
/*"SIMPAN" -> "REAL"*/
/*"SIMPAN" -> "CHARZ"*/
/*"SIMPAN" -> "STEP"*/
"SIMPAN" -> "FS"
/*"SIMPAN" -> "ES"*/
/*"SIMPAN" -> "IEVALAB"*/
/*"SIMPAN" -> "EVALAB"*/
/*"SIMPAN" -> "PATAB"*/
/*"SIMPAN" -> "FPATMAB"*/
/*"SIMPAN" -> "TYPE"*/
/*"SIMPAN" -> "FRETRCT"*/
/*"SIMPAN" -> "GROUP"*/
/*"SIMPAN" -> "PDRING"*/
/*"SIMPAN" -> "FLINEXP"*/
/*"SIMPAN" -> "CHARNZ"*/
/*"SIMPAN" -> "FIELD"*/
/*"SIMPAN" -> "DIVRING"*/

"SFORT" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SFORT"]
/*"SFORT" -> "FORTCAT"*/
/*"SFORT" -> "TYPE"*/
/*"SFORT" -> "KOERCE"*/
/*"SFORT" -> "ORDSET"*/
/*"SFORT" -> "SETCAT"*/
/*"SFORT" -> "BASTYPE"*/
"SFORT" -> "FS"
/*"SFORT" -> "ES"*/
/*"SFORT" -> "RETRACT"*/
/*"SFORT" -> "IEVALAB"*/
/*"SFORT" -> "EVALAB"*/
/*"SFORT" -> "PATAB"*/
/*"SFORT" -> "KONVERT"*/
/*"SFORT" -> "FPATMAB"*/
/*"SFORT" -> "PATMAB"*/
/*"SFORT" -> "FRETRCT"*/
/*"SFORT" -> "MONOID"*/
/*"SFORT" -> "SGROUP"*/
/*"SFORT" -> "GROUP"*/
/*"SFORT" -> "ABELMON"*/
/*"SFORT" -> "ABELSG"*/
/*"SFORT" -> "ABELGRP"*/
/*"SFORT" -> "CABMON"*/
/*"SFORT" -> "RING"*/
/*"SFORT" -> "RNG"*/
/*"SFORT" -> "LMODULE"*/
/*"SFORT" -> "PDRING"*/
/*"SFORT" -> "FLINEXP"*/
/*"SFORT" -> "LINEXP"*/
/*"SFORT" -> "CHARZ"*/
/*"SFORT" -> "CHARNZ"*/
/*"SFORT" -> "ALGEBRA"*/
/*"SFORT" -> "MODULE"*/
/*"SFORT" -> "BMODULE"*/
/*"SFORT" -> "RMODULE"*/
/*"SFORT" -> "FIELD"*/
/*"SFORT" -> "EUCDOM"*/
/*"SFORT" -> "PID"*/
/*"SFORT" -> "GCDDOM"*/
/*"SFORT" -> "INTDOM"*/
/*"SFORT" -> "COMRING"*/
/*"SFORT" -> "ENTIRER"*/
/*"SFORT" -> "UFD"*/
/*"SFORT" -> "DIVRING"*/
/*"SFORT" -> "SYMBOL"*/
/*"SFORT" -> "INT"*/
/*"SFORT" -> "REF"*/
/*"SFORT" -> "ALIST"*/
/*"SFORT" -> "LIST"*/
/*"SFORT" -> "STRING"*/
/*"SFORT" -> "CHAR"*/
/*"SFORT" -> "SINT"*/
/*"SFORT" -> "OUTFORM"*/
/*"SFORT" -> "PRIMARR"*/
/*"SFORT" -> "A1AGG-"*/
/*"SFORT" -> "ISTRING"*/
/*"SFORT" -> "SRAGG-"*/
/*"SFORT" -> "FLAGG-"*/
/*"SFORT" -> "LNAGG-"*/
/*"SFORT" -> "ILIST"*/

"SOLVESER" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SOLVESER"]
/*"SOLVESER" -> "INTDOM"*/
/*"SOLVESER" -> "COMRING"*/
/*"SOLVESER" -> "RING"*/
/*"SOLVESER" -> "RNG"*/
/*"SOLVESER" -> "ABELGRP"*/
/*"SOLVESER" -> "CABMON"*/
/*"SOLVESER" -> "ABELMON"*/
/*"SOLVESER" -> "ABELSG"*/
/*"SOLVESER" -> "SETCAT"*/
/*"SOLVESER" -> "BASTYPE"*/
/*"SOLVESER" -> "KOERCE"*/
/*"SOLVESER" -> "SGROUP"*/
/*"SOLVESER" -> "MONOID"*/
/*"SOLVESER" -> "LMODULE"*/
/*"SOLVESER" -> "BMODULE"*/
/*"SOLVESER" -> "RMODULE"*/
/*"SOLVESER" -> "ALGEBRA"*/
/*"SOLVESER" -> "MODULE"*/
/*"SOLVESER" -> "ENTIRER"*/
/*"SOLVESER" -> "ORDSET"*/
/*"SOLVESER" -> "SYMBOL"*/
/*"SOLVESER" -> "INT"*/
/*"SOLVESER" -> "REF"*/
/*"SOLVESER" -> "ALIST"*/
/*"SOLVESER" -> "LIST"*/
/*"SOLVESER" -> "STRING"*/
/*"SOLVESER" -> "CHAR"*/
/*"SOLVESER" -> "SINT"*/
/*"SOLVESER" -> "OUTFORM"*/
/*"SOLVESER" -> "PRIMARR"*/
/*"SOLVESER" -> "A1AGG-"*/
/*"SOLVESER" -> "ISTRING"*/
/*"SOLVESER" -> "SRAGG-"*/
/*"SOLVESER" -> "FLAGG-"*/
/*"SOLVESER" -> "LNAGG-"*/
"SOLVESER" -> "FS"
/*"SOLVESER" -> "ES"*/
/*"SOLVESER" -> "RETRACT"*/
/*"SOLVESER" -> "IEVALAB"*/
/*"SOLVESER" -> "EVALAB"*/
/*"SOLVESER" -> "PATAB"*/
/*"SOLVESER" -> "KONVERT"*/
/*"SOLVESER" -> "FPATMAB"*/
/*"SOLVESER" -> "TYPE"*/
/*"SOLVESER" -> "PATMAB"*/
/*"SOLVESER" -> "FRETRCT"*/
/*"SOLVESER" -> "GROUP"*/
/*"SOLVESER" -> "PDRING"*/
/*"SOLVESER" -> "FLINEXP"*/
/*"SOLVESER" -> "LINEXP"*/
/*"SOLVESER" -> "CHARZ"*/
/*"SOLVESER" -> "CHARNZ"*/
/*"SOLVESER" -> "FIELD"*/
/*"SOLVESER" -> "EUCDOM"*/
/*"SOLVESER" -> "PID"*/
/*"SOLVESER" -> "GCDDOM"*/
/*"SOLVESER" -> "UFD"*/
/*"SOLVESER" -> "DIVRING"*/
/*"SOLVESER" -> "UPOLYC"*/
/*"SOLVESER" -> "POLYCAT"*/
/*"SOLVESER" -> "FAMR"*/
/*"SOLVESER" -> "AMR"*/
/*"SOLVESER" -> "PFECAT"*/
/*"SOLVESER" -> "ELTAB"*/
/*"SOLVESER" -> "DIFRING"*/
/*"SOLVESER" -> "DIFEXT"*/
/*"SOLVESER" -> "STEP"*/
/*"SOLVESER" -> "NNI"*/
/*"SOLVESER" -> "VECTOR"*/
/*"SOLVESER" -> "IVECTOR"*/
/*"SOLVESER" -> "IARRAY1"*/
/*"SOLVESER" -> "ILIST"*/
/*"SOLVESER" -> "PI"*/
/*"SOLVESER" -> "VECTCAT"*/
/*"SOLVESER" -> "A1AGG"*/
/*"SOLVESER" -> "FLAGG"*/
/*"SOLVESER" -> "LNAGG"*/
/*"SOLVESER" -> "IXAGG"*/
/*"SOLVESER" -> "HOAGG"*/
/*"SOLVESER" -> "AGG"*/
/*"SOLVESER" -> "ELTAGG"*/
/*"SOLVESER" -> "CLAGG"*/

"SOLVETRA" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SOLVETRA"]
/*"SOLVETRA" -> "ORDSET"*/
/*"SOLVETRA" -> "SETCAT"*/
/*"SOLVETRA" -> "BASTYPE"*/
/*"SOLVETRA" -> "KOERCE"*/
/*"SOLVETRA" -> "EUCDOM"*/
/*"SOLVETRA" -> "PID"*/
/*"SOLVETRA" -> "GCDDOM"*/
/*"SOLVETRA" -> "INTDOM"*/
/*"SOLVETRA" -> "COMRING"*/
/*"SOLVETRA" -> "RING"*/
/*"SOLVETRA" -> "RNG"*/
/*"SOLVETRA" -> "ABELGRP"*/
/*"SOLVETRA" -> "CABMON"*/
/*"SOLVETRA" -> "ABELMON"*/
/*"SOLVETRA" -> "ABELSG"*/
/*"SOLVETRA" -> "SGROUP"*/
/*"SOLVETRA" -> "MONOID"*/
/*"SOLVETRA" -> "LMODULE"*/
/*"SOLVETRA" -> "BMODULE"*/
/*"SOLVETRA" -> "RMODULE"*/
/*"SOLVETRA" -> "ALGEBRA"*/
/*"SOLVETRA" -> "MODULE"*/
/*"SOLVETRA" -> "ENTIRER"*/
/*"SOLVETRA" -> "RETRACT"*/
/*"SOLVETRA" -> "LINEXP"*/
/*"SOLVETRA" -> "CHARZ"*/
/*"SOLVETRA" -> "INT"*/
/*"SOLVETRA" -> "LIST"*/
/*"SOLVETRA" -> "ILIST"*/
/*"SOLVETRA" -> "LSAGG"*/
/*"SOLVETRA" -> "STAGG"*/
/*"SOLVETRA" -> "URAGG"*/
/*"SOLVETRA" -> "RCAGG"*/
/*"SOLVETRA" -> "HOAGG"*/
/*"SOLVETRA" -> "AGG"*/
/*"SOLVETRA" -> "TYPE"*/
/*"SOLVETRA" -> "EVALAB"*/
/*"SOLVETRA" -> "IEVALAB"*/
/*"SOLVETRA" -> "LNAGG"*/
/*"SOLVETRA" -> "IXAGG"*/
/*"SOLVETRA" -> "ELTAGG"*/
/*"SOLVETRA" -> "ELTAB"*/
/*"SOLVETRA" -> "CLAGG"*/
/*"SOLVETRA" -> "KONVERT"*/
/*"SOLVETRA" -> "FLAGG"*/
/*"SOLVETRA" -> "ELAGG"*/
/*"SOLVETRA" -> "OM"*/
/*"SOLVETRA" -> "NNI"*/
/*"SOLVETRA" -> "QFCAT"*/
/*"SOLVETRA" -> "FIELD"*/
/*"SOLVETRA" -> "UFD"*/
/*"SOLVETRA" -> "DIVRING"*/
/*"SOLVETRA" -> "FEVALAB"*/
/*"SOLVETRA" -> "DIFEXT"*/
/*"SOLVETRA" -> "DIFRING"*/
/*"SOLVETRA" -> "PDRING"*/
/*"SOLVETRA" -> "FLINEXP"*/
/*"SOLVETRA" -> "PATAB"*/
/*"SOLVETRA" -> "FPATMAB"*/
/*"SOLVETRA" -> "PATMAB"*/
/*"SOLVETRA" -> "STEP"*/
/*"SOLVETRA" -> "OINTDOM"*/
/*"SOLVETRA" -> "ORDRING"*/
/*"SOLVETRA" -> "OAGROUP"*/
/*"SOLVETRA" -> "OCAMON"*/
/*"SOLVETRA" -> "OAMON"*/
/*"SOLVETRA" -> "OASGP"*/
/*"SOLVETRA" -> "REAL"*/
/*"SOLVETRA" -> "CHARNZ"*/
/*"SOLVETRA" -> "PFECAT"*/
/*"SOLVETRA" -> "BOOLEAN"*/
/*"SOLVETRA" -> "SYMBOL"*/
/*"SOLVETRA" -> "REF"*/
/*"SOLVETRA" -> "ALIST"*/
/*"SOLVETRA" -> "STRING"*/
/*"SOLVETRA" -> "CHAR"*/
/*"SOLVETRA" -> "SINT"*/
/*"SOLVETRA" -> "OUTFORM"*/
/*"SOLVETRA" -> "PRIMARR"*/
/*"SOLVETRA" -> "A1AGG-"*/
/*"SOLVETRA" -> "ISTRING"*/
/*"SOLVETRA" -> "SRAGG-"*/
/*"SOLVETRA" -> "FLAGG-"*/
/*"SOLVETRA" -> "LNAGG-"*/
/*"SOLVETRA" -> "UPOLYC"*/
/*"SOLVETRA" -> "POLYCAT"*/
/*"SOLVETRA" -> "FAMR"*/
/*"SOLVETRA" -> "AMR"*/
/*"SOLVETRA" -> "FRETRCT"*/
"SOLVETRA" -> "FS"
/*"SOLVETRA" -> "ES"*/
/*"SOLVETRA" -> "GROUP"*/
/*"SOLVETRA" -> "LSAGG-"*/
/*"SOLVETRA" -> "STAGG-"*/
/*"SOLVETRA" -> "CACHSET"*/
/*"SOLVETRA" -> "PI"*/
/*"SOLVETRA" -> "ACFS"*/
/*"SOLVETRA" -> "ACF"*/
/*"SOLVETRA" -> "RADCAT"*/
/*"SOLVETRA" -> "TRANFUN"*/
/*"SOLVETRA" -> "TRIGCAT"*/
/*"SOLVETRA" -> "ATRIG"*/
/*"SOLVETRA" -> "HYPCAT"*/
/*"SOLVETRA" -> "AHYP"*/
/*"SOLVETRA" -> "ELEMFUN"*/
/*"SOLVETRA" -> "COMBOPC"*/
/*"SOLVETRA" -> "CFCAT"*/
/*"SOLVETRA" -> "LFCAT"*/
/*"SOLVETRA" -> "PRIMCAT"*/
/*"SOLVETRA" -> "SPFCAT"*/
/*"SOLVETRA" -> "ELAGG-"*/
/*"SOLVETRA" -> "URAGG-"*/
/*"SOLVETRA" -> "FPS"*/
/*"SOLVETRA" -> "RNS"*/
/*"SOLVETRA" -> "INTCAT"*/
/*"SOLVETRA" -> "COMPCAT"*/
/*"SOLVETRA" -> "MONOGEN"*/
/*"SOLVETRA" -> "FRAMALG"*/
/*"SOLVETRA" -> "FINRALG"*/
/*"SOLVETRA" -> "FINITE"*/
/*"SOLVETRA" -> "FFIELDC"*/
/*"SOLVETRA" -> "FPC"*/

"SUMFS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SUMFS"]
/*"SUMFS" -> "INTDOM"*/
/*"SUMFS" -> "COMRING"*/
/*"SUMFS" -> "RING"*/
/*"SUMFS" -> "RNG"*/
/*"SUMFS" -> "ABELGRP"*/
/*"SUMFS" -> "CABMON"*/
/*"SUMFS" -> "ABELMON"*/
/*"SUMFS" -> "ABELSG"*/
/*"SUMFS" -> "SETCAT"*/
/*"SUMFS" -> "BASTYPE"*/
/*"SUMFS" -> "KOERCE"*/
/*"SUMFS" -> "SGROUP"*/
/*"SUMFS" -> "MONOID"*/
/*"SUMFS" -> "LMODULE"*/
/*"SUMFS" -> "BMODULE"*/
/*"SUMFS" -> "RMODULE"*/
/*"SUMFS" -> "ALGEBRA"*/
/*"SUMFS" -> "MODULE"*/
/*"SUMFS" -> "ENTIRER"*/
/*"SUMFS" -> "ORDSET"*/
/*"SUMFS" -> "RETRACT"*/
/*"SUMFS" -> "LINEXP"*/
"SUMFS" -> "FS"
/*"SUMFS" -> "ES"*/
/*"SUMFS" -> "IEVALAB"*/
/*"SUMFS" -> "EVALAB"*/
/*"SUMFS" -> "PATAB"*/
/*"SUMFS" -> "KONVERT"*/
/*"SUMFS" -> "FPATMAB"*/
/*"SUMFS" -> "TYPE"*/
/*"SUMFS" -> "PATMAB"*/
/*"SUMFS" -> "FRETRCT"*/
/*"SUMFS" -> "GROUP"*/
/*"SUMFS" -> "PDRING"*/
/*"SUMFS" -> "FLINEXP"*/
/*"SUMFS" -> "CHARZ"*/
/*"SUMFS" -> "CHARNZ"*/
/*"SUMFS" -> "FIELD"*/
/*"SUMFS" -> "EUCDOM"*/
/*"SUMFS" -> "PID"*/
/*"SUMFS" -> "GCDDOM"*/
/*"SUMFS" -> "UFD"*/
/*"SUMFS" -> "DIVRING"*/
/*"SUMFS" -> "COMBOPC"*/
/*"SUMFS" -> "CFCAT"*/
"SUMFS" -> "ACF"
/*"SUMFS" -> "RADCAT"*/
/*"SUMFS" -> "TRANFUN"*/
/*"SUMFS" -> "TRIGCAT"*/
/*"SUMFS" -> "ATRIG"*/
/*"SUMFS" -> "HYPCAT"*/
/*"SUMFS" -> "AHYP"*/
/*"SUMFS" -> "ELEMFUN"*/
/*"SUMFS" -> "SYMBOL"*/
/*"SUMFS" -> "INT"*/
/*"SUMFS" -> "REF"*/
/*"SUMFS" -> "ALIST"*/
/*"SUMFS" -> "LIST"*/
/*"SUMFS" -> "STRING"*/
/*"SUMFS" -> "CHAR"*/
/*"SUMFS" -> "SINT"*/
/*"SUMFS" -> "OUTFORM"*/
/*"SUMFS" -> "PRIMARR"*/
/*"SUMFS" -> "A1AGG-"*/
/*"SUMFS" -> "ISTRING"*/
/*"SUMFS" -> "SRAGG-"*/
/*"SUMFS" -> "FLAGG-"*/
/*"SUMFS" -> "LNAGG-"*/
/*"SUMFS" -> "LSAGG"*/
/*"SUMFS" -> "STAGG"*/
/*"SUMFS" -> "URAGG"*/
/*"SUMFS" -> "RCAGG"*/
/*"SUMFS" -> "HOAGG"*/
/*"SUMFS" -> "AGG"*/
/*"SUMFS" -> "LNAGG"*/
/*"SUMFS" -> "IXAGG"*/
/*"SUMFS" -> "ELTAGG"*/
/*"SUMFS" -> "ELTAB"*/
/*"SUMFS" -> "CLAGG"*/
/*"SUMFS" -> "FLAGG"*/
/*"SUMFS" -> "ELAGG"*/
/*"SUMFS" -> "OM"*/
/*"SUMFS" -> "CACHSET"*/
/*"SUMFS" -> "ILIST"*/
/*"SUMFS" -> "BOOLEAN"*/

"SUTS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SUTS"]
/*"SUTS" -> "RING"*/
/*"SUTS" -> "RNG"*/
/*"SUTS" -> "ABELGRP"*/
/*"SUTS" -> "CABMON"*/
/*"SUTS" -> "ABELMON"*/
/*"SUTS" -> "ABELSG"*/
/*"SUTS" -> "SETCAT"*/
/*"SUTS" -> "BASTYPE"*/
/*"SUTS" -> "KOERCE"*/
/*"SUTS" -> "SGROUP"*/
/*"SUTS" -> "MONOID"*/
/*"SUTS" -> "LMODULE"*/
"SUTS" -> "UTSCAT"
/*"SUTS" -> "UPSCAT"*/
/*"SUTS" -> "PSCAT"*/
/*"SUTS" -> "AMR"*/
/*"SUTS" -> "BMODULE"*/
/*"SUTS" -> "RMODULE"*/
/*"SUTS" -> "COMRING"*/
/*"SUTS" -> "ALGEBRA"*/
/*"SUTS" -> "MODULE"*/
/*"SUTS" -> "CHARZ"*/
/*"SUTS" -> "CHARNZ"*/
/*"SUTS" -> "INTDOM"*/
/*"SUTS" -> "ENTIRER"*/
/*"SUTS" -> "ELTAB"*/
/*"SUTS" -> "DIFRING"*/
/*"SUTS" -> "PDRING"*/
/*"SUTS" -> "RADCAT"*/
/*"SUTS" -> "TRANFUN"*/
/*"SUTS" -> "TRIGCAT"*/
/*"SUTS" -> "ATRIG"*/
/*"SUTS" -> "HYPCAT"*/
/*"SUTS" -> "AHYP"*/
/*"SUTS" -> "ELEMFUN"*/
/*"SUTS" -> "INT"*/
/*"SUTS" -> "BOOLEAN"*/
/*"SUTS" -> "NNI"*/
/*"SUTS" -> "INS"*/
/*"SUTS" -> "UFD"*/
/*"SUTS" -> "GCDDOM"*/
/*"SUTS" -> "EUCDOM"*/
/*"SUTS" -> "PID"*/
/*"SUTS" -> "OINTDOM"*/
/*"SUTS" -> "ORDRING"*/
/*"SUTS" -> "OAGROUP"*/
/*"SUTS" -> "OCAMON"*/
/*"SUTS" -> "OAMON"*/
/*"SUTS" -> "OASGP"*/
/*"SUTS" -> "ORDSET"*/
/*"SUTS" -> "KONVERT"*/
/*"SUTS" -> "RETRACT"*/
/*"SUTS" -> "LINEXP"*/
/*"SUTS" -> "PATMAB"*/
/*"SUTS" -> "CFCAT"*/
/*"SUTS" -> "REAL"*/
/*"SUTS" -> "STEP"*/
/*"SUTS" -> "OM"*/
/*"SUTS" -> "STRING"*/
/*"SUTS" -> "CHAR"*/
/*"SUTS" -> "SINT"*/
/*"SUTS" -> "OUTFORM"*/
/*"SUTS" -> "LIST"*/
/*"SUTS" -> "PRIMARR"*/
/*"SUTS" -> "A1AGG-"*/
/*"SUTS" -> "ISTRING"*/
/*"SUTS" -> "FIELD"*/
/*"SUTS" -> "DIVRING"*/
/*"SUTS" -> "OAMONS"*/

"TOOLSIGN" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TOOLSIGN"]
/*"TOOLSIGN" -> "RING"*/
/*"TOOLSIGN" -> "RNG"*/
/*"TOOLSIGN" -> "ABELGRP"*/
/*"TOOLSIGN" -> "CABMON"*/
/*"TOOLSIGN" -> "ABELMON"*/
/*"TOOLSIGN" -> "ABELSG"*/
/*"TOOLSIGN" -> "SETCAT"*/
/*"TOOLSIGN" -> "BASTYPE"*/
/*"TOOLSIGN" -> "KOERCE"*/
/*"TOOLSIGN" -> "SGROUP"*/
/*"TOOLSIGN" -> "MONOID"*/
/*"TOOLSIGN" -> "LMODULE"*/
/*"TOOLSIGN" -> "INS"*/
/*"TOOLSIGN" -> "UFD"*/
/*"TOOLSIGN" -> "GCDDOM"*/
/*"TOOLSIGN" -> "INTDOM"*/
/*"TOOLSIGN" -> "COMRING"*/
/*"TOOLSIGN" -> "BMODULE"*/
/*"TOOLSIGN" -> "RMODULE"*/
/*"TOOLSIGN" -> "ALGEBRA"*/
/*"TOOLSIGN" -> "MODULE"*/
/*"TOOLSIGN" -> "ENTIRER"*/
/*"TOOLSIGN" -> "EUCDOM"*/
/*"TOOLSIGN" -> "PID"*/
/*"TOOLSIGN" -> "OINTDOM"*/
/*"TOOLSIGN" -> "ORDRING"*/
/*"TOOLSIGN" -> "OAGROUP"*/
/*"TOOLSIGN" -> "OCAMON"*/
/*"TOOLSIGN" -> "OAMON"*/
/*"TOOLSIGN" -> "OASGP"*/
/*"TOOLSIGN" -> "ORDSET"*/
/*"TOOLSIGN" -> "DIFRING"*/
/*"TOOLSIGN" -> "KONVERT"*/
/*"TOOLSIGN" -> "RETRACT"*/
/*"TOOLSIGN" -> "LINEXP"*/
/*"TOOLSIGN" -> "PATMAB"*/
/*"TOOLSIGN" -> "CFCAT"*/
/*"TOOLSIGN" -> "REAL"*/
/*"TOOLSIGN" -> "CHARZ"*/
/*"TOOLSIGN" -> "STEP"*/
"TOOLSIGN" -> "FS"
/*"TOOLSIGN" -> "ES"*/
/*"TOOLSIGN" -> "IEVALAB"*/
/*"TOOLSIGN" -> "EVALAB"*/
/*"TOOLSIGN" -> "PATAB"*/
/*"TOOLSIGN" -> "FPATMAB"*/
/*"TOOLSIGN" -> "TYPE"*/
/*"TOOLSIGN" -> "FRETRCT"*/
/*"TOOLSIGN" -> "GROUP"*/
/*"TOOLSIGN" -> "PDRING"*/
/*"TOOLSIGN" -> "FLINEXP"*/
/*"TOOLSIGN" -> "CHARNZ"*/
/*"TOOLSIGN" -> "FIELD"*/
/*"TOOLSIGN" -> "DIVRING"*/
/*"TOOLSIGN" -> "OM"*/
/*"TOOLSIGN" -> "INT"*/
/*"TOOLSIGN" -> "INS-"*/
/*"TOOLSIGN" -> "EUCDOM-"*/
/*"TOOLSIGN" -> "UFD-"*/
/*"TOOLSIGN" -> "GCDDOM-"*/
/*"TOOLSIGN" -> "INTDOM-"*/
/*"TOOLSIGN" -> "ALGEBRA-"*/
/*"TOOLSIGN" -> "DIFRING-"*/
/*"TOOLSIGN" -> "ORDRING-"*/
/*"TOOLSIGN" -> "STRING"*/
/*"TOOLSIGN" -> "CHAR"*/
/*"TOOLSIGN" -> "SINT"*/
/*"TOOLSIGN" -> "OUTFORM"*/
/*"TOOLSIGN" -> "LIST"*/
/*"TOOLSIGN" -> "PRIMARR"*/
/*"TOOLSIGN" -> "A1AGG-"*/
/*"TOOLSIGN" -> "ISTRING"*/

"TRIGMNIP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TRIGMNIP"]
/*"TRIGMNIP" -> "GCDDOM"*/
/*"TRIGMNIP" -> "INTDOM"*/
/*"TRIGMNIP" -> "COMRING"*/
/*"TRIGMNIP" -> "RING"*/
/*"TRIGMNIP" -> "RNG"*/
/*"TRIGMNIP" -> "ABELGRP"*/
/*"TRIGMNIP" -> "CABMON"*/
/*"TRIGMNIP" -> "ABELMON"*/
/*"TRIGMNIP" -> "ABELSG"*/
/*"TRIGMNIP" -> "SETCAT"*/
/*"TRIGMNIP" -> "BASTYPE"*/
/*"TRIGMNIP" -> "KOERCE"*/
/*"TRIGMNIP" -> "SGROUP"*/
/*"TRIGMNIP" -> "MONOID"*/
/*"TRIGMNIP" -> "LMODULE"*/
/*"TRIGMNIP" -> "BMODULE"*/
/*"TRIGMNIP" -> "RMODULE"*/
/*"TRIGMNIP" -> "ALGEBRA"*/
/*"TRIGMNIP" -> "MODULE"*/
/*"TRIGMNIP" -> "ENTIRER"*/
/*"TRIGMNIP" -> "ORDSET"*/
/*"TRIGMNIP" -> "RETRACT"*/
/*"TRIGMNIP" -> "LINEXP"*/
"TRIGMNIP" -> "ACF"
/*"TRIGMNIP" -> "FIELD"*/
/*"TRIGMNIP" -> "EUCDOM"*/
/*"TRIGMNIP" -> "PID"*/
/*"TRIGMNIP" -> "UFD"*/
/*"TRIGMNIP" -> "DIVRING"*/
/*"TRIGMNIP" -> "RADCAT"*/
/*"TRIGMNIP" -> "TRANFUN"*/
/*"TRIGMNIP" -> "TRIGCAT"*/
/*"TRIGMNIP" -> "ATRIG"*/
/*"TRIGMNIP" -> "HYPCAT"*/
/*"TRIGMNIP" -> "AHYP"*/
/*"TRIGMNIP" -> "ELEMFUN"*/
"TRIGMNIP" -> "FS"
/*"TRIGMNIP" -> "ES"*/
/*"TRIGMNIP" -> "IEVALAB"*/
/*"TRIGMNIP" -> "EVALAB"*/
/*"TRIGMNIP" -> "PATAB"*/
/*"TRIGMNIP" -> "KONVERT"*/
/*"TRIGMNIP" -> "FPATMAB"*/
/*"TRIGMNIP" -> "TYPE"*/
/*"TRIGMNIP" -> "PATMAB"*/
/*"TRIGMNIP" -> "FRETRCT"*/
/*"TRIGMNIP" -> "GROUP"*/
/*"TRIGMNIP" -> "PDRING"*/
/*"TRIGMNIP" -> "FLINEXP"*/
/*"TRIGMNIP" -> "CHARZ"*/
/*"TRIGMNIP" -> "CHARNZ"*/
/*"TRIGMNIP" -> "INT"*/
/*"TRIGMNIP" -> "LIST"*/
/*"TRIGMNIP" -> "ILIST"*/
"TRIGMNIP" -> "COMPCAT"
/*"TRIGMNIP" -> "MONOGEN"*/
/*"TRIGMNIP" -> "FRAMALG"*/
/*"TRIGMNIP" -> "FINRALG"*/
/*"TRIGMNIP" -> "FINITE"*/
/*"TRIGMNIP" -> "DIFEXT"*/
/*"TRIGMNIP" -> "DIFRING"*/
/*"TRIGMNIP" -> "FFIELDC"*/
/*"TRIGMNIP" -> "FPC"*/
/*"TRIGMNIP" -> "STEP"*/
/*"TRIGMNIP" -> "FEVALAB"*/
/*"TRIGMNIP" -> "ELTAB"*/
/*"TRIGMNIP" -> "PFECAT"*/
/*"TRIGMNIP" -> "OM"*/
/*"TRIGMNIP" -> "SYMBOL"*/
/*"TRIGMNIP" -> "REF"*/
/*"TRIGMNIP" -> "ALIST"*/
/*"TRIGMNIP" -> "STRING"*/
/*"TRIGMNIP" -> "CHAR"*/
/*"TRIGMNIP" -> "SINT"*/
/*"TRIGMNIP" -> "OUTFORM"*/
/*"TRIGMNIP" -> "PRIMARR"*/
/*"TRIGMNIP" -> "A1AGG-"*/
/*"TRIGMNIP" -> "ISTRING"*/
/*"TRIGMNIP" -> "SRAGG-"*/
/*"TRIGMNIP" -> "FLAGG-"*/
/*"TRIGMNIP" -> "LNAGG-"*/
/*"TRIGMNIP" -> "LSAGG-"*/
/*"TRIGMNIP" -> "STAGG-"*/
/*"TRIGMNIP" -> "ELAGG-"*/
/*"TRIGMNIP" -> "URAGG-"*/
/*"TRIGMNIP" -> "INS-"*/
/*"TRIGMNIP" -> "NNI"*/
/*"TRIGMNIP" -> "LSAGG"*/
/*"TRIGMNIP" -> "STAGG"*/
/*"TRIGMNIP" -> "URAGG"*/
/*"TRIGMNIP" -> "RCAGG"*/
/*"TRIGMNIP" -> "HOAGG"*/
/*"TRIGMNIP" -> "AGG"*/
/*"TRIGMNIP" -> "LNAGG"*/
/*"TRIGMNIP" -> "IXAGG"*/
/*"TRIGMNIP" -> "ELTAGG"*/
/*"TRIGMNIP" -> "CLAGG"*/
/*"TRIGMNIP" -> "FLAGG"*/
/*"TRIGMNIP" -> "ELAGG"*/
/*"TRIGMNIP" -> "RCAGG-"*/
/*"TRIGMNIP" -> "IXAGG-"*/
/*"TRIGMNIP" -> "CLAGG-"*/
/*"TRIGMNIP" -> "BOOLEAN"*/

"TRMANIP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=TRMANIP"]
/*"TRMANIP" -> "ORDSET"*/
/*"TRMANIP" -> "SETCAT"*/
/*"TRMANIP" -> "BASTYPE"*/
/*"TRMANIP" -> "KOERCE"*/
/*"TRMANIP" -> "GCDDOM"*/
/*"TRMANIP" -> "INTDOM"*/
/*"TRMANIP" -> "COMRING"*/
/*"TRMANIP" -> "RING"*/
/*"TRMANIP" -> "RNG"*/
/*"TRMANIP" -> "ABELGRP"*/
/*"TRMANIP" -> "CABMON"*/
/*"TRMANIP" -> "ABELMON"*/
/*"TRMANIP" -> "ABELSG"*/
/*"TRMANIP" -> "SGROUP"*/
/*"TRMANIP" -> "MONOID"*/
/*"TRMANIP" -> "LMODULE"*/
/*"TRMANIP" -> "BMODULE"*/
/*"TRMANIP" -> "RMODULE"*/
/*"TRMANIP" -> "ALGEBRA"*/
/*"TRMANIP" -> "MODULE"*/
/*"TRMANIP" -> "ENTIRER"*/
"TRMANIP" -> "FS"
/*"TRMANIP" -> "ES"*/
/*"TRMANIP" -> "RETRACT"*/
/*"TRMANIP" -> "IEVALAB"*/
/*"TRMANIP" -> "EVALAB"*/
/*"TRMANIP" -> "PATAB"*/
/*"TRMANIP" -> "KONVERT"*/
/*"TRMANIP" -> "FPATMAB"*/
/*"TRMANIP" -> "TYPE"*/
/*"TRMANIP" -> "PATMAB"*/
/*"TRMANIP" -> "FRETRCT"*/
/*"TRMANIP" -> "GROUP"*/
/*"TRMANIP" -> "PDRING"*/
/*"TRMANIP" -> "FLINEXP"*/
/*"TRMANIP" -> "LINEXP"*/
/*"TRMANIP" -> "CHARZ"*/
/*"TRMANIP" -> "CHARNZ"*/
/*"TRMANIP" -> "FIELD"*/
/*"TRMANIP" -> "EUCDOM"*/
/*"TRMANIP" -> "PID"*/
/*"TRMANIP" -> "UFD"*/
/*"TRMANIP" -> "DIVRING"*/
/*"TRMANIP" -> "TRANFUN"*/
/*"TRMANIP" -> "TRIGCAT"*/
/*"TRMANIP" -> "ATRIG"*/
/*"TRMANIP" -> "HYPCAT"*/
/*"TRMANIP" -> "AHYP"*/
/*"TRMANIP" -> "ELEMFUN"*/
/*"TRMANIP" -> "SYMBOL"*/
/*"TRMANIP" -> "INT"*/
/*"TRMANIP" -> "REF"*/
/*"TRMANIP" -> "ALIST"*/
/*"TRMANIP" -> "LIST"*/
/*"TRMANIP" -> "STRING"*/
/*"TRMANIP" -> "CHAR"*/
/*"TRMANIP" -> "SINT"*/
/*"TRMANIP" -> "OUTFORM"*/
/*"TRMANIP" -> "PRIMARR"*/
/*"TRMANIP" -> "A1AGG-"*/
/*"TRMANIP" -> "ISTRING"*/
/*"TRMANIP" -> "SRAGG-"*/
/*"TRMANIP" -> "FLAGG-"*/
/*"TRMANIP" -> "LNAGG-"*/
/*"TRMANIP" -> "ILIST"*/
/*"TRMANIP" -> "LSAGG"*/
/*"TRMANIP" -> "STAGG"*/
/*"TRMANIP" -> "URAGG"*/
/*"TRMANIP" -> "RCAGG"*/
/*"TRMANIP" -> "HOAGG"*/
/*"TRMANIP" -> "AGG"*/
/*"TRMANIP" -> "LNAGG"*/
/*"TRMANIP" -> "IXAGG"*/
/*"TRMANIP" -> "ELTAGG"*/
/*"TRMANIP" -> "ELTAB"*/
/*"TRMANIP" -> "CLAGG"*/
/*"TRMANIP" -> "FLAGG"*/
/*"TRMANIP" -> "ELAGG"*/
/*"TRMANIP" -> "OM"*/
/*"TRMANIP" -> "NNI"*/
/*"TRMANIP" -> "LSAGG-"*/
/*"TRMANIP" -> "STAGG-"*/
/*"TRMANIP" -> "BOOLEAN"*/
/*"TRMANIP" -> "ELAGG-"*/
/*"TRMANIP" -> "URAGG-"*/
/*"TRMANIP" -> "CACHSET"*/
/*"TRMANIP" -> "POLYCAT"*/
/*"TRMANIP" -> "FAMR"*/
/*"TRMANIP" -> "AMR"*/
/*"TRMANIP" -> "PFECAT"*/

"TSETCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=TSETCAT",
          shape=ellipse]
/*"TSETCAT" -> "INTDOM"*/
/*"TSETCAT" -> "COMRING"*/
/*"TSETCAT" -> "RING"*/
/*"TSETCAT" -> "RNG"*/
/*"TSETCAT" -> "ABELGRP"*/
/*"TSETCAT" -> "CABMON"*/
/*"TSETCAT" -> "ABELMON"*/
/*"TSETCAT" -> "ABELSG"*/
/*"TSETCAT" -> "SETCAT"*/
/*"TSETCAT" -> "BASTYPE"*/
/*"TSETCAT" -> "KOERCE"*/
/*"TSETCAT" -> "SGROUP"*/
/*"TSETCAT" -> "MONOID"*/
/*"TSETCAT" -> "LMODULE"*/
/*"TSETCAT" -> "BMODULE"*/
/*"TSETCAT" -> "RMODULE"*/
/*"TSETCAT" -> "ALGEBRA"*/
/*"TSETCAT" -> "MODULE"*/
/*"TSETCAT" -> "ENTIRER"*/
/*"TSETCAT" -> "PSETCAT"*/
/*"TSETCAT" -> "CLAGG"*/
/*"TSETCAT" -> "HOAGG"*/
/*"TSETCAT" -> "AGG"*/
/*"TSETCAT" -> "TYPE"*/
/*"TSETCAT" -> "EVALAB"*/
/*"TSETCAT" -> "IEVALAB"*/
/*"TSETCAT" -> "KONVERT"*/
/*"TSETCAT" -> "OAMONS"*/
/*"TSETCAT" -> "OCAMON"*/
/*"TSETCAT" -> "OAMON"*/
/*"TSETCAT" -> "OASGP"*/
/*"TSETCAT" -> "ORDSET"*/
"TSETCAT" -> "RPOLCAT"
/*"TSETCAT" -> "POLYCAT"*/
/*"TSETCAT" -> "PDRING"*/
/*"TSETCAT" -> "FAMR"*/
/*"TSETCAT" -> "AMR"*/
/*"TSETCAT" -> "CHARZ"*/
/*"TSETCAT" -> "CHARNZ"*/
/*"TSETCAT" -> "FRETRCT"*/
/*"TSETCAT" -> "RETRACT"*/
/*"TSETCAT" -> "FLINEXP"*/
/*"TSETCAT" -> "LINEXP"*/
/*"TSETCAT" -> "PATMAB"*/
/*"TSETCAT" -> "GCDDOM"*/
/*"TSETCAT" -> "PFECAT"*/
/*"TSETCAT" -> "UFD"*/
/*"TSETCAT" -> "BOOLEAN"*/
/*"TSETCAT" -> "INT"*/
/*"TSETCAT" -> "LIST"*/
/*"TSETCAT" -> "ILIST"*/
/*"TSETCAT" -> "LSAGG"*/
/*"TSETCAT" -> "STAGG"*/
/*"TSETCAT" -> "URAGG"*/
/*"TSETCAT" -> "RCAGG"*/
/*"TSETCAT" -> "LNAGG"*/
/*"TSETCAT" -> "IXAGG"*/
/*"TSETCAT" -> "ELTAGG"*/
/*"TSETCAT" -> "ELTAB"*/
/*"TSETCAT" -> "FLAGG"*/
/*"TSETCAT" -> "ELAGG"*/
/*"TSETCAT" -> "OM"*/
/*"TSETCAT" -> "LSAGG-"*/
/*"TSETCAT" -> "STAGG-"*/
/*"TSETCAT" -> "ELAGG-"*/
/*"TSETCAT" -> "FLAGG-"*/
/*"TSETCAT" -> "URAGG-"*/
/*"TSETCAT" -> "LNAGG-"*/
/*"TSETCAT" -> "RCAGG-"*/
/*"TSETCAT" -> "IXAGG-"*/
/*"TSETCAT" -> "CLAGG-"*/
/*"TSETCAT" -> "NNI"*/
/*"TSETCAT" -> "INS-"*/
/*"TSETCAT" -> "FINITE"*/

"TSETCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=TSETCAT",
          shape=ellipse]
/*"TSETCAT-" -> "INTDOM"*/
/*"TSETCAT-" -> "COMRING"*/
/*"TSETCAT-" -> "RING"*/
/*"TSETCAT-" -> "RNG"*/
/*"TSETCAT-" -> "ABELGRP"*/
/*"TSETCAT-" -> "CABMON"*/
/*"TSETCAT-" -> "ABELMON"*/
/*"TSETCAT-" -> "ABELSG"*/
/*"TSETCAT-" -> "SETCAT"*/
/*"TSETCAT-" -> "BASTYPE"*/
/*"TSETCAT-" -> "KOERCE"*/
/*"TSETCAT-" -> "SGROUP"*/
/*"TSETCAT-" -> "MONOID"*/
/*"TSETCAT-" -> "LMODULE"*/
/*"TSETCAT-" -> "BMODULE"*/
/*"TSETCAT-" -> "RMODULE"*/
/*"TSETCAT-" -> "ALGEBRA"*/
/*"TSETCAT-" -> "MODULE"*/
/*"TSETCAT-" -> "ENTIRER"*/
/*"TSETCAT-" -> "PSETCAT"*/
/*"TSETCAT-" -> "CLAGG"*/
/*"TSETCAT-" -> "HOAGG"*/
/*"TSETCAT-" -> "AGG"*/
/*"TSETCAT-" -> "TYPE"*/
/*"TSETCAT-" -> "EVALAB"*/
/*"TSETCAT-" -> "IEVALAB"*/
/*"TSETCAT-" -> "KONVERT"*/
/*"TSETCAT-" -> "OAMONS"*/
/*"TSETCAT-" -> "OCAMON"*/
/*"TSETCAT-" -> "OAMON"*/
/*"TSETCAT-" -> "OASGP"*/
/*"TSETCAT-" -> "ORDSET"*/
"TSETCAT-" -> "RPOLCAT"
/*"TSETCAT-" -> "POLYCAT"*/
/*"TSETCAT-" -> "PDRING"*/
/*"TSETCAT-" -> "FAMR"*/
/*"TSETCAT-" -> "AMR"*/
/*"TSETCAT-" -> "CHARZ"*/
/*"TSETCAT-" -> "CHARNZ"*/
/*"TSETCAT-" -> "FRETRCT"*/
/*"TSETCAT-" -> "RETRACT"*/
/*"TSETCAT-" -> "FLINEXP"*/
/*"TSETCAT-" -> "LINEXP"*/
/*"TSETCAT-" -> "PATMAB"*/
/*"TSETCAT-" -> "GCDDOM"*/
/*"TSETCAT-" -> "PFECAT"*/
/*"TSETCAT-" -> "UFD"*/
/*"TSETCAT-" -> "BOOLEAN"*/
/*"TSETCAT-" -> "INT"*/
/*"TSETCAT-" -> "LIST"*/
/*"TSETCAT-" -> "ILIST"*/
/*"TSETCAT-" -> "LSAGG"*/
/*"TSETCAT-" -> "STAGG"*/
/*"TSETCAT-" -> "URAGG"*/
/*"TSETCAT-" -> "RCAGG"*/
/*"TSETCAT-" -> "LNAGG"*/
/*"TSETCAT-" -> "IXAGG"*/
/*"TSETCAT-" -> "ELTAGG"*/
/*"TSETCAT-" -> "ELTAB"*/
/*"TSETCAT-" -> "FLAGG"*/
/*"TSETCAT-" -> "ELAGG"*/
/*"TSETCAT-" -> "OM"*/
/*"TSETCAT-" -> "LSAGG-"*/
/*"TSETCAT-" -> "STAGG-"*/
/*"TSETCAT-" -> "ELAGG-"*/
/*"TSETCAT-" -> "FLAGG-"*/
/*"TSETCAT-" -> "URAGG-"*/
/*"TSETCAT-" -> "LNAGG-"*/
/*"TSETCAT-" -> "RCAGG-"*/
/*"TSETCAT-" -> "IXAGG-"*/
/*"TSETCAT-" -> "CLAGG-"*/
/*"TSETCAT-" -> "NNI"*/
/*"TSETCAT-" -> "INS-"*/
/*"TSETCAT-" -> "FINITE"*/

"UFPS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UFPS"]
/*"UFPS" -> "RING"*/
/*"UFPS" -> "RNG"*/
/*"UFPS" -> "ABELGRP"*/
/*"UFPS" -> "CABMON"*/
/*"UFPS" -> "ABELMON"*/
/*"UFPS" -> "ABELSG"*/
/*"UFPS" -> "SETCAT"*/
/*"UFPS" -> "BASTYPE"*/
/*"UFPS" -> "KOERCE"*/
/*"UFPS" -> "SGROUP"*/
/*"UFPS" -> "MONOID"*/
/*"UFPS" -> "LMODULE"*/
"UFPS" -> "UTSCAT"
/*"UFPS" -> "UPSCAT"*/
/*"UFPS" -> "PSCAT"*/
/*"UFPS" -> "AMR"*/
/*"UFPS" -> "BMODULE"*/
/*"UFPS" -> "RMODULE"*/
/*"UFPS" -> "COMRING"*/
/*"UFPS" -> "ALGEBRA"*/
/*"UFPS" -> "MODULE"*/
/*"UFPS" -> "CHARZ"*/
/*"UFPS" -> "CHARNZ"*/
/*"UFPS" -> "INTDOM"*/
/*"UFPS" -> "ENTIRER"*/
/*"UFPS" -> "ELTAB"*/
/*"UFPS" -> "DIFRING"*/
/*"UFPS" -> "PDRING"*/
/*"UFPS" -> "RADCAT"*/
/*"UFPS" -> "TRANFUN"*/
/*"UFPS" -> "TRIGCAT"*/
/*"UFPS" -> "ATRIG"*/
/*"UFPS" -> "HYPCAT"*/
/*"UFPS" -> "AHYP"*/
/*"UFPS" -> "ELEMFUN"*/
/*"UFPS" -> "OAMONS"*/
/*"UFPS" -> "OCAMON"*/
/*"UFPS" -> "OAMON"*/
/*"UFPS" -> "OASGP"*/
/*"UFPS" -> "ORDSET"*/
/*"UFPS" -> "INS"*/
/*"UFPS" -> "UFD"*/
/*"UFPS" -> "GCDDOM"*/
/*"UFPS" -> "EUCDOM"*/
/*"UFPS" -> "PID"*/
/*"UFPS" -> "OINTDOM"*/
/*"UFPS" -> "ORDRING"*/
/*"UFPS" -> "OAGROUP"*/
/*"UFPS" -> "KONVERT"*/
/*"UFPS" -> "RETRACT"*/
/*"UFPS" -> "LINEXP"*/
/*"UFPS" -> "PATMAB"*/
/*"UFPS" -> "CFCAT"*/
/*"UFPS" -> "REAL"*/
/*"UFPS" -> "STEP"*/
/*"UFPS" -> "FIELD"*/
/*"UFPS" -> "DIVRING"*/

"ULSCCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=ULSCCAT"]
/*"ULSCCAT" -> "ULSCAT"*/
/*"ULSCCAT" -> "UPSCAT"*/
/*"ULSCCAT" -> "PSCAT"*/
/*"ULSCCAT" -> "AMR"*/
/*"ULSCCAT" -> "RING"*/
/*"ULSCCAT" -> "RNG"*/
/*"ULSCCAT" -> "ABELGRP"*/
/*"ULSCCAT" -> "CABMON"*/
/*"ULSCCAT" -> "ABELMON"*/
/*"ULSCCAT" -> "ABELSG"*/
/*"ULSCCAT" -> "SETCAT"*/
/*"ULSCCAT" -> "BASTYPE"*/
/*"ULSCCAT" -> "KOERCE"*/
/*"ULSCCAT" -> "SGROUP"*/
/*"ULSCCAT" -> "MONOID"*/
/*"ULSCCAT" -> "LMODULE"*/
/*"ULSCCAT" -> "BMODULE"*/
/*"ULSCCAT" -> "RMODULE"*/
/*"ULSCCAT" -> "COMRING"*/
/*"ULSCCAT" -> "ALGEBRA"*/
/*"ULSCCAT" -> "MODULE"*/
/*"ULSCCAT" -> "CHARZ"*/
/*"ULSCCAT" -> "CHARNZ"*/
/*"ULSCCAT" -> "INTDOM"*/
/*"ULSCCAT" -> "ENTIRER"*/
/*"ULSCCAT" -> "ELTAB"*/
/*"ULSCCAT" -> "DIFRING"*/
/*"ULSCCAT" -> "PDRING"*/
/*"ULSCCAT" -> "RADCAT"*/
/*"ULSCCAT" -> "TRANFUN"*/
/*"ULSCCAT" -> "TRIGCAT"*/
/*"ULSCCAT" -> "ATRIG"*/
/*"ULSCCAT" -> "HYPCAT"*/
/*"ULSCCAT" -> "AHYP"*/
/*"ULSCCAT" -> "ELEMFUN"*/
/*"ULSCCAT" -> "FIELD"*/
/*"ULSCCAT" -> "EUCDOM"*/
/*"ULSCCAT" -> "PID"*/
/*"ULSCCAT" -> "GCDDOM"*/
/*"ULSCCAT" -> "UFD"*/
/*"ULSCCAT" -> "DIVRING"*/
/*"ULSCCAT" -> "RETRACT"*/
/*"ULSCCAT" -> "QFCAT"*/
/*"ULSCCAT" -> "FEVALAB"*/
/*"ULSCCAT" -> "EVALAB"*/
/*"ULSCCAT" -> "IEVALAB"*/
/*"ULSCCAT" -> "DIFEXT"*/
/*"ULSCCAT" -> "FLINEXP"*/
/*"ULSCCAT" -> "LINEXP"*/
/*"ULSCCAT" -> "PATAB"*/
/*"ULSCCAT" -> "KONVERT"*/
/*"ULSCCAT" -> "FPATMAB"*/
/*"ULSCCAT" -> "TYPE"*/
/*"ULSCCAT" -> "PATMAB"*/
/*"ULSCCAT" -> "STEP"*/
/*"ULSCCAT" -> "ORDSET"*/
/*"ULSCCAT" -> "OINTDOM"*/
/*"ULSCCAT" -> "ORDRING"*/
/*"ULSCCAT" -> "OAGROUP"*/
/*"ULSCCAT" -> "OCAMON"*/
/*"ULSCCAT" -> "OAMON"*/
/*"ULSCCAT" -> "OASGP"*/
/*"ULSCCAT" -> "REAL"*/
/*"ULSCCAT" -> "PFECAT"*/
"ULSCCAT" -> "UTSCAT"
/*"ULSCCAT" -> "INS"*/
/*"ULSCCAT" -> "CFCAT"*/

"ULSCCAT-" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ULSCCAT"]
/*"ULSCCAT-" -> "ULSCAT"*/
/*"ULSCCAT-" -> "UPSCAT"*/
/*"ULSCCAT-" -> "PSCAT"*/
/*"ULSCCAT-" -> "AMR"*/
/*"ULSCCAT-" -> "RING"*/
/*"ULSCCAT-" -> "RNG"*/
/*"ULSCCAT-" -> "ABELGRP"*/
/*"ULSCCAT-" -> "CABMON"*/
/*"ULSCCAT-" -> "ABELMON"*/
/*"ULSCCAT-" -> "ABELSG"*/
/*"ULSCCAT-" -> "SETCAT"*/
/*"ULSCCAT-" -> "BASTYPE"*/
/*"ULSCCAT-" -> "KOERCE"*/
/*"ULSCCAT-" -> "SGROUP"*/
/*"ULSCCAT-" -> "MONOID"*/
/*"ULSCCAT-" -> "LMODULE"*/
/*"ULSCCAT-" -> "BMODULE"*/
/*"ULSCCAT-" -> "RMODULE"*/
/*"ULSCCAT-" -> "COMRING"*/
/*"ULSCCAT-" -> "ALGEBRA"*/
/*"ULSCCAT-" -> "MODULE"*/
/*"ULSCCAT-" -> "CHARZ"*/
/*"ULSCCAT-" -> "CHARNZ"*/
/*"ULSCCAT-" -> "INTDOM"*/
/*"ULSCCAT-" -> "ENTIRER"*/
/*"ULSCCAT-" -> "ELTAB"*/
/*"ULSCCAT-" -> "DIFRING"*/
/*"ULSCCAT-" -> "PDRING"*/
/*"ULSCCAT-" -> "RADCAT"*/
/*"ULSCCAT-" -> "TRANFUN"*/
/*"ULSCCAT-" -> "TRIGCAT"*/
/*"ULSCCAT-" -> "ATRIG"*/
/*"ULSCCAT-" -> "HYPCAT"*/
/*"ULSCCAT-" -> "AHYP"*/
/*"ULSCCAT-" -> "ELEMFUN"*/
/*"ULSCCAT-" -> "FIELD"*/
/*"ULSCCAT-" -> "EUCDOM"*/
/*"ULSCCAT-" -> "PID"*/
/*"ULSCCAT-" -> "GCDDOM"*/
/*"ULSCCAT-" -> "UFD"*/
/*"ULSCCAT-" -> "DIVRING"*/
/*"ULSCCAT-" -> "RETRACT"*/
/*"ULSCCAT-" -> "QFCAT"*/
/*"ULSCCAT-" -> "FEVALAB"*/
/*"ULSCCAT-" -> "EVALAB"*/
/*"ULSCCAT-" -> "IEVALAB"*/
/*"ULSCCAT-" -> "DIFEXT"*/
/*"ULSCCAT-" -> "FLINEXP"*/
/*"ULSCCAT-" -> "LINEXP"*/
/*"ULSCCAT-" -> "PATAB"*/
/*"ULSCCAT-" -> "KONVERT"*/
/*"ULSCCAT-" -> "FPATMAB"*/
/*"ULSCCAT-" -> "TYPE"*/
/*"ULSCCAT-" -> "PATMAB"*/
/*"ULSCCAT-" -> "STEP"*/
/*"ULSCCAT-" -> "ORDSET"*/
/*"ULSCCAT-" -> "OINTDOM"*/
/*"ULSCCAT-" -> "ORDRING"*/
/*"ULSCCAT-" -> "OAGROUP"*/
/*"ULSCCAT-" -> "OCAMON"*/
/*"ULSCCAT-" -> "OAMON"*/
/*"ULSCCAT-" -> "OASGP"*/
/*"ULSCCAT-" -> "REAL"*/
/*"ULSCCAT-" -> "PFECAT"*/
"ULSCCAT-" -> "UTSCAT"
/*"ULSCCAT-" -> "INS"*/
/*"ULSCCAT-" -> "CFCAT"*/

"UPXSSING" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UPXSSING"]
"UPXSSING" -> "ACF"
/*"UPXSSING" -> "FIELD"*/
/*"UPXSSING" -> "EUCDOM"*/
/*"UPXSSING" -> "PID"*/
/*"UPXSSING" -> "GCDDOM"*/
/*"UPXSSING" -> "INTDOM"*/
/*"UPXSSING" -> "COMRING"*/
/*"UPXSSING" -> "RING"*/
/*"UPXSSING" -> "RNG"*/
/*"UPXSSING" -> "ABELGRP"*/
/*"UPXSSING" -> "CABMON"*/
/*"UPXSSING" -> "ABELMON"*/
/*"UPXSSING" -> "ABELSG"*/
/*"UPXSSING" -> "SETCAT"*/
/*"UPXSSING" -> "BASTYPE"*/
/*"UPXSSING" -> "KOERCE"*/
/*"UPXSSING" -> "SGROUP"*/
/*"UPXSSING" -> "MONOID"*/
/*"UPXSSING" -> "LMODULE"*/
/*"UPXSSING" -> "BMODULE"*/
/*"UPXSSING" -> "RMODULE"*/
/*"UPXSSING" -> "ALGEBRA"*/
/*"UPXSSING" -> "MODULE"*/
/*"UPXSSING" -> "ENTIRER"*/
/*"UPXSSING" -> "UFD"*/
/*"UPXSSING" -> "DIVRING"*/
/*"UPXSSING" -> "RADCAT"*/
/*"UPXSSING" -> "TRANFUN"*/
/*"UPXSSING" -> "TRIGCAT"*/
/*"UPXSSING" -> "ATRIG"*/
/*"UPXSSING" -> "HYPCAT"*/
/*"UPXSSING" -> "AHYP"*/
/*"UPXSSING" -> "ELEMFUN"*/
"UPXSSING" -> "FS"
/*"UPXSSING" -> "ES"*/
/*"UPXSSING" -> "ORDSET"*/
/*"UPXSSING" -> "RETRACT"*/
/*"UPXSSING" -> "IEVALAB"*/
/*"UPXSSING" -> "EVALAB"*/
/*"UPXSSING" -> "PATAB"*/
/*"UPXSSING" -> "KONVERT"*/
/*"UPXSSING" -> "FPATMAB"*/
/*"UPXSSING" -> "TYPE"*/
/*"UPXSSING" -> "PATMAB"*/
/*"UPXSSING" -> "FRETRCT"*/
/*"UPXSSING" -> "GROUP"*/
/*"UPXSSING" -> "PDRING"*/
/*"UPXSSING" -> "FLINEXP"*/
/*"UPXSSING" -> "LINEXP"*/
/*"UPXSSING" -> "CHARZ"*/
/*"UPXSSING" -> "CHARNZ"*/
/*"UPXSSING" -> "FAMR"*/
/*"UPXSSING" -> "AMR"*/
/*"UPXSSING" -> "UPXSCCA"*/
/*"UPXSSING" -> "UPXSCAT"*/
/*"UPXSSING" -> "UPSCAT"*/
/*"UPXSSING" -> "PSCAT"*/
/*"UPXSSING" -> "ELTAB"*/
/*"UPXSSING" -> "DIFRING"*/
/*"UPXSSING" -> "NNI"*/
/*"UPXSSING" -> "INT"*/
/*"UPXSSING" -> "LIST"*/
/*"UPXSSING" -> "ILIST"*/
/*"UPXSSING" -> "INS"*/
/*"UPXSSING" -> "OINTDOM"*/
/*"UPXSSING" -> "ORDRING"*/
/*"UPXSSING" -> "OAGROUP"*/
/*"UPXSSING" -> "OCAMON"*/
/*"UPXSSING" -> "OAMON"*/
/*"UPXSSING" -> "OASGP"*/
/*"UPXSSING" -> "CFCAT"*/
/*"UPXSSING" -> "REAL"*/
/*"UPXSSING" -> "STEP"*/
/*"UPXSSING" -> "BOOLEAN"*/
/*"UPXSSING" -> "OM"*/
/*"UPXSSING" -> "LSAGG-"*/
/*"UPXSSING" -> "LSAGG"*/
/*"UPXSSING" -> "STAGG"*/
/*"UPXSSING" -> "URAGG"*/
/*"UPXSSING" -> "RCAGG"*/
/*"UPXSSING" -> "HOAGG"*/
/*"UPXSSING" -> "AGG"*/
/*"UPXSSING" -> "LNAGG"*/
/*"UPXSSING" -> "IXAGG"*/
/*"UPXSSING" -> "ELTAGG"*/
/*"UPXSSING" -> "CLAGG"*/
/*"UPXSSING" -> "FLAGG"*/
/*"UPXSSING" -> "ELAGG"*/
/*"UPXSSING" -> "STRING"*/
/*"UPXSSING" -> "CHAR"*/
/*"UPXSSING" -> "SINT"*/
/*"UPXSSING" -> "OUTFORM"*/
/*"UPXSSING" -> "PRIMARR"*/
/*"UPXSSING" -> "A1AGG-"*/
/*"UPXSSING" -> "ISTRING"*/
/*"UPXSSING" -> "QFCAT"*/
/*"UPXSSING" -> "FEVALAB"*/
/*"UPXSSING" -> "DIFEXT"*/
/*"UPXSSING" -> "PFECAT"*/

"UTSODE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UTSODE"]
/*"UTSODE" -> "ALGEBRA"*/
/*"UTSODE" -> "RING"*/
/*"UTSODE" -> "RNG"*/
/*"UTSODE" -> "ABELGRP"*/
/*"UTSODE" -> "CABMON"*/
/*"UTSODE" -> "ABELMON"*/
/*"UTSODE" -> "ABELSG"*/
/*"UTSODE" -> "SETCAT"*/
/*"UTSODE" -> "BASTYPE"*/
/*"UTSODE" -> "KOERCE"*/
/*"UTSODE" -> "SGROUP"*/
/*"UTSODE" -> "MONOID"*/
/*"UTSODE" -> "LMODULE"*/
/*"UTSODE" -> "MODULE"*/
/*"UTSODE" -> "BMODULE"*/
/*"UTSODE" -> "RMODULE"*/
"UTSODE" -> "UTSCAT"
/*"UTSODE" -> "UPSCAT"*/
/*"UTSODE" -> "PSCAT"*/
/*"UTSODE" -> "AMR"*/
/*"UTSODE" -> "COMRING"*/
/*"UTSODE" -> "CHARZ"*/
/*"UTSODE" -> "CHARNZ"*/
/*"UTSODE" -> "INTDOM"*/
/*"UTSODE" -> "ENTIRER"*/
/*"UTSODE" -> "ELTAB"*/
/*"UTSODE" -> "DIFRING"*/
/*"UTSODE" -> "PDRING"*/
/*"UTSODE" -> "RADCAT"*/
/*"UTSODE" -> "TRANFUN"*/
/*"UTSODE" -> "TRIGCAT"*/
/*"UTSODE" -> "ATRIG"*/
/*"UTSODE" -> "HYPCAT"*/
/*"UTSODE" -> "AHYP"*/
/*"UTSODE" -> "ELEMFUN"*/
/*"UTSODE" -> "INT"*/
/*"UTSODE" -> "LIST"*/
/*"UTSODE" -> "ILIST"*/
/*"UTSODE" -> "LSAGG-"*/
/*"UTSODE" -> "STAGG-"*/
/*"UTSODE" -> "LSAGG"*/
/*"UTSODE" -> "STAGG"*/
/*"UTSODE" -> "URAGG"*/
/*"UTSODE" -> "RCAGG"*/
/*"UTSODE" -> "HOAGG"*/
/*"UTSODE" -> "AGG"*/
/*"UTSODE" -> "TYPE"*/
/*"UTSODE" -> "EVALAB"*/
/*"UTSODE" -> "IEVALAB"*/
/*"UTSODE" -> "LNAGG"*/
/*"UTSODE" -> "IXAGG"*/
/*"UTSODE" -> "ELTAGG"*/
/*"UTSODE" -> "CLAGG"*/
/*"UTSODE" -> "KONVERT"*/
/*"UTSODE" -> "FLAGG"*/
/*"UTSODE" -> "ORDSET"*/
/*"UTSODE" -> "ELAGG"*/
/*"UTSODE" -> "OM"*/

"UTSODETL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UTSODETL"]
/*"UTSODETL" -> "RING"*/
/*"UTSODETL" -> "RNG"*/
/*"UTSODETL" -> "ABELGRP"*/
/*"UTSODETL" -> "CABMON"*/
/*"UTSODETL" -> "ABELMON"*/
/*"UTSODETL" -> "ABELSG"*/
/*"UTSODETL" -> "SETCAT"*/
/*"UTSODETL" -> "BASTYPE"*/
/*"UTSODETL" -> "KOERCE"*/
/*"UTSODETL" -> "SGROUP"*/
/*"UTSODETL" -> "MONOID"*/
/*"UTSODETL" -> "LMODULE"*/
/*"UTSODETL" -> "UPOLYC"*/
/*"UTSODETL" -> "POLYCAT"*/
/*"UTSODETL" -> "PDRING"*/
/*"UTSODETL" -> "FAMR"*/
/*"UTSODETL" -> "AMR"*/
/*"UTSODETL" -> "BMODULE"*/
/*"UTSODETL" -> "RMODULE"*/
/*"UTSODETL" -> "COMRING"*/
/*"UTSODETL" -> "ALGEBRA"*/
/*"UTSODETL" -> "MODULE"*/
/*"UTSODETL" -> "CHARZ"*/
/*"UTSODETL" -> "CHARNZ"*/
/*"UTSODETL" -> "INTDOM"*/
/*"UTSODETL" -> "ENTIRER"*/
/*"UTSODETL" -> "FRETRCT"*/
/*"UTSODETL" -> "RETRACT"*/
/*"UTSODETL" -> "EVALAB"*/
/*"UTSODETL" -> "IEVALAB"*/
/*"UTSODETL" -> "FLINEXP"*/
/*"UTSODETL" -> "LINEXP"*/
/*"UTSODETL" -> "ORDSET"*/
/*"UTSODETL" -> "KONVERT"*/
/*"UTSODETL" -> "PATMAB"*/
/*"UTSODETL" -> "GCDDOM"*/
/*"UTSODETL" -> "PFECAT"*/
/*"UTSODETL" -> "UFD"*/
/*"UTSODETL" -> "ELTAB"*/
/*"UTSODETL" -> "DIFRING"*/
/*"UTSODETL" -> "DIFEXT"*/
/*"UTSODETL" -> "STEP"*/
/*"UTSODETL" -> "EUCDOM"*/
/*"UTSODETL" -> "PID"*/
/*"UTSODETL" -> "FIELD"*/
/*"UTSODETL" -> "DIVRING"*/
/*"UTSODETL" -> "LODOCAT"*/
/*"UTSODETL" -> "OREPCAT"*/
"UTSODETL" -> "UTSCAT"
/*"UTSODETL" -> "UPSCAT"*/
/*"UTSODETL" -> "PSCAT"*/
/*"UTSODETL" -> "RADCAT"*/
/*"UTSODETL" -> "TRANFUN"*/
/*"UTSODETL" -> "TRIGCAT"*/
/*"UTSODETL" -> "ATRIG"*/
/*"UTSODETL" -> "HYPCAT"*/
/*"UTSODETL" -> "AHYP"*/
/*"UTSODETL" -> "ELEMFUN"*/
/*"UTSODETL" -> "NNI"*/
/*"UTSODETL" -> "INT"*/
/*"UTSODETL" -> "SINT"*/
/*"UTSODETL" -> "VECTOR"*/
/*"UTSODETL" -> "IVECTOR"*/
/*"UTSODETL" -> "IARRAY1"*/

"UTSSOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UTSSOL"]
/*"UTSSOL" -> "FIELD"*/
/*"UTSSOL" -> "EUCDOM"*/
/*"UTSSOL" -> "PID"*/
/*"UTSSOL" -> "GCDDOM"*/
/*"UTSSOL" -> "INTDOM"*/
/*"UTSSOL" -> "COMRING"*/
/*"UTSSOL" -> "RING"*/
/*"UTSSOL" -> "RNG"*/
/*"UTSSOL" -> "ABELGRP"*/
/*"UTSSOL" -> "CABMON"*/
/*"UTSSOL" -> "ABELMON"*/
/*"UTSSOL" -> "ABELSG"*/
/*"UTSSOL" -> "SETCAT"*/
/*"UTSSOL" -> "BASTYPE"*/
/*"UTSSOL" -> "KOERCE"*/
/*"UTSSOL" -> "SGROUP"*/
/*"UTSSOL" -> "MONOID"*/
/*"UTSSOL" -> "LMODULE"*/
/*"UTSSOL" -> "BMODULE"*/
/*"UTSSOL" -> "RMODULE"*/
/*"UTSSOL" -> "ALGEBRA"*/
/*"UTSSOL" -> "MODULE"*/
/*"UTSSOL" -> "ENTIRER"*/
/*"UTSSOL" -> "UFD"*/
/*"UTSSOL" -> "DIVRING"*/
"UTSSOL" -> "UTSCAT"
/*"UTSSOL" -> "UPSCAT"*/
/*"UTSSOL" -> "PSCAT"*/
/*"UTSSOL" -> "AMR"*/
/*"UTSSOL" -> "CHARZ"*/
/*"UTSSOL" -> "CHARNZ"*/
/*"UTSSOL" -> "ELTAB"*/
/*"UTSSOL" -> "DIFRING"*/
/*"UTSSOL" -> "PDRING"*/
/*"UTSSOL" -> "RADCAT"*/
/*"UTSSOL" -> "TRANFUN"*/
/*"UTSSOL" -> "TRIGCAT"*/
/*"UTSSOL" -> "ATRIG"*/
/*"UTSSOL" -> "HYPCAT"*/
/*"UTSSOL" -> "AHYP"*/
/*"UTSSOL" -> "ELEMFUN"*/
/*"UTSSOL" -> "NNI"*/
/*"UTSSOL" -> "INT"*/
/*"UTSSOL" -> "LSAGG"*/
/*"UTSSOL" -> "STAGG"*/
/*"UTSSOL" -> "URAGG"*/
/*"UTSSOL" -> "RCAGG"*/
/*"UTSSOL" -> "HOAGG"*/
/*"UTSSOL" -> "AGG"*/
/*"UTSSOL" -> "TYPE"*/
/*"UTSSOL" -> "EVALAB"*/
/*"UTSSOL" -> "IEVALAB"*/
/*"UTSSOL" -> "LNAGG"*/
/*"UTSSOL" -> "IXAGG"*/
/*"UTSSOL" -> "ELTAGG"*/
/*"UTSSOL" -> "CLAGG"*/
/*"UTSSOL" -> "KONVERT"*/
/*"UTSSOL" -> "FLAGG"*/
/*"UTSSOL" -> "ORDSET"*/
/*"UTSSOL" -> "ELAGG"*/
/*"UTSSOL" -> "OM"*/
/*"UTSSOL" -> "UPOLYC"*/
/*"UTSSOL" -> "POLYCAT"*/
/*"UTSSOL" -> "FAMR"*/
/*"UTSSOL" -> "FRETRCT"*/
/*"UTSSOL" -> "RETRACT"*/
/*"UTSSOL" -> "FLINEXP"*/
/*"UTSSOL" -> "LINEXP"*/
/*"UTSSOL" -> "PATMAB"*/
/*"UTSSOL" -> "PFECAT"*/
/*"UTSSOL" -> "DIFEXT"*/
/*"UTSSOL" -> "STEP"*/
/*"UTSSOL" -> "LZSTAGG"*/

"UTS2" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UTS2"]
/*"UTS2" -> "RING"*/
/*"UTS2" -> "RNG"*/
/*"UTS2" -> "ABELGRP"*/
/*"UTS2" -> "CABMON"*/
/*"UTS2" -> "ABELMON"*/
/*"UTS2" -> "ABELSG"*/
/*"UTS2" -> "SETCAT"*/
/*"UTS2" -> "BASTYPE"*/
/*"UTS2" -> "KOERCE"*/
/*"UTS2" -> "SGROUP"*/
/*"UTS2" -> "MONOID"*/
/*"UTS2" -> "LMODULE"*/
"UTS2" -> "UTSCAT"
/*"UTS2" -> "UPSCAT"*/
/*"UTS2" -> "PSCAT"*/
/*"UTS2" -> "AMR"*/
/*"UTS2" -> "BMODULE"*/
/*"UTS2" -> "RMODULE"*/
/*"UTS2" -> "COMRING"*/
/*"UTS2" -> "ALGEBRA"*/
/*"UTS2" -> "MODULE"*/
/*"UTS2" -> "CHARZ"*/
/*"UTS2" -> "CHARNZ"*/
/*"UTS2" -> "INTDOM"*/
/*"UTS2" -> "ENTIRER"*/
/*"UTS2" -> "ELTAB"*/
/*"UTS2" -> "DIFRING"*/
/*"UTS2" -> "PDRING"*/
/*"UTS2" -> "RADCAT"*/
/*"UTS2" -> "TRANFUN"*/
/*"UTS2" -> "TRIGCAT"*/
/*"UTS2" -> "ATRIG"*/
/*"UTS2" -> "HYPCAT"*/
/*"UTS2" -> "AHYP"*/
/*"UTS2" -> "ELEMFUN"*/

"WUTSET" [color="#88FF44",href="bookvol10.3.pdf#nameddest=WUTSET"]
/*"WUTSET" -> "TSETCAT"*/
/*"WUTSET" -> "PSETCAT"*/
/*"WUTSET" -> "SETCAT"*/
/*"WUTSET" -> "BASTYPE"*/
/*"WUTSET" -> "KOERCE"*/
/*"WUTSET" -> "CLAGG"*/
/*"WUTSET" -> "HOAGG"*/
/*"WUTSET" -> "AGG"*/
/*"WUTSET" -> "TYPE"*/
/*"WUTSET" -> "EVALAB"*/
/*"WUTSET" -> "IEVALAB"*/
/*"WUTSET" -> "KONVERT"*/
/*"WUTSET" -> "INTDOM"*/
/*"WUTSET" -> "COMRING"*/
/*"WUTSET" -> "RING"*/
/*"WUTSET" -> "RNG"*/
/*"WUTSET" -> "ABELGRP"*/
/*"WUTSET" -> "CABMON"*/
/*"WUTSET" -> "ABELMON"*/
/*"WUTSET" -> "ABELSG"*/
/*"WUTSET" -> "SGROUP"*/
/*"WUTSET" -> "MONOID"*/
/*"WUTSET" -> "LMODULE"*/
/*"WUTSET" -> "BMODULE"*/
/*"WUTSET" -> "RMODULE"*/
/*"WUTSET" -> "ALGEBRA"*/
/*"WUTSET" -> "MODULE"*/
/*"WUTSET" -> "ENTIRER"*/
/*"WUTSET" -> "OAMONS"*/
/*"WUTSET" -> "OCAMON"*/
/*"WUTSET" -> "OAMON"*/
/*"WUTSET" -> "OASGP"*/
/*"WUTSET" -> "ORDSET"*/
"WUTSET" -> "RPOLCAT"
/*"WUTSET" -> "POLYCAT"*/
/*"WUTSET" -> "PDRING"*/
/*"WUTSET" -> "FAMR"*/
/*"WUTSET" -> "AMR"*/
/*"WUTSET" -> "CHARZ"*/
/*"WUTSET" -> "CHARNZ"*/
/*"WUTSET" -> "FRETRCT"*/
/*"WUTSET" -> "RETRACT"*/
/*"WUTSET" -> "FLINEXP"*/
/*"WUTSET" -> "LINEXP"*/
/*"WUTSET" -> "PATMAB"*/
/*"WUTSET" -> "GCDDOM"*/
/*"WUTSET" -> "PFECAT"*/
/*"WUTSET" -> "UFD"*/
/*"WUTSET" -> "LSAGG"*/
/*"WUTSET" -> "STAGG"*/
/*"WUTSET" -> "URAGG"*/
/*"WUTSET" -> "RCAGG"*/
/*"WUTSET" -> "LNAGG"*/
/*"WUTSET" -> "IXAGG"*/
/*"WUTSET" -> "ELTAGG"*/
/*"WUTSET" -> "ELTAB"*/
/*"WUTSET" -> "FLAGG"*/
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/*"EXPR" -> "FAMR"*/
/*"EXPR" -> "AMR"*/
/*"EXPR" -> "PFECAT"*/
/*"EXPR" -> "SYMBOL"*/
/*"EXPR" -> "INT"*/
/*"EXPR" -> "REF"*/
/*"EXPR" -> "ALIST"*/
/*"EXPR" -> "LIST"*/
/*"EXPR" -> "STRING"*/
/*"EXPR" -> "CHAR"*/
/*"EXPR" -> "SINT"*/
/*"EXPR" -> "OUTFORM"*/
/*"EXPR" -> "PRIMARR"*/
/*"EXPR" -> "A1AGG-"*/
/*"EXPR" -> "ISTRING"*/
/*"EXPR" -> "SRAGG-"*/
/*"EXPR" -> "FLAGG-"*/
/*"EXPR" -> "LNAGG-"*/
/*"EXPR" -> "ILIST"*/
/*"EXPR" -> "LSAGG-"*/
/*"EXPR" -> "STAGG-"*/
/*"EXPR" -> "ELAGG-"*/
/*"EXPR" -> "URAGG-"*/
/*"EXPR" -> "RCAGG-"*/
/*"EXPR" -> "IXAGG-"*/
/*"EXPR" -> "CLAGG-"*/
/*"EXPR" -> "HOAGG-"*/
/*"EXPR" -> "ORDSET-"*/
/*"EXPR" -> "AGG-"*/
/*"EXPR" -> "ELTAGG-"*/
/*"EXPR" -> "SETCAT-"*/
/*"EXPR" -> "BASTYPE-"*/
/*"EXPR" -> "LSAGG"*/
/*"EXPR" -> "STAGG"*/
/*"EXPR" -> "URAGG"*/
/*"EXPR" -> "RCAGG"*/
/*"EXPR" -> "HOAGG"*/
/*"EXPR" -> "AGG"*/
/*"EXPR" -> "LNAGG"*/
/*"EXPR" -> "IXAGG"*/
/*"EXPR" -> "ELTAGG"*/
/*"EXPR" -> "ELTAB"*/
/*"EXPR" -> "CLAGG"*/
/*"EXPR" -> "FLAGG"*/
/*"EXPR" -> "ELAGG"*/
/*"EXPR" -> "OM"*/
/*"EXPR" -> "NNI"*/
/*"EXPR" -> "PI"*/
/*"EXPR" -> "VECTOR"*/
/*"EXPR" -> "IVECTOR"*/
/*"EXPR" -> "IARRAY1"*/
/*"EXPR" -> "VECTCAT-"*/
/*"EXPR" -> "QFCAT"*/
/*"EXPR" -> "FEVALAB"*/
/*"EXPR" -> "DIFEXT"*/
/*"EXPR" -> "DIFRING"*/
/*"EXPR" -> "STEP"*/
/*"EXPR" -> "OINTDOM"*/
/*"EXPR" -> "ORDRING"*/
/*"EXPR" -> "OAGROUP"*/
/*"EXPR" -> "OCAMON"*/
/*"EXPR" -> "OAMON"*/
/*"EXPR" -> "OASGP"*/
/*"EXPR" -> "REAL"*/
/*"EXPR" -> "UPOLYC"*/
/*"EXPR" -> "INS"*/
/*"EXPR" -> "FPS"*/
/*"EXPR" -> "RNS"*/

"EXPRSOL" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EXPRSOL"]
"EXPRSOL" -> "UTSSOL" /* by loadlib */
/*"EXPRSOL" -> "ORDSET"*/
/*"EXPRSOL" -> "SETCAT"*/
/*"EXPRSOL" -> "BASTYPE"*/
/*"EXPRSOL" -> "KOERCE"*/
/*"EXPRSOL" -> "INTDOM"*/
/*"EXPRSOL" -> "COMRING"*/
/*"EXPRSOL" -> "RING"*/
/*"EXPRSOL" -> "RNG"*/
/*"EXPRSOL" -> "ABELGRP"*/
/*"EXPRSOL" -> "CABMON"*/
/*"EXPRSOL" -> "ABELMON"*/
/*"EXPRSOL" -> "ABELSG"*/
/*"EXPRSOL" -> "SGROUP"*/
/*"EXPRSOL" -> "MONOID"*/
/*"EXPRSOL" -> "LMODULE"*/
/*"EXPRSOL" -> "BMODULE"*/
/*"EXPRSOL" -> "RMODULE"*/
/*"EXPRSOL" -> "ALGEBRA"*/
/*"EXPRSOL" -> "MODULE"*/
/*"EXPRSOL" -> "ENTIRER"*/
/*"EXPRSOL" -> "KONVERT"*/
/*"EXPRSOL" -> "FS"*/
/*"EXPRSOL" -> "ES"*/
/*"EXPRSOL" -> "RETRACT"*/
/*"EXPRSOL" -> "IEVALAB"*/
/*"EXPRSOL" -> "EVALAB"*/
/*"EXPRSOL" -> "PATAB"*/
/*"EXPRSOL" -> "FPATMAB"*/
/*"EXPRSOL" -> "TYPE"*/
/*"EXPRSOL" -> "PATMAB"*/
/*"EXPRSOL" -> "FRETRCT"*/
/*"EXPRSOL" -> "GROUP"*/
/*"EXPRSOL" -> "PDRING"*/
/*"EXPRSOL" -> "FLINEXP"*/
/*"EXPRSOL" -> "LINEXP"*/
/*"EXPRSOL" -> "CHARZ"*/
/*"EXPRSOL" -> "CHARNZ"*/
/*"EXPRSOL" -> "FIELD"*/
/*"EXPRSOL" -> "EUCDOM"*/
/*"EXPRSOL" -> "PID"*/
/*"EXPRSOL" -> "GCDDOM"*/
/*"EXPRSOL" -> "UFD"*/
/*"EXPRSOL" -> "DIVRING"*/
/*"EXPRSOL" -> "UTSCAT"*/
/*"EXPRSOL" -> "UPSCAT"*/
/*"EXPRSOL" -> "PSCAT"*/
/*"EXPRSOL" -> "AMR"*/
/*"EXPRSOL" -> "ELTAB"*/
/*"EXPRSOL" -> "DIFRING"*/
/*"EXPRSOL" -> "RADCAT"*/
/*"EXPRSOL" -> "TRANFUN"*/
/*"EXPRSOL" -> "TRIGCAT"*/
/*"EXPRSOL" -> "ATRIG"*/
/*"EXPRSOL" -> "HYPCAT"*/
/*"EXPRSOL" -> "AHYP"*/
/*"EXPRSOL" -> "ELEMFUN"*/
/*"EXPRSOL" -> "SYMBOL"*/
/*"EXPRSOL" -> "INT"*/
/*"EXPRSOL" -> "REF"*/
/*"EXPRSOL" -> "ALIST"*/
/*"EXPRSOL" -> "LIST"*/
/*"EXPRSOL" -> "STRING"*/
/*"EXPRSOL" -> "CHAR"*/
/*"EXPRSOL" -> "SINT"*/
/*"EXPRSOL" -> "OUTFORM"*/
/*"EXPRSOL" -> "PRIMARR"*/
/*"EXPRSOL" -> "A1AGG-"*/
/*"EXPRSOL" -> "ISTRING"*/
/*"EXPRSOL" -> "SRAGG-"*/
/*"EXPRSOL" -> "FLAGG-"*/
/*"EXPRSOL" -> "LNAGG-"*/
/*"EXPRSOL" -> "ILIST"*/
/*"EXPRSOL" -> "LSAGG-"*/
/*"EXPRSOL" -> "STAGG-"*/

"EXPR2UPS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=EXPR2UPS"]
/*"EXPR2UPS" -> "GCDDOM"*/
/*"EXPR2UPS" -> "INTDOM"*/
/*"EXPR2UPS" -> "COMRING"*/
/*"EXPR2UPS" -> "RING"*/
/*"EXPR2UPS" -> "RNG"*/
/*"EXPR2UPS" -> "ABELGRP"*/
/*"EXPR2UPS" -> "CABMON"*/
/*"EXPR2UPS" -> "ABELMON"*/
/*"EXPR2UPS" -> "ABELSG"*/
/*"EXPR2UPS" -> "SETCAT"*/
/*"EXPR2UPS" -> "BASTYPE"*/
/*"EXPR2UPS" -> "KOERCE"*/
/*"EXPR2UPS" -> "SGROUP"*/
/*"EXPR2UPS" -> "MONOID"*/
/*"EXPR2UPS" -> "LMODULE"*/
/*"EXPR2UPS" -> "BMODULE"*/
/*"EXPR2UPS" -> "RMODULE"*/
/*"EXPR2UPS" -> "ALGEBRA"*/
/*"EXPR2UPS" -> "MODULE"*/
/*"EXPR2UPS" -> "ENTIRER"*/
/*"EXPR2UPS" -> "ORDSET"*/
/*"EXPR2UPS" -> "RETRACT"*/
/*"EXPR2UPS" -> "LINEXP"*/
/*"EXPR2UPS" -> "ACF"*/
/*"EXPR2UPS" -> "FIELD"*/
/*"EXPR2UPS" -> "EUCDOM"*/
/*"EXPR2UPS" -> "PID"*/
/*"EXPR2UPS" -> "UFD"*/
/*"EXPR2UPS" -> "DIVRING"*/
/*"EXPR2UPS" -> "RADCAT"*/
/*"EXPR2UPS" -> "TRANFUN"*/
/*"EXPR2UPS" -> "TRIGCAT"*/
/*"EXPR2UPS" -> "ATRIG"*/
/*"EXPR2UPS" -> "HYPCAT"*/
/*"EXPR2UPS" -> "AHYP"*/
/*"EXPR2UPS" -> "ELEMFUN"*/
/*"EXPR2UPS" -> "FS"*/
/*"EXPR2UPS" -> "ES"*/
/*"EXPR2UPS" -> "IEVALAB"*/
/*"EXPR2UPS" -> "EVALAB"*/
/*"EXPR2UPS" -> "PATAB"*/
/*"EXPR2UPS" -> "KONVERT"*/
/*"EXPR2UPS" -> "FPATMAB"*/
/*"EXPR2UPS" -> "TYPE"*/
/*"EXPR2UPS" -> "PATMAB"*/
/*"EXPR2UPS" -> "FRETRCT"*/
/*"EXPR2UPS" -> "GROUP"*/
/*"EXPR2UPS" -> "PDRING"*/
/*"EXPR2UPS" -> "FLINEXP"*/
/*"EXPR2UPS" -> "CHARZ"*/
/*"EXPR2UPS" -> "CHARNZ"*/
/*"EXPR2UPS" -> "INS"*/
/*"EXPR2UPS" -> "OINTDOM"*/
/*"EXPR2UPS" -> "ORDRING"*/
/*"EXPR2UPS" -> "OAGROUP"*/
/*"EXPR2UPS" -> "OCAMON"*/
/*"EXPR2UPS" -> "OAMON"*/
/*"EXPR2UPS" -> "OASGP"*/
/*"EXPR2UPS" -> "DIFRING"*/
/*"EXPR2UPS" -> "CFCAT"*/
/*"EXPR2UPS" -> "REAL"*/
/*"EXPR2UPS" -> "STEP"*/
"EXPR2UPS" -> "ULSCCAT"
/*"EXPR2UPS" -> "ULSCAT"*/
/*"EXPR2UPS" -> "UPSCAT"*/
/*"EXPR2UPS" -> "PSCAT"*/
/*"EXPR2UPS" -> "AMR"*/
/*"EXPR2UPS" -> "ELTAB"*/
/*"EXPR2UPS" -> "QFCAT"*/
/*"EXPR2UPS" -> "FEVALAB"*/
/*"EXPR2UPS" -> "DIFEXT"*/
/*"EXPR2UPS" -> "PFECAT"*/
/*"EXPR2UPS" -> "BOOLEAN"*/
/*"EXPR2UPS" -> "STRING"*/
/*"EXPR2UPS" -> "CHAR"*/
/*"EXPR2UPS" -> "SINT"*/
/*"EXPR2UPS" -> "OUTFORM"*/
/*"EXPR2UPS" -> "LIST"*/
/*"EXPR2UPS" -> "INT"*/
/*"EXPR2UPS" -> "PRIMARR"*/
/*"EXPR2UPS" -> "A1AGG-"*/
/*"EXPR2UPS" -> "ISTRING"*/
/*"EXPR2UPS" -> "NNI"*/
/*"EXPR2UPS" -> "ILIST"*/
/*"EXPR2UPS" -> "UPXSCCA"*/
/*"EXPR2UPS" -> "UPXSCAT"*/

"FDIV" [color="#88FF44",href="bookvol10.3.pdf#nameddest=FDIV"]
"FDIV" -> "FDIVCAT"
/*"FDIV" -> "ABELGRP"*/
/*"FDIV" -> "CABMON"*/
/*"FDIV" -> "ABELMON"*/
/*"FDIV" -> "ABELSG"*/
/*"FDIV" -> "SETCAT"*/
/*"FDIV" -> "BASTYPE"*/
/*"FDIV" -> "KOERCE"*/
/*"FDIV" -> "FIELD"*/
/*"FDIV" -> "EUCDOM"*/
/*"FDIV" -> "PID"*/
/*"FDIV" -> "GCDDOM"*/
/*"FDIV" -> "INTDOM"*/
/*"FDIV" -> "COMRING"*/
/*"FDIV" -> "RING"*/
/*"FDIV" -> "RNG"*/
/*"FDIV" -> "SGROUP"*/
/*"FDIV" -> "MONOID"*/
/*"FDIV" -> "LMODULE"*/
/*"FDIV" -> "BMODULE"*/
/*"FDIV" -> "RMODULE"*/
/*"FDIV" -> "ALGEBRA"*/
/*"FDIV" -> "MODULE"*/
/*"FDIV" -> "ENTIRER"*/
/*"FDIV" -> "UFD"*/
/*"FDIV" -> "DIVRING"*/
/*"FDIV" -> "UPOLYC"*/
/*"FDIV" -> "POLYCAT"*/
/*"FDIV" -> "PDRING"*/
/*"FDIV" -> "FAMR"*/
/*"FDIV" -> "AMR"*/
/*"FDIV" -> "CHARZ"*/
/*"FDIV" -> "CHARNZ"*/
/*"FDIV" -> "FRETRCT"*/
/*"FDIV" -> "RETRACT"*/
/*"FDIV" -> "EVALAB"*/
/*"FDIV" -> "IEVALAB"*/
/*"FDIV" -> "FLINEXP"*/
/*"FDIV" -> "LINEXP"*/
/*"FDIV" -> "ORDSET"*/
/*"FDIV" -> "KONVERT"*/
/*"FDIV" -> "PATMAB"*/
/*"FDIV" -> "PFECAT"*/
/*"FDIV" -> "ELTAB"*/
/*"FDIV" -> "DIFRING"*/
/*"FDIV" -> "DIFEXT"*/
/*"FDIV" -> "STEP"*/
/*"FDIV" -> "FFCAT"*/
/*"FDIV" -> "MONOGEN"*/
/*"FDIV" -> "FRAMALG"*/
/*"FDIV" -> "FINRALG"*/
/*"FDIV" -> "FINITE"*/
/*"FDIV" -> "FFIELDC"*/
/*"FDIV" -> "FPC"*/
/*"FDIV" -> "INT"*/
/*"FDIV" -> "VECTOR"*/
/*"FDIV" -> "IVECTOR"*/
/*"FDIV" -> "IARRAY1"*/
/*"FDIV" -> "VECTCAT-"*/
/*"FDIV" -> "A1AGG-"*/
/*"FDIV" -> "INS"*/
/*"FDIV" -> "OINTDOM"*/
/*"FDIV" -> "ORDRING"*/
/*"FDIV" -> "OAGROUP"*/
/*"FDIV" -> "OCAMON"*/
/*"FDIV" -> "OAMON"*/
/*"FDIV" -> "OASGP"*/
/*"FDIV" -> "CFCAT"*/
/*"FDIV" -> "REAL"*/
/*"FDIV" -> "OM"*/
/*"FDIV" -> "NNI"*/
/*"FDIV" -> "PI"*/
/*"FDIV" -> "VECTCAT"*/
/*"FDIV" -> "A1AGG"*/
/*"FDIV" -> "FLAGG"*/
/*"FDIV" -> "LNAGG"*/
/*"FDIV" -> "IXAGG"*/
/*"FDIV" -> "HOAGG"*/
/*"FDIV" -> "AGG"*/
/*"FDIV" -> "TYPE"*/
/*"FDIV" -> "ELTAGG"*/
/*"FDIV" -> "CLAGG"*/
/*"FDIV" -> "FLAGG-"*/
/*"FDIV" -> "LNAGG-"*/
/*"FDIV" -> "IXAGG-"*/
/*"FDIV" -> "CLAGG-"*/
/*"FDIV" -> "HOAGG-"*/
/*"FDIV" -> "ORDSET-"*/
/*"FDIV" -> "AGG-"*/
/*"FDIV" -> "QFCAT"*/
/*"FDIV" -> "FEVALAB"*/
/*"FDIV" -> "PATAB"*/
/*"FDIV" -> "FPATMAB"*/

"FSCINT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FSCINT"]
/*"FSCINT" -> "EUCDOM"*/
/*"FSCINT" -> "PID"*/
/*"FSCINT" -> "GCDDOM"*/
/*"FSCINT" -> "INTDOM"*/
/*"FSCINT" -> "COMRING"*/
/*"FSCINT" -> "RING"*/
/*"FSCINT" -> "RNG"*/
/*"FSCINT" -> "ABELGRP"*/
/*"FSCINT" -> "CABMON"*/
/*"FSCINT" -> "ABELMON"*/
/*"FSCINT" -> "ABELSG"*/
/*"FSCINT" -> "SETCAT"*/
/*"FSCINT" -> "BASTYPE"*/
/*"FSCINT" -> "KOERCE"*/
/*"FSCINT" -> "SGROUP"*/
/*"FSCINT" -> "MONOID"*/
/*"FSCINT" -> "LMODULE"*/
/*"FSCINT" -> "BMODULE"*/
/*"FSCINT" -> "RMODULE"*/
/*"FSCINT" -> "ALGEBRA"*/
/*"FSCINT" -> "MODULE"*/
/*"FSCINT" -> "ENTIRER"*/
/*"FSCINT" -> "ORDSET"*/
/*"FSCINT" -> "CHARZ"*/
/*"FSCINT" -> "RETRACT"*/
/*"FSCINT" -> "LINEXP"*/
/*"FSCINT" -> "TRANFUN"*/
/*"FSCINT" -> "TRIGCAT"*/
/*"FSCINT" -> "ATRIG"*/
/*"FSCINT" -> "HYPCAT"*/
/*"FSCINT" -> "AHYP"*/
/*"FSCINT" -> "ELEMFUN"*/
"FSCINT" -> "ACFS"
/*"FSCINT" -> "ACF"*/
/*"FSCINT" -> "FIELD"*/
/*"FSCINT" -> "UFD"*/
/*"FSCINT" -> "DIVRING"*/
/*"FSCINT" -> "RADCAT"*/
/*"FSCINT" -> "FS"*/
/*"FSCINT" -> "ES"*/
/*"FSCINT" -> "IEVALAB"*/
/*"FSCINT" -> "EVALAB"*/
/*"FSCINT" -> "PATAB"*/
/*"FSCINT" -> "KONVERT"*/
/*"FSCINT" -> "FPATMAB"*/
/*"FSCINT" -> "TYPE"*/
/*"FSCINT" -> "PATMAB"*/
/*"FSCINT" -> "FRETRCT"*/
/*"FSCINT" -> "GROUP"*/
/*"FSCINT" -> "PDRING"*/
/*"FSCINT" -> "FLINEXP"*/
/*"FSCINT" -> "CHARNZ"*/
/*"FSCINT" -> "INT"*/
/*"FSCINT" -> "LIST"*/
/*"FSCINT" -> "ILIST"*/
/*"FSCINT" -> "COMPCAT"*/
/*"FSCINT" -> "MONOGEN"*/
/*"FSCINT" -> "FRAMALG"*/
/*"FSCINT" -> "FINRALG"*/
/*"FSCINT" -> "FINITE"*/
/*"FSCINT" -> "DIFEXT"*/
/*"FSCINT" -> "DIFRING"*/
/*"FSCINT" -> "FFIELDC"*/
/*"FSCINT" -> "FPC"*/
/*"FSCINT" -> "STEP"*/
/*"FSCINT" -> "FEVALAB"*/
/*"FSCINT" -> "ELTAB"*/
/*"FSCINT" -> "PFECAT"*/
/*"FSCINT" -> "OM"*/
/*"FSCINT" -> "LFCAT"*/
/*"FSCINT" -> "PRIMCAT"*/
/*"FSCINT" -> "BOOLEAN"*/
/*"FSCINT" -> "LSAGG"*/
/*"FSCINT" -> "STAGG"*/
/*"FSCINT" -> "URAGG"*/
/*"FSCINT" -> "RCAGG"*/
/*"FSCINT" -> "HOAGG"*/
/*"FSCINT" -> "AGG"*/
/*"FSCINT" -> "LNAGG"*/
/*"FSCINT" -> "IXAGG"*/
/*"FSCINT" -> "ELTAGG"*/
/*"FSCINT" -> "CLAGG"*/
/*"FSCINT" -> "FLAGG"*/
/*"FSCINT" -> "ELAGG"*/
/*"FSCINT" -> "LSAGG-"*/
/*"FSCINT" -> "STAGG-"*/
/*"FSCINT" -> "ELAGG-"*/
/*"FSCINT" -> "FLAGG-"*/
/*"FSCINT" -> "URAGG-"*/
/*"FSCINT" -> "LNAGG-"*/
/*"FSCINT" -> "RCAGG-"*/
/*"FSCINT" -> "IXAGG-"*/
/*"FSCINT" -> "CLAGG-"*/
/*"FSCINT" -> "SYMBOL"*/
/*"FSCINT" -> "REF"*/
/*"FSCINT" -> "ALIST"*/
/*"FSCINT" -> "STRING"*/
/*"FSCINT" -> "CHAR"*/
/*"FSCINT" -> "SINT"*/
/*"FSCINT" -> "OUTFORM"*/
/*"FSCINT" -> "PRIMARR"*/
/*"FSCINT" -> "A1AGG-"*/
/*"FSCINT" -> "ISTRING"*/
/*"FSCINT" -> "SRAGG-"*/

"FSINT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FSINT"]
/*"FSINT" -> "EUCDOM"*/
/*"FSINT" -> "PID"*/
/*"FSINT" -> "GCDDOM"*/
/*"FSINT" -> "INTDOM"*/
/*"FSINT" -> "COMRING"*/
/*"FSINT" -> "RING"*/
/*"FSINT" -> "RNG"*/
/*"FSINT" -> "ABELGRP"*/
/*"FSINT" -> "CABMON"*/
/*"FSINT" -> "ABELMON"*/
/*"FSINT" -> "ABELSG"*/
/*"FSINT" -> "SETCAT"*/
/*"FSINT" -> "BASTYPE"*/
/*"FSINT" -> "KOERCE"*/
/*"FSINT" -> "SGROUP"*/
/*"FSINT" -> "MONOID"*/
/*"FSINT" -> "LMODULE"*/
/*"FSINT" -> "BMODULE"*/
/*"FSINT" -> "RMODULE"*/
/*"FSINT" -> "ALGEBRA"*/
/*"FSINT" -> "MODULE"*/
/*"FSINT" -> "ENTIRER"*/
/*"FSINT" -> "ORDSET"*/
/*"FSINT" -> "CHARZ"*/
/*"FSINT" -> "RETRACT"*/
/*"FSINT" -> "LINEXP"*/
/*"FSINT" -> "TRANFUN"*/
/*"FSINT" -> "TRIGCAT"*/
/*"FSINT" -> "ATRIG"*/
/*"FSINT" -> "HYPCAT"*/
/*"FSINT" -> "AHYP"*/
/*"FSINT" -> "ELEMFUN"*/
/*"FSINT" -> "PRIMCAT"*/
"FSINT" -> "ACFS"
/*"FSINT" -> "ACF"*/
/*"FSINT" -> "FIELD"*/
/*"FSINT" -> "UFD"*/
/*"FSINT" -> "DIVRING"*/
/*"FSINT" -> "RADCAT"*/
/*"FSINT" -> "FS"*/
/*"FSINT" -> "ES"*/
/*"FSINT" -> "IEVALAB"*/
/*"FSINT" -> "EVALAB"*/
/*"FSINT" -> "PATAB"*/
/*"FSINT" -> "KONVERT"*/
/*"FSINT" -> "FPATMAB"*/
/*"FSINT" -> "TYPE"*/
/*"FSINT" -> "PATMAB"*/
/*"FSINT" -> "FRETRCT"*/
/*"FSINT" -> "GROUP"*/
/*"FSINT" -> "PDRING"*/
/*"FSINT" -> "FLINEXP"*/
/*"FSINT" -> "CHARNZ"*/
/*"FSINT" -> "SYMBOL"*/
/*"FSINT" -> "INT"*/
/*"FSINT" -> "REF"*/
/*"FSINT" -> "ALIST"*/
/*"FSINT" -> "LIST"*/
/*"FSINT" -> "STRING"*/
/*"FSINT" -> "CHAR"*/
/*"FSINT" -> "SINT"*/
/*"FSINT" -> "OUTFORM"*/
/*"FSINT" -> "PRIMARR"*/
/*"FSINT" -> "A1AGG-"*/
/*"FSINT" -> "ISTRING"*/
/*"FSINT" -> "SRAGG-"*/
/*"FSINT" -> "FLAGG-"*/
/*"FSINT" -> "LNAGG-"*/
/*"FSINT" -> "NNI"*/
/*"FSINT" -> "ILIST"*/
/*"FSINT" -> "COMPCAT"*/
/*"FSINT" -> "MONOGEN"*/
/*"FSINT" -> "FRAMALG"*/
/*"FSINT" -> "FINRALG"*/
/*"FSINT" -> "FINITE"*/
/*"FSINT" -> "DIFEXT"*/
/*"FSINT" -> "DIFRING"*/
/*"FSINT" -> "FFIELDC"*/
/*"FSINT" -> "FPC"*/
/*"FSINT" -> "STEP"*/
/*"FSINT" -> "FEVALAB"*/
/*"FSINT" -> "ELTAB"*/
/*"FSINT" -> "PFECAT"*/
/*"FSINT" -> "OM"*/
/*"FSINT" -> "LSAGG"*/
/*"FSINT" -> "STAGG"*/
/*"FSINT" -> "URAGG"*/
/*"FSINT" -> "RCAGG"*/
/*"FSINT" -> "HOAGG"*/
/*"FSINT" -> "AGG"*/
/*"FSINT" -> "LNAGG"*/
/*"FSINT" -> "IXAGG"*/
/*"FSINT" -> "ELTAGG"*/
/*"FSINT" -> "CLAGG"*/
/*"FSINT" -> "FLAGG"*/
/*"FSINT" -> "ELAGG"*/
/*"FSINT" -> "LSAGG-"*/
/*"FSINT" -> "STAGG-"*/
/*"FSINT" -> "ELAGG-"*/
/*"FSINT" -> "URAGG-"*/
/*"FSINT" -> "RCAGG-"*/
/*"FSINT" -> "IXAGG-"*/
/*"FSINT" -> "CLAGG-"*/
/*"FSINT" -> "CACHSET"*/
/*"FSINT" -> "BOOLEAN"*/

"FS2EXPXP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=FS2EXPXP"]
/*"FS2EXPXP" -> "ACF"*/
/*"FS2EXPXP" -> "FIELD"*/
/*"FS2EXPXP" -> "EUCDOM"*/
/*"FS2EXPXP" -> "PID"*/
/*"FS2EXPXP" -> "GCDDOM"*/
/*"FS2EXPXP" -> "INTDOM"*/
/*"FS2EXPXP" -> "COMRING"*/
/*"FS2EXPXP" -> "RING"*/
/*"FS2EXPXP" -> "RNG"*/
/*"FS2EXPXP" -> "ABELGRP"*/
/*"FS2EXPXP" -> "CABMON"*/
/*"FS2EXPXP" -> "ABELMON"*/
/*"FS2EXPXP" -> "ABELSG"*/
/*"FS2EXPXP" -> "SETCAT"*/
/*"FS2EXPXP" -> "BASTYPE"*/
/*"FS2EXPXP" -> "KOERCE"*/
/*"FS2EXPXP" -> "SGROUP"*/
/*"FS2EXPXP" -> "MONOID"*/
/*"FS2EXPXP" -> "LMODULE"*/
/*"FS2EXPXP" -> "BMODULE"*/
/*"FS2EXPXP" -> "RMODULE"*/
/*"FS2EXPXP" -> "ALGEBRA"*/
/*"FS2EXPXP" -> "MODULE"*/
/*"FS2EXPXP" -> "ENTIRER"*/
/*"FS2EXPXP" -> "UFD"*/
/*"FS2EXPXP" -> "DIVRING"*/
/*"FS2EXPXP" -> "RADCAT"*/
/*"FS2EXPXP" -> "TRANFUN"*/
/*"FS2EXPXP" -> "TRIGCAT"*/
/*"FS2EXPXP" -> "ATRIG"*/
/*"FS2EXPXP" -> "HYPCAT"*/
/*"FS2EXPXP" -> "AHYP"*/
/*"FS2EXPXP" -> "ELEMFUN"*/
/*"FS2EXPXP" -> "FS"*/
/*"FS2EXPXP" -> "ES"*/
/*"FS2EXPXP" -> "ORDSET"*/
/*"FS2EXPXP" -> "RETRACT"*/
/*"FS2EXPXP" -> "IEVALAB"*/
/*"FS2EXPXP" -> "EVALAB"*/
/*"FS2EXPXP" -> "PATAB"*/
/*"FS2EXPXP" -> "KONVERT"*/
/*"FS2EXPXP" -> "FPATMAB"*/
/*"FS2EXPXP" -> "TYPE"*/
/*"FS2EXPXP" -> "PATMAB"*/
/*"FS2EXPXP" -> "FRETRCT"*/
/*"FS2EXPXP" -> "GROUP"*/
/*"FS2EXPXP" -> "PDRING"*/
/*"FS2EXPXP" -> "FLINEXP"*/
/*"FS2EXPXP" -> "LINEXP"*/
/*"FS2EXPXP" -> "CHARZ"*/
/*"FS2EXPXP" -> "CHARNZ"*/
/*"FS2EXPXP" -> "PI"*/
/*"FS2EXPXP" -> "NNI"*/
/*"FS2EXPXP" -> "INT"*/
/*"FS2EXPXP" -> "INS"*/
/*"FS2EXPXP" -> "OINTDOM"*/
/*"FS2EXPXP" -> "ORDRING"*/
/*"FS2EXPXP" -> "OAGROUP"*/
/*"FS2EXPXP" -> "OCAMON"*/
/*"FS2EXPXP" -> "OAMON"*/
/*"FS2EXPXP" -> "OASGP"*/
/*"FS2EXPXP" -> "DIFRING"*/
/*"FS2EXPXP" -> "CFCAT"*/
/*"FS2EXPXP" -> "REAL"*/
/*"FS2EXPXP" -> "STEP"*/
/*"FS2EXPXP" -> "CACHSET"*/
/*"FS2EXPXP" -> "LIST"*/
/*"FS2EXPXP" -> "ILIST"*/
/*"FS2EXPXP" -> "SYMBOL"*/
/*"FS2EXPXP" -> "REF"*/
/*"FS2EXPXP" -> "ALIST"*/
/*"FS2EXPXP" -> "STRING"*/
/*"FS2EXPXP" -> "CHAR"*/
/*"FS2EXPXP" -> "SINT"*/
/*"FS2EXPXP" -> "OUTFORM"*/
/*"FS2EXPXP" -> "PRIMARR"*/
/*"FS2EXPXP" -> "A1AGG-"*/
/*"FS2EXPXP" -> "ISTRING"*/
/*"FS2EXPXP" -> "SRAGG-"*/
/*"FS2EXPXP" -> "FLAGG-"*/
/*"FS2EXPXP" -> "LNAGG-"*/
/*"FS2EXPXP" -> "BOOLEAN"*/
/*"FS2EXPXP" -> "QFCAT"*/
/*"FS2EXPXP" -> "FEVALAB"*/
/*"FS2EXPXP" -> "ELTAB"*/
/*"FS2EXPXP" -> "DIFEXT"*/
/*"FS2EXPXP" -> "PFECAT"*/
/*"FS2EXPXP" -> "UPXSCCA"*/
/*"FS2EXPXP" -> "UPXSCAT"*/
/*"FS2EXPXP" -> "UPSCAT"*/
/*"FS2EXPXP" -> "PSCAT"*/
/*"FS2EXPXP" -> "AMR"*/
"FS2EXPXP" -> "ULSCCAT"
/*"FS2EXPXP" -> "ULSCAT"*/
/*"FS2EXPXP" -> "INS-"*/
/*"FS2EXPXP" -> "LSAGG-"*/
/*"FS2EXPXP" -> "STAGG-"*/
/*"FS2EXPXP" -> "ELAGG-"*/
/*"FS2EXPXP" -> "URAGG-"*/
/*"FS2EXPXP" -> "OM"*/
/*"FS2EXPXP" -> "LSAGG"*/
/*"FS2EXPXP" -> "STAGG"*/
/*"FS2EXPXP" -> "URAGG"*/
/*"FS2EXPXP" -> "RCAGG"*/
/*"FS2EXPXP" -> "HOAGG"*/
/*"FS2EXPXP" -> "AGG"*/
/*"FS2EXPXP" -> "LNAGG"*/
/*"FS2EXPXP" -> "IXAGG"*/
/*"FS2EXPXP" -> "ELTAGG"*/
/*"FS2EXPXP" -> "CLAGG"*/
/*"FS2EXPXP" -> "FLAGG"*/
/*"FS2EXPXP" -> "ELAGG"*/
/*"FS2EXPXP" -> "STRICAT"*/
/*"FS2EXPXP" -> "SRAGG"*/
/*"FS2EXPXP" -> "A1AGG"*/

"GSERIES" [color="#88FF44",href="bookvol10.3.pdf#nameddest=GSERIES"]
/*"GSERIES" -> "RING"*/
/*"GSERIES" -> "RNG"*/
/*"GSERIES" -> "ABELGRP"*/
/*"GSERIES" -> "CABMON"*/
/*"GSERIES" -> "ABELMON"*/
/*"GSERIES" -> "ABELSG"*/
/*"GSERIES" -> "SETCAT"*/
/*"GSERIES" -> "BASTYPE"*/
/*"GSERIES" -> "KOERCE"*/
/*"GSERIES" -> "SGROUP"*/
/*"GSERIES" -> "MONOID"*/
/*"GSERIES" -> "LMODULE"*/
/*"GSERIES" -> "UPXSCAT"*/
/*"GSERIES" -> "UPSCAT"*/
/*"GSERIES" -> "PSCAT"*/
/*"GSERIES" -> "AMR"*/
/*"GSERIES" -> "BMODULE"*/
/*"GSERIES" -> "RMODULE"*/
/*"GSERIES" -> "COMRING"*/
/*"GSERIES" -> "ALGEBRA"*/
/*"GSERIES" -> "MODULE"*/
/*"GSERIES" -> "CHARZ"*/
/*"GSERIES" -> "CHARNZ"*/
/*"GSERIES" -> "INTDOM"*/
/*"GSERIES" -> "ENTIRER"*/
/*"GSERIES" -> "ELTAB"*/
/*"GSERIES" -> "DIFRING"*/
/*"GSERIES" -> "PDRING"*/
/*"GSERIES" -> "RADCAT"*/
/*"GSERIES" -> "TRANFUN"*/
/*"GSERIES" -> "TRIGCAT"*/
/*"GSERIES" -> "ATRIG"*/
/*"GSERIES" -> "HYPCAT"*/
/*"GSERIES" -> "AHYP"*/
/*"GSERIES" -> "ELEMFUN"*/
/*"GSERIES" -> "FIELD"*/
/*"GSERIES" -> "EUCDOM"*/
/*"GSERIES" -> "PID"*/
/*"GSERIES" -> "GCDDOM"*/
/*"GSERIES" -> "UFD"*/
/*"GSERIES" -> "DIVRING"*/
/*"GSERIES" -> "STRING"*/
/*"GSERIES" -> "CHAR"*/
/*"GSERIES" -> "SINT"*/
/*"GSERIES" -> "OUTFORM"*/
/*"GSERIES" -> "LIST"*/
/*"GSERIES" -> "INT"*/
/*"GSERIES" -> "PRIMARR"*/
/*"GSERIES" -> "A1AGG-"*/
/*"GSERIES" -> "ISTRING"*/
/*"GSERIES" -> "SYMBOL"*/
/*"GSERIES" -> "REF"*/
/*"GSERIES" -> "ALIST"*/
/*"GSERIES" -> "SRAGG-"*/
/*"GSERIES" -> "FLAGG-"*/
/*"GSERIES" -> "LNAGG-"*/
/*"GSERIES" -> "LSAGG"*/
/*"GSERIES" -> "STAGG"*/
/*"GSERIES" -> "URAGG"*/
/*"GSERIES" -> "RCAGG"*/
/*"GSERIES" -> "HOAGG"*/
/*"GSERIES" -> "AGG"*/
/*"GSERIES" -> "TYPE"*/
/*"GSERIES" -> "EVALAB"*/
/*"GSERIES" -> "IEVALAB"*/
/*"GSERIES" -> "LNAGG"*/
/*"GSERIES" -> "IXAGG"*/
/*"GSERIES" -> "ELTAGG"*/
/*"GSERIES" -> "CLAGG"*/
/*"GSERIES" -> "KONVERT"*/
/*"GSERIES" -> "FLAGG"*/
/*"GSERIES" -> "ORDSET"*/
/*"GSERIES" -> "ELAGG"*/
/*"GSERIES" -> "OM"*/
/*"GSERIES" -> "PATMAB"*/
/*"GSERIES" -> "ILIST"*/
/*"GSERIES" -> "LSAGG-"*/
/*"GSERIES" -> "STAGG-"*/
/*"GSERIES" -> "ELAGG-"*/
/*"GSERIES" -> "URAGG-"*/
/*"GSERIES" -> "RCAGG-"*/
/*"GSERIES" -> "IXAGG-"*/
/*"GSERIES" -> "PRIMCAT"*/
"GSERIES" -> "ACFS"
/*"GSERIES" -> "ACF"*/
/*"GSERIES" -> "FS"*/
/*"GSERIES" -> "ES"*/
/*"GSERIES" -> "RETRACT"*/
/*"GSERIES" -> "PATAB"*/
/*"GSERIES" -> "FPATMAB"*/
/*"GSERIES" -> "FRETRCT"*/
/*"GSERIES" -> "GROUP"*/
/*"GSERIES" -> "FLINEXP"*/
/*"GSERIES" -> "LINEXP"*/
/*"GSERIES" -> "INS"*/
/*"GSERIES" -> "OINTDOM"*/
/*"GSERIES" -> "ORDRING"*/
/*"GSERIES" -> "OAGROUP"*/
/*"GSERIES" -> "OCAMON"*/
/*"GSERIES" -> "OAMON"*/
/*"GSERIES" -> "OASGP"*/
/*"GSERIES" -> "CFCAT"*/
/*"GSERIES" -> "REAL"*/
/*"GSERIES" -> "STEP"*/
/*"GSERIES" -> "QFCAT"*/
/*"GSERIES" -> "FEVALAB"*/
/*"GSERIES" -> "DIFEXT"*/
/*"GSERIES" -> "PFECAT"*/

"HELLFDIV" [color="#88FF44",href="bookvol10.3.pdf#nameddest=HELLFDIV"]
"HELLFDIV" -> "FDIVCAT"
/*"HELLFDIV" -> "ABELGRP"*/
/*"HELLFDIV" -> "CABMON"*/
/*"HELLFDIV" -> "ABELMON"*/
/*"HELLFDIV" -> "ABELSG"*/
/*"HELLFDIV" -> "SETCAT"*/
/*"HELLFDIV" -> "BASTYPE"*/
/*"HELLFDIV" -> "KOERCE"*/
/*"HELLFDIV" -> "FIELD"*/
/*"HELLFDIV" -> "EUCDOM"*/
/*"HELLFDIV" -> "PID"*/
/*"HELLFDIV" -> "GCDDOM"*/
/*"HELLFDIV" -> "INTDOM"*/
/*"HELLFDIV" -> "COMRING"*/
/*"HELLFDIV" -> "RING"*/
/*"HELLFDIV" -> "RNG"*/
/*"HELLFDIV" -> "SGROUP"*/
/*"HELLFDIV" -> "MONOID"*/
/*"HELLFDIV" -> "LMODULE"*/
/*"HELLFDIV" -> "BMODULE"*/
/*"HELLFDIV" -> "RMODULE"*/
/*"HELLFDIV" -> "ALGEBRA"*/
/*"HELLFDIV" -> "MODULE"*/
/*"HELLFDIV" -> "ENTIRER"*/
/*"HELLFDIV" -> "UFD"*/
/*"HELLFDIV" -> "DIVRING"*/
/*"HELLFDIV" -> "UPOLYC"*/
/*"HELLFDIV" -> "POLYCAT"*/
/*"HELLFDIV" -> "PDRING"*/
/*"HELLFDIV" -> "FAMR"*/
/*"HELLFDIV" -> "AMR"*/
/*"HELLFDIV" -> "CHARZ"*/
/*"HELLFDIV" -> "CHARNZ"*/
/*"HELLFDIV" -> "FRETRCT"*/
/*"HELLFDIV" -> "RETRACT"*/
/*"HELLFDIV" -> "EVALAB"*/
/*"HELLFDIV" -> "IEVALAB"*/
/*"HELLFDIV" -> "FLINEXP"*/
/*"HELLFDIV" -> "LINEXP"*/
/*"HELLFDIV" -> "ORDSET"*/
/*"HELLFDIV" -> "KONVERT"*/
/*"HELLFDIV" -> "PATMAB"*/
/*"HELLFDIV" -> "PFECAT"*/
/*"HELLFDIV" -> "ELTAB"*/
/*"HELLFDIV" -> "DIFRING"*/
/*"HELLFDIV" -> "DIFEXT"*/
/*"HELLFDIV" -> "STEP"*/
/*"HELLFDIV" -> "FFCAT"*/
/*"HELLFDIV" -> "MONOGEN"*/
/*"HELLFDIV" -> "FRAMALG"*/
/*"HELLFDIV" -> "FINRALG"*/
/*"HELLFDIV" -> "FINITE"*/
/*"HELLFDIV" -> "FFIELDC"*/
/*"HELLFDIV" -> "FPC"*/
/*"HELLFDIV" -> "INT"*/
/*"HELLFDIV" -> "SYMBOL"*/
/*"HELLFDIV" -> "REF"*/
/*"HELLFDIV" -> "ALIST"*/
/*"HELLFDIV" -> "LIST"*/
/*"HELLFDIV" -> "STRING"*/
/*"HELLFDIV" -> "CHAR"*/
/*"HELLFDIV" -> "SINT"*/
/*"HELLFDIV" -> "OUTFORM"*/
/*"HELLFDIV" -> "PRIMARR"*/
/*"HELLFDIV" -> "A1AGG-"*/
/*"HELLFDIV" -> "ISTRING"*/
/*"HELLFDIV" -> "SRAGG-"*/
/*"HELLFDIV" -> "FLAGG-"*/
/*"HELLFDIV" -> "LNAGG-"*/
/*"HELLFDIV" -> "BOOLEAN"*/
/*"HELLFDIV" -> "NNI"*/
/*"HELLFDIV" -> "ILIST"*/
/*"HELLFDIV" -> "LSAGG-"*/
/*"HELLFDIV" -> "STAGG-"*/
/*"HELLFDIV" -> "ELAGG-"*/
/*"HELLFDIV" -> "URAGG-"*/
/*"HELLFDIV" -> "QFCAT"*/
/*"HELLFDIV" -> "FEVALAB"*/
/*"HELLFDIV" -> "PATAB"*/
/*"HELLFDIV" -> "FPATMAB"*/
/*"HELLFDIV" -> "TYPE"*/
/*"HELLFDIV" -> "OINTDOM"*/
/*"HELLFDIV" -> "ORDRING"*/
/*"HELLFDIV" -> "OAGROUP"*/
/*"HELLFDIV" -> "OCAMON"*/
/*"HELLFDIV" -> "OAMON"*/
/*"HELLFDIV" -> "OASGP"*/
/*"HELLFDIV" -> "REAL"*/
/*"HELLFDIV" -> "OM"*/
/*"HELLFDIV" -> "VECTCAT"*/
/*"HELLFDIV" -> "A1AGG"*/
/*"HELLFDIV" -> "FLAGG"*/
/*"HELLFDIV" -> "LNAGG"*/
/*"HELLFDIV" -> "IXAGG"*/
/*"HELLFDIV" -> "HOAGG"*/
/*"HELLFDIV" -> "AGG"*/
/*"HELLFDIV" -> "ELTAGG"*/
/*"HELLFDIV" -> "CLAGG"*/
/*"HELLFDIV" -> "VECTOR"*/
/*"HELLFDIV" -> "IVECTOR"*/
/*"HELLFDIV" -> "IARRAY1"*/
/*"HELLFDIV" -> "INS"*/
/*"HELLFDIV" -> "CFCAT"*/
/*"HELLFDIV" -> "PI"*/

"INVLAPLA" [color="#FF4488",href="bookvol10.4.pdf#nameddest=INVLAPLA"]
/*"INVLAPLA" -> "EUCDOM"*/
/*"INVLAPLA" -> "PID"*/
/*"INVLAPLA" -> "GCDDOM"*/
/*"INVLAPLA" -> "INTDOM"*/
/*"INVLAPLA" -> "COMRING"*/
/*"INVLAPLA" -> "RING"*/
/*"INVLAPLA" -> "RNG"*/
/*"INVLAPLA" -> "ABELGRP"*/
/*"INVLAPLA" -> "CABMON"*/
/*"INVLAPLA" -> "ABELMON"*/
/*"INVLAPLA" -> "ABELSG"*/
/*"INVLAPLA" -> "SETCAT"*/
/*"INVLAPLA" -> "BASTYPE"*/
/*"INVLAPLA" -> "KOERCE"*/
/*"INVLAPLA" -> "SGROUP"*/
/*"INVLAPLA" -> "MONOID"*/
/*"INVLAPLA" -> "LMODULE"*/
/*"INVLAPLA" -> "BMODULE"*/
/*"INVLAPLA" -> "RMODULE"*/
/*"INVLAPLA" -> "ALGEBRA"*/
/*"INVLAPLA" -> "MODULE"*/
/*"INVLAPLA" -> "ENTIRER"*/
/*"INVLAPLA" -> "ORDSET"*/
/*"INVLAPLA" -> "CHARZ"*/
/*"INVLAPLA" -> "RETRACT"*/
/*"INVLAPLA" -> "LINEXP"*/
/*"INVLAPLA" -> "TRANFUN"*/
/*"INVLAPLA" -> "TRIGCAT"*/
/*"INVLAPLA" -> "ATRIG"*/
/*"INVLAPLA" -> "HYPCAT"*/
/*"INVLAPLA" -> "AHYP"*/
/*"INVLAPLA" -> "ELEMFUN"*/
/*"INVLAPLA" -> "PRIMCAT"*/
/*"INVLAPLA" -> "SPFCAT"*/
"INVLAPLA" -> "ACFS"
/*"INVLAPLA" -> "ACF"*/
/*"INVLAPLA" -> "FIELD"*/
/*"INVLAPLA" -> "UFD"*/
/*"INVLAPLA" -> "DIVRING"*/
/*"INVLAPLA" -> "RADCAT"*/
/*"INVLAPLA" -> "FS"*/
/*"INVLAPLA" -> "ES"*/
/*"INVLAPLA" -> "IEVALAB"*/
/*"INVLAPLA" -> "EVALAB"*/
/*"INVLAPLA" -> "PATAB"*/
/*"INVLAPLA" -> "KONVERT"*/
/*"INVLAPLA" -> "FPATMAB"*/
/*"INVLAPLA" -> "TYPE"*/
/*"INVLAPLA" -> "PATMAB"*/
/*"INVLAPLA" -> "FRETRCT"*/
/*"INVLAPLA" -> "GROUP"*/
/*"INVLAPLA" -> "PDRING"*/
/*"INVLAPLA" -> "FLINEXP"*/
/*"INVLAPLA" -> "CHARNZ"*/
/*"INVLAPLA" -> "BOOLEAN"*/
/*"INVLAPLA" -> "UPOLYC"*/
/*"INVLAPLA" -> "POLYCAT"*/
/*"INVLAPLA" -> "FAMR"*/
/*"INVLAPLA" -> "AMR"*/
/*"INVLAPLA" -> "PFECAT"*/
/*"INVLAPLA" -> "ELTAB"*/
/*"INVLAPLA" -> "DIFRING"*/
/*"INVLAPLA" -> "DIFEXT"*/
/*"INVLAPLA" -> "STEP"*/
/*"INVLAPLA" -> "LSAGG"*/
/*"INVLAPLA" -> "STAGG"*/
/*"INVLAPLA" -> "URAGG"*/
/*"INVLAPLA" -> "RCAGG"*/
/*"INVLAPLA" -> "HOAGG"*/
/*"INVLAPLA" -> "AGG"*/
/*"INVLAPLA" -> "LNAGG"*/
/*"INVLAPLA" -> "IXAGG"*/
/*"INVLAPLA" -> "ELTAGG"*/
/*"INVLAPLA" -> "CLAGG"*/
/*"INVLAPLA" -> "FLAGG"*/
/*"INVLAPLA" -> "ELAGG"*/
/*"INVLAPLA" -> "OM"*/
/*"INVLAPLA" -> "INT"*/
/*"INVLAPLA" -> "LIST"*/
/*"INVLAPLA" -> "ILIST"*/
/*"INVLAPLA" -> "NNI"*/
/*"INVLAPLA" -> "CACHSET"*/
/*"INVLAPLA" -> "PI"*/
/*"INVLAPLA" -> "INS"*/
/*"INVLAPLA" -> "OINTDOM"*/
/*"INVLAPLA" -> "ORDRING"*/
/*"INVLAPLA" -> "OAGROUP"*/
/*"INVLAPLA" -> "OCAMON"*/
/*"INVLAPLA" -> "OAMON"*/
/*"INVLAPLA" -> "OASGP"*/
/*"INVLAPLA" -> "CFCAT"*/
/*"INVLAPLA" -> "REAL"*/

"IR2F" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IR2F"]
/*"IR2F" -> "GCDDOM"*/
/*"IR2F" -> "INTDOM"*/
/*"IR2F" -> "COMRING"*/
/*"IR2F" -> "RING"*/
/*"IR2F" -> "RNG"*/
/*"IR2F" -> "ABELGRP"*/
/*"IR2F" -> "CABMON"*/
/*"IR2F" -> "ABELMON"*/
/*"IR2F" -> "ABELSG"*/
/*"IR2F" -> "SETCAT"*/
/*"IR2F" -> "BASTYPE"*/
/*"IR2F" -> "KOERCE"*/
/*"IR2F" -> "SGROUP"*/
/*"IR2F" -> "MONOID"*/
/*"IR2F" -> "LMODULE"*/
/*"IR2F" -> "BMODULE"*/
/*"IR2F" -> "RMODULE"*/
/*"IR2F" -> "ALGEBRA"*/
/*"IR2F" -> "MODULE"*/
/*"IR2F" -> "ENTIRER"*/
/*"IR2F" -> "RETRACT"*/
/*"IR2F" -> "ORDSET"*/
/*"IR2F" -> "LINEXP"*/
"IR2F" -> "ACFS"
/*"IR2F" -> "ACF"*/
/*"IR2F" -> "FIELD"*/
/*"IR2F" -> "EUCDOM"*/
/*"IR2F" -> "PID"*/
/*"IR2F" -> "UFD"*/
/*"IR2F" -> "DIVRING"*/
/*"IR2F" -> "RADCAT"*/
/*"IR2F" -> "FS"*/
/*"IR2F" -> "ES"*/
/*"IR2F" -> "IEVALAB"*/
/*"IR2F" -> "EVALAB"*/
/*"IR2F" -> "PATAB"*/
/*"IR2F" -> "KONVERT"*/
/*"IR2F" -> "FPATMAB"*/
/*"IR2F" -> "TYPE"*/
/*"IR2F" -> "PATMAB"*/
/*"IR2F" -> "FRETRCT"*/
/*"IR2F" -> "GROUP"*/
/*"IR2F" -> "PDRING"*/
/*"IR2F" -> "FLINEXP"*/
/*"IR2F" -> "CHARZ"*/
/*"IR2F" -> "CHARNZ"*/
/*"IR2F" -> "TRANFUN"*/
/*"IR2F" -> "TRIGCAT"*/
/*"IR2F" -> "ATRIG"*/
/*"IR2F" -> "HYPCAT"*/
/*"IR2F" -> "AHYP"*/
/*"IR2F" -> "ELEMFUN"*/
/*"IR2F" -> "INT"*/
/*"IR2F" -> "LIST"*/
/*"IR2F" -> "ILIST"*/
/*"IR2F" -> "SYMBOL"*/
/*"IR2F" -> "REF"*/
/*"IR2F" -> "ALIST"*/
/*"IR2F" -> "STRING"*/
/*"IR2F" -> "CHAR"*/
/*"IR2F" -> "SINT"*/
/*"IR2F" -> "OUTFORM"*/
/*"IR2F" -> "PRIMARR"*/
/*"IR2F" -> "A1AGG-"*/
/*"IR2F" -> "ISTRING"*/
/*"IR2F" -> "SRAGG-"*/
/*"IR2F" -> "FLAGG-"*/
/*"IR2F" -> "LNAGG-"*/
/*"IR2F" -> "LSAGG-"*/
/*"IR2F" -> "STAGG-"*/
/*"IR2F" -> "ELAGG-"*/
/*"IR2F" -> "URAGG-"*/
/*"IR2F" -> "INS-"*/
/*"IR2F" -> "BOOLEAN"*/
/*"IR2F" -> "INS"*/
/*"IR2F" -> "OINTDOM"*/
/*"IR2F" -> "ORDRING"*/
/*"IR2F" -> "OAGROUP"*/
/*"IR2F" -> "OCAMON"*/
/*"IR2F" -> "OAMON"*/
/*"IR2F" -> "OASGP"*/
/*"IR2F" -> "DIFRING"*/
/*"IR2F" -> "CFCAT"*/
/*"IR2F" -> "REAL"*/
/*"IR2F" -> "STEP"*/
/*"IR2F" -> "NNI"*/
/*"IR2F" -> "PI"*/
/*"IR2F" -> "CACHSET"*/
/*"IR2F" -> "UPOLYC"*/
/*"IR2F" -> "POLYCAT"*/
/*"IR2F" -> "FAMR"*/
/*"IR2F" -> "AMR"*/
/*"IR2F" -> "PFECAT"*/
/*"IR2F" -> "ELTAB"*/
/*"IR2F" -> "DIFEXT"*/
/*"IR2F" -> "OM"*/
/*"IR2F" -> "VECTOR"*/
/*"IR2F" -> "IVECTOR"*/
/*"IR2F" -> "IARRAY1"*/
/*"IR2F" -> "LSAGG"*/
/*"IR2F" -> "STAGG"*/
/*"IR2F" -> "URAGG"*/
/*"IR2F" -> "RCAGG"*/
/*"IR2F" -> "HOAGG"*/
/*"IR2F" -> "AGG"*/
/*"IR2F" -> "LNAGG"*/
/*"IR2F" -> "IXAGG"*/
/*"IR2F" -> "ELTAGG"*/
/*"IR2F" -> "CLAGG"*/
/*"IR2F" -> "FLAGG"*/
/*"IR2F" -> "ELAGG"*/

"IRRF2F" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IRRF2F"]
/*"IRRF2F" -> "GCDDOM"*/
/*"IRRF2F" -> "INTDOM"*/
/*"IRRF2F" -> "COMRING"*/
/*"IRRF2F" -> "RING"*/
/*"IRRF2F" -> "RNG"*/
/*"IRRF2F" -> "ABELGRP"*/
/*"IRRF2F" -> "CABMON"*/
/*"IRRF2F" -> "ABELMON"*/
/*"IRRF2F" -> "ABELSG"*/
/*"IRRF2F" -> "SETCAT"*/
/*"IRRF2F" -> "BASTYPE"*/
/*"IRRF2F" -> "KOERCE"*/
/*"IRRF2F" -> "SGROUP"*/
/*"IRRF2F" -> "MONOID"*/
/*"IRRF2F" -> "LMODULE"*/
/*"IRRF2F" -> "BMODULE"*/
/*"IRRF2F" -> "RMODULE"*/
/*"IRRF2F" -> "ALGEBRA"*/
/*"IRRF2F" -> "MODULE"*/
/*"IRRF2F" -> "ENTIRER"*/
/*"IRRF2F" -> "RETRACT"*/
/*"IRRF2F" -> "ORDSET"*/
/*"IRRF2F" -> "LINEXP"*/
/*"IRRF2F" -> "POLYCAT"*/
/*"IRRF2F" -> "PDRING"*/
/*"IRRF2F" -> "FAMR"*/
/*"IRRF2F" -> "AMR"*/
/*"IRRF2F" -> "CHARZ"*/
/*"IRRF2F" -> "CHARNZ"*/
/*"IRRF2F" -> "FRETRCT"*/
/*"IRRF2F" -> "EVALAB"*/
/*"IRRF2F" -> "IEVALAB"*/
/*"IRRF2F" -> "FLINEXP"*/
/*"IRRF2F" -> "KONVERT"*/
/*"IRRF2F" -> "PATMAB"*/
/*"IRRF2F" -> "PFECAT"*/
/*"IRRF2F" -> "UFD"*/
/*"IRRF2F" -> "FS"*/
/*"IRRF2F" -> "ES"*/
/*"IRRF2F" -> "PATAB"*/
/*"IRRF2F" -> "FPATMAB"*/
/*"IRRF2F" -> "TYPE"*/
/*"IRRF2F" -> "GROUP"*/
/*"IRRF2F" -> "FIELD"*/
/*"IRRF2F" -> "EUCDOM"*/
/*"IRRF2F" -> "PID"*/
/*"IRRF2F" -> "DIVRING"*/
/*"IRRF2F" -> "QFCAT"*/
/*"IRRF2F" -> "FEVALAB"*/
/*"IRRF2F" -> "ELTAB"*/
/*"IRRF2F" -> "DIFEXT"*/
/*"IRRF2F" -> "DIFRING"*/
/*"IRRF2F" -> "STEP"*/
/*"IRRF2F" -> "OINTDOM"*/
/*"IRRF2F" -> "ORDRING"*/
/*"IRRF2F" -> "OAGROUP"*/
/*"IRRF2F" -> "OCAMON"*/
/*"IRRF2F" -> "OAMON"*/
/*"IRRF2F" -> "OASGP"*/
/*"IRRF2F" -> "REAL"*/
"IRRF2F" -> "ACFS"
/*"IRRF2F" -> "ACF"*/
/*"IRRF2F" -> "RADCAT"*/
/*"IRRF2F" -> "TRANFUN"*/
/*"IRRF2F" -> "TRIGCAT"*/
/*"IRRF2F" -> "ATRIG"*/
/*"IRRF2F" -> "HYPCAT"*/
/*"IRRF2F" -> "AHYP"*/
/*"IRRF2F" -> "ELEMFUN"*/
/*"IRRF2F" -> "COMBOPC"*/
/*"IRRF2F" -> "CFCAT"*/
/*"IRRF2F" -> "LFCAT"*/
/*"IRRF2F" -> "PRIMCAT"*/
/*"IRRF2F" -> "SPFCAT"*/
/*"IRRF2F" -> "INT"*/
/*"IRRF2F" -> "LIST"*/
/*"IRRF2F" -> "ILIST"*/

"LAPLACE" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LAPLACE"]
/*"LAPLACE" -> "EUCDOM"*/
/*"LAPLACE" -> "PID"*/
/*"LAPLACE" -> "GCDDOM"*/
/*"LAPLACE" -> "INTDOM"*/
/*"LAPLACE" -> "COMRING"*/
/*"LAPLACE" -> "RING"*/
/*"LAPLACE" -> "RNG"*/
/*"LAPLACE" -> "ABELGRP"*/
/*"LAPLACE" -> "CABMON"*/
/*"LAPLACE" -> "ABELMON"*/
/*"LAPLACE" -> "ABELSG"*/
/*"LAPLACE" -> "SETCAT"*/
/*"LAPLACE" -> "BASTYPE"*/
/*"LAPLACE" -> "KOERCE"*/
/*"LAPLACE" -> "SGROUP"*/
/*"LAPLACE" -> "MONOID"*/
/*"LAPLACE" -> "LMODULE"*/
/*"LAPLACE" -> "BMODULE"*/
/*"LAPLACE" -> "RMODULE"*/
/*"LAPLACE" -> "ALGEBRA"*/
/*"LAPLACE" -> "MODULE"*/
/*"LAPLACE" -> "ENTIRER"*/
/*"LAPLACE" -> "ORDSET"*/
/*"LAPLACE" -> "CHARZ"*/
/*"LAPLACE" -> "RETRACT"*/
/*"LAPLACE" -> "LINEXP"*/
/*"LAPLACE" -> "TRANFUN"*/
/*"LAPLACE" -> "TRIGCAT"*/
/*"LAPLACE" -> "ATRIG"*/
/*"LAPLACE" -> "HYPCAT"*/
/*"LAPLACE" -> "AHYP"*/
/*"LAPLACE" -> "ELEMFUN"*/
/*"LAPLACE" -> "PRIMCAT"*/
"LAPLACE" -> "ACFS"
/*"LAPLACE" -> "ACF"*/
/*"LAPLACE" -> "FIELD"*/
/*"LAPLACE" -> "UFD"*/
/*"LAPLACE" -> "DIVRING"*/
/*"LAPLACE" -> "RADCAT"*/
/*"LAPLACE" -> "FS"*/
/*"LAPLACE" -> "ES"*/
/*"LAPLACE" -> "IEVALAB"*/
/*"LAPLACE" -> "EVALAB"*/
/*"LAPLACE" -> "PATAB"*/
/*"LAPLACE" -> "KONVERT"*/
/*"LAPLACE" -> "FPATMAB"*/
/*"LAPLACE" -> "TYPE"*/
/*"LAPLACE" -> "PATMAB"*/
/*"LAPLACE" -> "FRETRCT"*/
/*"LAPLACE" -> "GROUP"*/
/*"LAPLACE" -> "PDRING"*/
/*"LAPLACE" -> "FLINEXP"*/
/*"LAPLACE" -> "CHARNZ"*/
/*"LAPLACE" -> "SYMBOL"*/
/*"LAPLACE" -> "INT"*/
/*"LAPLACE" -> "REF"*/
/*"LAPLACE" -> "ALIST"*/
/*"LAPLACE" -> "LIST"*/
/*"LAPLACE" -> "STRING"*/
/*"LAPLACE" -> "CHAR"*/
/*"LAPLACE" -> "SINT"*/
/*"LAPLACE" -> "OUTFORM"*/
/*"LAPLACE" -> "PRIMARR"*/
/*"LAPLACE" -> "A1AGG-"*/
/*"LAPLACE" -> "ISTRING"*/
/*"LAPLACE" -> "SRAGG-"*/
/*"LAPLACE" -> "FLAGG-"*/
/*"LAPLACE" -> "LNAGG-"*/
/*"LAPLACE" -> "NNI"*/
/*"LAPLACE" -> "LSAGG"*/
/*"LAPLACE" -> "STAGG"*/
/*"LAPLACE" -> "URAGG"*/
/*"LAPLACE" -> "RCAGG"*/
/*"LAPLACE" -> "HOAGG"*/
/*"LAPLACE" -> "AGG"*/
/*"LAPLACE" -> "LNAGG"*/
/*"LAPLACE" -> "IXAGG"*/
/*"LAPLACE" -> "ELTAGG"*/
/*"LAPLACE" -> "ELTAB"*/
/*"LAPLACE" -> "CLAGG"*/
/*"LAPLACE" -> "FLAGG"*/
/*"LAPLACE" -> "ELAGG"*/
/*"LAPLACE" -> "OM"*/
/*"LAPLACE" -> "ILIST"*/
/*"LAPLACE" -> "LSAGG-"*/
/*"LAPLACE" -> "BOOLEAN"*/
/*"LAPLACE" -> "STAGG-"*/
/*"LAPLACE" -> "ELAGG-"*/
/*"LAPLACE" -> "URAGG-"*/
/*"LAPLACE" -> "UPOLYC"*/
/*"LAPLACE" -> "POLYCAT"*/
/*"LAPLACE" -> "FAMR"*/
/*"LAPLACE" -> "AMR"*/
/*"LAPLACE" -> "PFECAT"*/
/*"LAPLACE" -> "DIFRING"*/
/*"LAPLACE" -> "DIFEXT"*/
/*"LAPLACE" -> "STEP"*/
/*"LAPLACE" -> "CACHSET"*/
/*"LAPLACE" -> "PI"*/

"LIMITPS" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LIMITPS"]
/*"LIMITPS" -> "GCDDOM"*/
/*"LIMITPS" -> "INTDOM"*/
/*"LIMITPS" -> "COMRING"*/
/*"LIMITPS" -> "RING"*/
/*"LIMITPS" -> "RNG"*/
/*"LIMITPS" -> "ABELGRP"*/
/*"LIMITPS" -> "CABMON"*/
/*"LIMITPS" -> "ABELMON"*/
/*"LIMITPS" -> "ABELSG"*/
/*"LIMITPS" -> "SETCAT"*/
/*"LIMITPS" -> "BASTYPE"*/
/*"LIMITPS" -> "KOERCE"*/
/*"LIMITPS" -> "SGROUP"*/
/*"LIMITPS" -> "MONOID"*/
/*"LIMITPS" -> "LMODULE"*/
/*"LIMITPS" -> "BMODULE"*/
/*"LIMITPS" -> "RMODULE"*/
/*"LIMITPS" -> "ALGEBRA"*/
/*"LIMITPS" -> "MODULE"*/
/*"LIMITPS" -> "ENTIRER"*/
/*"LIMITPS" -> "ORDSET"*/
/*"LIMITPS" -> "RETRACT"*/
/*"LIMITPS" -> "LINEXP"*/
/*"LIMITPS" -> "ACF"*/
/*"LIMITPS" -> "FIELD"*/
/*"LIMITPS" -> "EUCDOM"*/
/*"LIMITPS" -> "PID"*/
/*"LIMITPS" -> "UFD"*/
/*"LIMITPS" -> "DIVRING"*/
/*"LIMITPS" -> "RADCAT"*/
/*"LIMITPS" -> "TRANFUN"*/
/*"LIMITPS" -> "TRIGCAT"*/
/*"LIMITPS" -> "ATRIG"*/
/*"LIMITPS" -> "HYPCAT"*/
/*"LIMITPS" -> "AHYP"*/
/*"LIMITPS" -> "ELEMFUN"*/
/*"LIMITPS" -> "FS"*/
/*"LIMITPS" -> "ES"*/
/*"LIMITPS" -> "IEVALAB"*/
/*"LIMITPS" -> "EVALAB"*/
/*"LIMITPS" -> "PATAB"*/
/*"LIMITPS" -> "KONVERT"*/
/*"LIMITPS" -> "FPATMAB"*/
/*"LIMITPS" -> "TYPE"*/
/*"LIMITPS" -> "PATMAB"*/
/*"LIMITPS" -> "FRETRCT"*/
/*"LIMITPS" -> "GROUP"*/
/*"LIMITPS" -> "PDRING"*/
/*"LIMITPS" -> "FLINEXP"*/
/*"LIMITPS" -> "CHARZ"*/
/*"LIMITPS" -> "CHARNZ"*/
/*"LIMITPS" -> "LSAGG"*/
/*"LIMITPS" -> "STAGG"*/
/*"LIMITPS" -> "URAGG"*/
/*"LIMITPS" -> "RCAGG"*/
/*"LIMITPS" -> "HOAGG"*/
/*"LIMITPS" -> "AGG"*/
/*"LIMITPS" -> "LNAGG"*/
/*"LIMITPS" -> "IXAGG"*/
/*"LIMITPS" -> "ELTAGG"*/
/*"LIMITPS" -> "ELTAB"*/
/*"LIMITPS" -> "CLAGG"*/
/*"LIMITPS" -> "FLAGG"*/
/*"LIMITPS" -> "ELAGG"*/
/*"LIMITPS" -> "OM"*/
/*"LIMITPS" -> "INT"*/
/*"LIMITPS" -> "LIST"*/
/*"LIMITPS" -> "ILIST"*/
/*"LIMITPS" -> "BOOLEAN"*/
/*"LIMITPS" -> "SYMBOL"*/
/*"LIMITPS" -> "REF"*/
/*"LIMITPS" -> "ALIST"*/
/*"LIMITPS" -> "STRING"*/
/*"LIMITPS" -> "CHAR"*/
/*"LIMITPS" -> "SINT"*/
/*"LIMITPS" -> "OUTFORM"*/
/*"LIMITPS" -> "PRIMARR"*/
/*"LIMITPS" -> "A1AGG-"*/
/*"LIMITPS" -> "ISTRING"*/
/*"LIMITPS" -> "SRAGG-"*/
/*"LIMITPS" -> "FLAGG-"*/
/*"LIMITPS" -> "LNAGG-"*/
/*"LIMITPS" -> "NNI"*/
/*"LIMITPS" -> "PI"*/
/*"LIMITPS" -> "INS"*/
/*"LIMITPS" -> "OINTDOM"*/
/*"LIMITPS" -> "ORDRING"*/
/*"LIMITPS" -> "OAGROUP"*/
/*"LIMITPS" -> "OCAMON"*/
/*"LIMITPS" -> "OAMON"*/
/*"LIMITPS" -> "OASGP"*/
/*"LIMITPS" -> "DIFRING"*/
/*"LIMITPS" -> "CFCAT"*/
/*"LIMITPS" -> "REAL"*/
/*"LIMITPS" -> "STEP"*/
/*"LIMITPS" -> "QFCAT"*/
/*"LIMITPS" -> "FEVALAB"*/
/*"LIMITPS" -> "DIFEXT"*/
/*"LIMITPS" -> "PFECAT"*/
/*"LIMITPS" -> "UPXSCCA"*/
/*"LIMITPS" -> "UPXSCAT"*/
/*"LIMITPS" -> "UPSCAT"*/
/*"LIMITPS" -> "PSCAT"*/
/*"LIMITPS" -> "AMR"*/
"LIMITPS" -> "ULSCCAT"
/*"LIMITPS" -> "ULSCAT"*/
/*"LIMITPS" -> "INS-"*/

"LODEEF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LODEEF"]
/*"LODEEF" -> "ORDSET"*/
/*"LODEEF" -> "SETCAT"*/
/*"LODEEF" -> "BASTYPE"*/
/*"LODEEF" -> "KOERCE"*/
/*"LODEEF" -> "EUCDOM"*/
/*"LODEEF" -> "PID"*/
/*"LODEEF" -> "GCDDOM"*/
/*"LODEEF" -> "INTDOM"*/
/*"LODEEF" -> "COMRING"*/
/*"LODEEF" -> "RING"*/
/*"LODEEF" -> "RNG"*/
/*"LODEEF" -> "ABELGRP"*/
/*"LODEEF" -> "CABMON"*/
/*"LODEEF" -> "ABELMON"*/
/*"LODEEF" -> "ABELSG"*/
/*"LODEEF" -> "SGROUP"*/
/*"LODEEF" -> "MONOID"*/
/*"LODEEF" -> "LMODULE"*/
/*"LODEEF" -> "BMODULE"*/
/*"LODEEF" -> "RMODULE"*/
/*"LODEEF" -> "ALGEBRA"*/
/*"LODEEF" -> "MODULE"*/
/*"LODEEF" -> "ENTIRER"*/
/*"LODEEF" -> "RETRACT"*/
/*"LODEEF" -> "LINEXP"*/
/*"LODEEF" -> "CHARZ"*/
"LODEEF" -> "ACFS"
/*"LODEEF" -> "ACF"*/
/*"LODEEF" -> "FIELD"*/
/*"LODEEF" -> "UFD"*/
/*"LODEEF" -> "DIVRING"*/
/*"LODEEF" -> "RADCAT"*/
/*"LODEEF" -> "FS"*/
/*"LODEEF" -> "ES"*/
/*"LODEEF" -> "IEVALAB"*/
/*"LODEEF" -> "EVALAB"*/
/*"LODEEF" -> "PATAB"*/
/*"LODEEF" -> "KONVERT"*/
/*"LODEEF" -> "FPATMAB"*/
/*"LODEEF" -> "TYPE"*/
/*"LODEEF" -> "PATMAB"*/
/*"LODEEF" -> "FRETRCT"*/
/*"LODEEF" -> "GROUP"*/
/*"LODEEF" -> "PDRING"*/
/*"LODEEF" -> "FLINEXP"*/
/*"LODEEF" -> "CHARNZ"*/
/*"LODEEF" -> "TRANFUN"*/
/*"LODEEF" -> "TRIGCAT"*/
/*"LODEEF" -> "ATRIG"*/
/*"LODEEF" -> "HYPCAT"*/
/*"LODEEF" -> "AHYP"*/
/*"LODEEF" -> "ELEMFUN"*/
/*"LODEEF" -> "PRIMCAT"*/
/*"LODEEF" -> "LODOCAT"*/
/*"LODEEF" -> "OREPCAT"*/
/*"LODEEF" -> "ELTAB"*/
/*"LODEEF" -> "CACHSET"*/
/*"LODEEF" -> "POLYCAT"*/
/*"LODEEF" -> "FAMR"*/
/*"LODEEF" -> "AMR"*/
/*"LODEEF" -> "PFECAT"*/
/*"LODEEF" -> "NNI"*/
/*"LODEEF" -> "INT"*/
/*"LODEEF" -> "LSAGG"*/
/*"LODEEF" -> "STAGG"*/
/*"LODEEF" -> "URAGG"*/
/*"LODEEF" -> "RCAGG"*/
/*"LODEEF" -> "HOAGG"*/
/*"LODEEF" -> "AGG"*/
/*"LODEEF" -> "LNAGG"*/
/*"LODEEF" -> "IXAGG"*/
/*"LODEEF" -> "ELTAGG"*/
/*"LODEEF" -> "CLAGG"*/
/*"LODEEF" -> "FLAGG"*/
/*"LODEEF" -> "ELAGG"*/
/*"LODEEF" -> "OM"*/
/*"LODEEF" -> "LIST"*/
/*"LODEEF" -> "ILIST"*/
/*"LODEEF" -> "BOOLEAN"*/
/*"LODEEF" -> "UPOLYC"*/
/*"LODEEF" -> "DIFRING"*/
/*"LODEEF" -> "DIFEXT"*/
/*"LODEEF" -> "STEP"*/
/*"LODEEF" -> "QFCAT"*/
/*"LODEEF" -> "FEVALAB"*/
/*"LODEEF" -> "OINTDOM"*/
/*"LODEEF" -> "ORDRING"*/
/*"LODEEF" -> "OAGROUP"*/
/*"LODEEF" -> "OCAMON"*/
/*"LODEEF" -> "OAMON"*/
/*"LODEEF" -> "OASGP"*/
/*"LODEEF" -> "REAL"*/
/*"LODEEF" -> "LSAGG-"*/
/*"LODEEF" -> "STAGG-"*/
/*"LODEEF" -> "ELAGG-"*/
/*"LODEEF" -> "FLAGG-"*/
/*"LODEEF" -> "URAGG-"*/
/*"LODEEF" -> "VECTOR"*/
/*"LODEEF" -> "IVECTOR"*/
/*"LODEEF" -> "IARRAY1"*/
/*"LODEEF" -> "INS"*/
/*"LODEEF" -> "CFCAT"*/
/*"LODEEF" -> "VECTCAT"*/
/*"LODEEF" -> "A1AGG"*/

"NODE1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NODE1"]
/*"NODE1" -> "ORDSET"*/
/*"NODE1" -> "SETCAT"*/
/*"NODE1" -> "BASTYPE"*/
/*"NODE1" -> "KOERCE"*/
/*"NODE1" -> "EUCDOM"*/
/*"NODE1" -> "PID"*/
/*"NODE1" -> "GCDDOM"*/
/*"NODE1" -> "INTDOM"*/
/*"NODE1" -> "COMRING"*/
/*"NODE1" -> "RING"*/
/*"NODE1" -> "RNG"*/
/*"NODE1" -> "ABELGRP"*/
/*"NODE1" -> "CABMON"*/
/*"NODE1" -> "ABELMON"*/
/*"NODE1" -> "ABELSG"*/
/*"NODE1" -> "SGROUP"*/
/*"NODE1" -> "MONOID"*/
/*"NODE1" -> "LMODULE"*/
/*"NODE1" -> "BMODULE"*/
/*"NODE1" -> "RMODULE"*/
/*"NODE1" -> "ALGEBRA"*/
/*"NODE1" -> "MODULE"*/
/*"NODE1" -> "ENTIRER"*/
/*"NODE1" -> "RETRACT"*/
/*"NODE1" -> "LINEXP"*/
/*"NODE1" -> "CHARZ"*/
"NODE1" -> "ACFS"
/*"NODE1" -> "ACF"*/
/*"NODE1" -> "FIELD"*/
/*"NODE1" -> "UFD"*/
/*"NODE1" -> "DIVRING"*/
/*"NODE1" -> "RADCAT"*/
/*"NODE1" -> "FS"*/
/*"NODE1" -> "ES"*/
/*"NODE1" -> "IEVALAB"*/
/*"NODE1" -> "EVALAB"*/
/*"NODE1" -> "PATAB"*/
/*"NODE1" -> "KONVERT"*/
/*"NODE1" -> "FPATMAB"*/
/*"NODE1" -> "TYPE"*/
/*"NODE1" -> "PATMAB"*/
/*"NODE1" -> "FRETRCT"*/
/*"NODE1" -> "GROUP"*/
/*"NODE1" -> "PDRING"*/
/*"NODE1" -> "FLINEXP"*/
/*"NODE1" -> "CHARNZ"*/
/*"NODE1" -> "TRANFUN"*/
/*"NODE1" -> "TRIGCAT"*/
/*"NODE1" -> "ATRIG"*/
/*"NODE1" -> "HYPCAT"*/
/*"NODE1" -> "AHYP"*/
/*"NODE1" -> "ELEMFUN"*/
/*"NODE1" -> "PRIMCAT"*/
/*"NODE1" -> "SYMBOL"*/
/*"NODE1" -> "INT"*/
/*"NODE1" -> "REF"*/
/*"NODE1" -> "ALIST"*/
/*"NODE1" -> "LIST"*/
/*"NODE1" -> "STRING"*/
/*"NODE1" -> "CHAR"*/
/*"NODE1" -> "SINT"*/
/*"NODE1" -> "OUTFORM"*/
/*"NODE1" -> "PRIMARR"*/
/*"NODE1" -> "A1AGG-"*/
/*"NODE1" -> "ISTRING"*/
/*"NODE1" -> "SRAGG-"*/
/*"NODE1" -> "FLAGG-"*/
/*"NODE1" -> "LNAGG-"*/
/*"NODE1" -> "CACHSET"*/
/*"NODE1" -> "ILIST"*/
/*"NODE1" -> "LSAGG"*/
/*"NODE1" -> "STAGG"*/
/*"NODE1" -> "URAGG"*/
/*"NODE1" -> "RCAGG"*/
/*"NODE1" -> "HOAGG"*/
/*"NODE1" -> "AGG"*/
/*"NODE1" -> "LNAGG"*/
/*"NODE1" -> "IXAGG"*/
/*"NODE1" -> "ELTAGG"*/
/*"NODE1" -> "ELTAB"*/
/*"NODE1" -> "CLAGG"*/
/*"NODE1" -> "FLAGG"*/
/*"NODE1" -> "ELAGG"*/
/*"NODE1" -> "OM"*/
/*"NODE1" -> "POLYCAT"*/
/*"NODE1" -> "FAMR"*/
/*"NODE1" -> "AMR"*/
/*"NODE1" -> "PFECAT"*/
/*"NODE1" -> "NNI"*/
/*"NODE1" -> "PI"*/
/*"NODE1" -> "LSAGG-"*/
/*"NODE1" -> "STAGG-"*/

"NTSCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=NTSCAT"]
"NTSCAT" -> "RSETCAT"
/*"NTSCAT" -> "TSETCAT"*/
/*"NTSCAT" -> "PSETCAT"*/
/*"NTSCAT" -> "SETCAT"*/
/*"NTSCAT" -> "BASTYPE"*/
/*"NTSCAT" -> "KOERCE"*/
/*"NTSCAT" -> "CLAGG"*/
/*"NTSCAT" -> "HOAGG"*/
/*"NTSCAT" -> "AGG"*/
/*"NTSCAT" -> "TYPE"*/
/*"NTSCAT" -> "EVALAB"*/
/*"NTSCAT" -> "IEVALAB"*/
/*"NTSCAT" -> "KONVERT"*/

"ODECONST" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODECONST"]
/*"ODECONST" -> "ORDSET"*/
/*"ODECONST" -> "SETCAT"*/
/*"ODECONST" -> "BASTYPE"*/
/*"ODECONST" -> "KOERCE"*/
/*"ODECONST" -> "EUCDOM"*/
/*"ODECONST" -> "PID"*/
/*"ODECONST" -> "GCDDOM"*/
/*"ODECONST" -> "INTDOM"*/
/*"ODECONST" -> "COMRING"*/
/*"ODECONST" -> "RING"*/
/*"ODECONST" -> "RNG"*/
/*"ODECONST" -> "ABELGRP"*/
/*"ODECONST" -> "CABMON"*/
/*"ODECONST" -> "ABELMON"*/
/*"ODECONST" -> "ABELSG"*/
/*"ODECONST" -> "SGROUP"*/
/*"ODECONST" -> "MONOID"*/
/*"ODECONST" -> "LMODULE"*/
/*"ODECONST" -> "BMODULE"*/
/*"ODECONST" -> "RMODULE"*/
/*"ODECONST" -> "ALGEBRA"*/
/*"ODECONST" -> "MODULE"*/
/*"ODECONST" -> "ENTIRER"*/
/*"ODECONST" -> "RETRACT"*/
/*"ODECONST" -> "LINEXP"*/
/*"ODECONST" -> "CHARZ"*/
"ODECONST" -> "ACFS"
/*"ODECONST" -> "ACF"*/
/*"ODECONST" -> "FIELD"*/
/*"ODECONST" -> "UFD"*/
/*"ODECONST" -> "DIVRING"*/
/*"ODECONST" -> "RADCAT"*/
/*"ODECONST" -> "FS"*/
/*"ODECONST" -> "ES"*/
/*"ODECONST" -> "IEVALAB"*/
/*"ODECONST" -> "EVALAB"*/
/*"ODECONST" -> "PATAB"*/
/*"ODECONST" -> "KONVERT"*/
/*"ODECONST" -> "FPATMAB"*/
/*"ODECONST" -> "TYPE"*/
/*"ODECONST" -> "PATMAB"*/
/*"ODECONST" -> "FRETRCT"*/
/*"ODECONST" -> "GROUP"*/
/*"ODECONST" -> "PDRING"*/
/*"ODECONST" -> "FLINEXP"*/
/*"ODECONST" -> "CHARNZ"*/
/*"ODECONST" -> "TRANFUN"*/
/*"ODECONST" -> "TRIGCAT"*/
/*"ODECONST" -> "ATRIG"*/
/*"ODECONST" -> "HYPCAT"*/
/*"ODECONST" -> "AHYP"*/
/*"ODECONST" -> "ELEMFUN"*/
/*"ODECONST" -> "PRIMCAT"*/
/*"ODECONST" -> "LODOCAT"*/
/*"ODECONST" -> "OREPCAT"*/
/*"ODECONST" -> "ELTAB"*/
/*"ODECONST" -> "BOOLEAN"*/
/*"ODECONST" -> "INT"*/
/*"ODECONST" -> "LIST"*/
/*"ODECONST" -> "ILIST"*/
/*"ODECONST" -> "UPOLYC"*/
/*"ODECONST" -> "POLYCAT"*/
/*"ODECONST" -> "FAMR"*/
/*"ODECONST" -> "AMR"*/
/*"ODECONST" -> "PFECAT"*/
/*"ODECONST" -> "DIFRING"*/
/*"ODECONST" -> "DIFEXT"*/
/*"ODECONST" -> "STEP"*/
/*"ODECONST" -> "SINT"*/
/*"ODECONST" -> "NNI"*/

"ODEEF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODEEF"]
/*"ODEEF" -> "ORDSET"*/
/*"ODEEF" -> "SETCAT"*/
/*"ODEEF" -> "BASTYPE"*/
/*"ODEEF" -> "KOERCE"*/
/*"ODEEF" -> "EUCDOM"*/
/*"ODEEF" -> "PID"*/
/*"ODEEF" -> "GCDDOM"*/
/*"ODEEF" -> "INTDOM"*/
/*"ODEEF" -> "COMRING"*/
/*"ODEEF" -> "RING"*/
/*"ODEEF" -> "RNG"*/
/*"ODEEF" -> "ABELGRP"*/
/*"ODEEF" -> "CABMON"*/
/*"ODEEF" -> "ABELMON"*/
/*"ODEEF" -> "ABELSG"*/
/*"ODEEF" -> "SGROUP"*/
/*"ODEEF" -> "MONOID"*/
/*"ODEEF" -> "LMODULE"*/
/*"ODEEF" -> "BMODULE"*/
/*"ODEEF" -> "RMODULE"*/
/*"ODEEF" -> "ALGEBRA"*/
/*"ODEEF" -> "MODULE"*/
/*"ODEEF" -> "ENTIRER"*/
/*"ODEEF" -> "RETRACT"*/
/*"ODEEF" -> "LINEXP"*/
/*"ODEEF" -> "CHARZ"*/
"ODEEF" -> "ACFS"
/*"ODEEF" -> "ACF"*/
/*"ODEEF" -> "FIELD"*/
/*"ODEEF" -> "UFD"*/
/*"ODEEF" -> "DIVRING"*/
/*"ODEEF" -> "RADCAT"*/
/*"ODEEF" -> "FS"*/
/*"ODEEF" -> "ES"*/
/*"ODEEF" -> "IEVALAB"*/
/*"ODEEF" -> "EVALAB"*/
/*"ODEEF" -> "PATAB"*/
/*"ODEEF" -> "KONVERT"*/
/*"ODEEF" -> "FPATMAB"*/
/*"ODEEF" -> "TYPE"*/
/*"ODEEF" -> "PATMAB"*/
/*"ODEEF" -> "FRETRCT"*/
/*"ODEEF" -> "GROUP"*/
/*"ODEEF" -> "PDRING"*/
/*"ODEEF" -> "FLINEXP"*/
/*"ODEEF" -> "CHARNZ"*/
/*"ODEEF" -> "TRANFUN"*/
/*"ODEEF" -> "TRIGCAT"*/
/*"ODEEF" -> "ATRIG"*/
/*"ODEEF" -> "HYPCAT"*/
/*"ODEEF" -> "AHYP"*/
/*"ODEEF" -> "ELEMFUN"*/
/*"ODEEF" -> "PRIMCAT"*/
/*"ODEEF" -> "INT"*/
/*"ODEEF" -> "VECTOR"*/
/*"ODEEF" -> "IVECTOR"*/
/*"ODEEF" -> "IARRAY1"*/
/*"ODEEF" -> "SINT"*/
/*"ODEEF" -> "NNI"*/
/*"ODEEF" -> "LSAGG"*/
/*"ODEEF" -> "STAGG"*/
/*"ODEEF" -> "URAGG"*/
/*"ODEEF" -> "RCAGG"*/
/*"ODEEF" -> "HOAGG"*/
/*"ODEEF" -> "AGG"*/
/*"ODEEF" -> "LNAGG"*/
/*"ODEEF" -> "IXAGG"*/
/*"ODEEF" -> "ELTAGG"*/
/*"ODEEF" -> "ELTAB"*/
/*"ODEEF" -> "CLAGG"*/
/*"ODEEF" -> "FLAGG"*/
/*"ODEEF" -> "ELAGG"*/
/*"ODEEF" -> "OM"*/
/*"ODEEF" -> "LIST"*/
/*"ODEEF" -> "ILIST"*/
/*"ODEEF" -> "BOOLEAN"*/
/*"ODEEF" -> "VECTCAT"*/
/*"ODEEF" -> "A1AGG"*/
/*"ODEEF" -> "SYMBOL"*/
/*"ODEEF" -> "REF"*/
/*"ODEEF" -> "ALIST"*/
/*"ODEEF" -> "STRING"*/
/*"ODEEF" -> "CHAR"*/
/*"ODEEF" -> "OUTFORM"*/
/*"ODEEF" -> "PRIMARR"*/
/*"ODEEF" -> "A1AGG-"*/
/*"ODEEF" -> "ISTRING"*/
/*"ODEEF" -> "SRAGG-"*/
/*"ODEEF" -> "FLAGG-"*/
/*"ODEEF" -> "LNAGG-"*/
/*"ODEEF" -> "CACHSET"*/
/*"ODEEF" -> "LSAGG-"*/
/*"ODEEF" -> "STAGG-"*/
/*"ODEEF" -> "ELAGG-"*/
/*"ODEEF" -> "PI"*/
/*"ODEEF" -> "POLYCAT"*/
/*"ODEEF" -> "FAMR"*/
/*"ODEEF" -> "AMR"*/
/*"ODEEF" -> "PFECAT"*/

"ODEINT" [color="#FF4488",href="bookvol10.4.pdf#nameddest=ODEINT"]
/*"ODEINT" -> "ORDSET"*/
/*"ODEINT" -> "SETCAT"*/
/*"ODEINT" -> "BASTYPE"*/
/*"ODEINT" -> "KOERCE"*/
/*"ODEINT" -> "EUCDOM"*/
/*"ODEINT" -> "PID"*/
/*"ODEINT" -> "GCDDOM"*/
/*"ODEINT" -> "INTDOM"*/
/*"ODEINT" -> "COMRING"*/
/*"ODEINT" -> "RING"*/
/*"ODEINT" -> "RNG"*/
/*"ODEINT" -> "ABELGRP"*/
/*"ODEINT" -> "CABMON"*/
/*"ODEINT" -> "ABELMON"*/
/*"ODEINT" -> "ABELSG"*/
/*"ODEINT" -> "SGROUP"*/
/*"ODEINT" -> "MONOID"*/
/*"ODEINT" -> "LMODULE"*/
/*"ODEINT" -> "BMODULE"*/
/*"ODEINT" -> "RMODULE"*/
/*"ODEINT" -> "ALGEBRA"*/
/*"ODEINT" -> "MODULE"*/
/*"ODEINT" -> "ENTIRER"*/
/*"ODEINT" -> "RETRACT"*/
/*"ODEINT" -> "LINEXP"*/
/*"ODEINT" -> "CHARZ"*/
"ODEINT" -> "ACFS"
/*"ODEINT" -> "ACF"*/
/*"ODEINT" -> "FIELD"*/
/*"ODEINT" -> "UFD"*/
/*"ODEINT" -> "DIVRING"*/
/*"ODEINT" -> "RADCAT"*/
/*"ODEINT" -> "FS"*/
/*"ODEINT" -> "ES"*/
/*"ODEINT" -> "IEVALAB"*/
/*"ODEINT" -> "EVALAB"*/
/*"ODEINT" -> "PATAB"*/
/*"ODEINT" -> "KONVERT"*/
/*"ODEINT" -> "FPATMAB"*/
/*"ODEINT" -> "TYPE"*/
/*"ODEINT" -> "PATMAB"*/
/*"ODEINT" -> "FRETRCT"*/
/*"ODEINT" -> "GROUP"*/
/*"ODEINT" -> "PDRING"*/
/*"ODEINT" -> "FLINEXP"*/
/*"ODEINT" -> "CHARNZ"*/
/*"ODEINT" -> "TRANFUN"*/
/*"ODEINT" -> "TRIGCAT"*/
/*"ODEINT" -> "ATRIG"*/
/*"ODEINT" -> "HYPCAT"*/
/*"ODEINT" -> "AHYP"*/
/*"ODEINT" -> "ELEMFUN"*/
/*"ODEINT" -> "PRIMCAT"*/
/*"ODEINT" -> "INT"*/
/*"ODEINT" -> "LIST"*/
/*"ODEINT" -> "ILIST"*/
/*"ODEINT" -> "INS"*/
/*"ODEINT" -> "OINTDOM"*/
/*"ODEINT" -> "ORDRING"*/
/*"ODEINT" -> "OAGROUP"*/
/*"ODEINT" -> "OCAMON"*/
/*"ODEINT" -> "OAMON"*/
/*"ODEINT" -> "OASGP"*/
/*"ODEINT" -> "DIFRING"*/
/*"ODEINT" -> "CFCAT"*/
/*"ODEINT" -> "REAL"*/
/*"ODEINT" -> "STEP"*/
/*"ODEINT" -> "LSAGG"*/
/*"ODEINT" -> "STAGG"*/
/*"ODEINT" -> "URAGG"*/
/*"ODEINT" -> "RCAGG"*/
/*"ODEINT" -> "HOAGG"*/
/*"ODEINT" -> "AGG"*/
/*"ODEINT" -> "LNAGG"*/
/*"ODEINT" -> "IXAGG"*/
/*"ODEINT" -> "ELTAGG"*/
/*"ODEINT" -> "ELTAB"*/
/*"ODEINT" -> "CLAGG"*/
/*"ODEINT" -> "FLAGG"*/
/*"ODEINT" -> "ELAGG"*/
/*"ODEINT" -> "OM"*/
/*"ODEINT" -> "LSAGG-"*/
/*"ODEINT" -> "STAGG-"*/
/*"ODEINT" -> "ELAGG-"*/
/*"ODEINT" -> "CACHSET"*/
/*"ODEINT" -> "SYMBOL"*/
/*"ODEINT" -> "REF"*/
/*"ODEINT" -> "ALIST"*/
/*"ODEINT" -> "STRING"*/
/*"ODEINT" -> "CHAR"*/
/*"ODEINT" -> "SINT"*/
/*"ODEINT" -> "OUTFORM"*/
/*"ODEINT" -> "PRIMARR"*/
/*"ODEINT" -> "A1AGG-"*/
/*"ODEINT" -> "ISTRING"*/
/*"ODEINT" -> "SRAGG-"*/
/*"ODEINT" -> "FLAGG-"*/
/*"ODEINT" -> "LNAGG-"*/
/*"ODEINT" -> "NNI"*/

"QCMPACK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=QCMPACK"]
/*"QCMPACK" -> "GCDDOM"*/
/*"QCMPACK" -> "INTDOM"*/
/*"QCMPACK" -> "COMRING"*/
/*"QCMPACK" -> "RING"*/
/*"QCMPACK" -> "RNG"*/
/*"QCMPACK" -> "ABELGRP"*/
/*"QCMPACK" -> "CABMON"*/
/*"QCMPACK" -> "ABELMON"*/
/*"QCMPACK" -> "ABELSG"*/
/*"QCMPACK" -> "SETCAT"*/
/*"QCMPACK" -> "BASTYPE"*/
/*"QCMPACK" -> "KOERCE"*/
/*"QCMPACK" -> "SGROUP"*/
/*"QCMPACK" -> "MONOID"*/
/*"QCMPACK" -> "LMODULE"*/
/*"QCMPACK" -> "BMODULE"*/
/*"QCMPACK" -> "RMODULE"*/
/*"QCMPACK" -> "ALGEBRA"*/
/*"QCMPACK" -> "MODULE"*/
/*"QCMPACK" -> "ENTIRER"*/
/*"QCMPACK" -> "OAMONS"*/
/*"QCMPACK" -> "OCAMON"*/
/*"QCMPACK" -> "OAMON"*/
/*"QCMPACK" -> "OASGP"*/
/*"QCMPACK" -> "ORDSET"*/
/*"QCMPACK" -> "RPOLCAT"*/
/*"QCMPACK" -> "POLYCAT"*/
/*"QCMPACK" -> "PDRING"*/
/*"QCMPACK" -> "FAMR"*/
/*"QCMPACK" -> "AMR"*/
/*"QCMPACK" -> "CHARZ"*/
/*"QCMPACK" -> "CHARNZ"*/
/*"QCMPACK" -> "FRETRCT"*/
/*"QCMPACK" -> "RETRACT"*/
/*"QCMPACK" -> "EVALAB"*/
/*"QCMPACK" -> "IEVALAB"*/
/*"QCMPACK" -> "FLINEXP"*/
/*"QCMPACK" -> "LINEXP"*/
/*"QCMPACK" -> "KONVERT"*/
/*"QCMPACK" -> "PATMAB"*/
/*"QCMPACK" -> "PFECAT"*/
/*"QCMPACK" -> "UFD"*/
"QCMPACK" -> "RSETCAT"
/*"QCMPACK" -> "TSETCAT"*/
/*"QCMPACK" -> "PSETCAT"*/
/*"QCMPACK" -> "CLAGG"*/
/*"QCMPACK" -> "HOAGG"*/
/*"QCMPACK" -> "AGG"*/
/*"QCMPACK" -> "TYPE"*/
/*"QCMPACK" -> "INT"*/
/*"QCMPACK" -> "LIST"*/
/*"QCMPACK" -> "ILIST"*/
/*"QCMPACK" -> "LSAGG-"*/
/*"QCMPACK" -> "STAGG-"*/
/*"QCMPACK" -> "LSAGG"*/
/*"QCMPACK" -> "STAGG"*/
/*"QCMPACK" -> "URAGG"*/
/*"QCMPACK" -> "RCAGG"*/
/*"QCMPACK" -> "LNAGG"*/
/*"QCMPACK" -> "IXAGG"*/
/*"QCMPACK" -> "ELTAGG"*/
/*"QCMPACK" -> "ELTAB"*/
/*"QCMPACK" -> "FLAGG"*/
/*"QCMPACK" -> "ELAGG"*/
/*"QCMPACK" -> "OM"*/
/*"QCMPACK" -> "ELAGG-"*/
/*"QCMPACK" -> "FLAGG-"*/
/*"QCMPACK" -> "STRING"*/
/*"QCMPACK" -> "CHAR"*/
/*"QCMPACK" -> "SINT"*/
/*"QCMPACK" -> "OUTFORM"*/
/*"QCMPACK" -> "PRIMARR"*/
/*"QCMPACK" -> "A1AGG-"*/
/*"QCMPACK" -> "ISTRING"*/
/*"QCMPACK" -> "NNI"*/
/*"QCMPACK" -> "BOOLEAN"*/
/*"QCMPACK" -> "URAGG-"*/
/*"QCMPACK" -> "LNAGG-"*/
/*"QCMPACK" -> "RCAGG-"*/
/*"QCMPACK" -> "IXAGG-"*/
/*"QCMPACK" -> "CLAGG-"*/

"REGSET" [color="#88FF44",href="bookvol10.3.pdf#nameddest=REGSET"]
"REGSET" -> "RSETCAT"
/*"REGSET" -> "TSETCAT"*/
/*"REGSET" -> "PSETCAT"*/
/*"REGSET" -> "SETCAT"*/
/*"REGSET" -> "BASTYPE"*/
/*"REGSET" -> "KOERCE"*/
/*"REGSET" -> "CLAGG"*/
/*"REGSET" -> "HOAGG"*/
/*"REGSET" -> "AGG"*/
/*"REGSET" -> "TYPE"*/
/*"REGSET" -> "EVALAB"*/
/*"REGSET" -> "IEVALAB"*/
/*"REGSET" -> "KONVERT"*/
/*"REGSET" -> "GCDDOM"*/
/*"REGSET" -> "INTDOM"*/
/*"REGSET" -> "COMRING"*/
/*"REGSET" -> "RING"*/
/*"REGSET" -> "RNG"*/
/*"REGSET" -> "ABELGRP"*/
/*"REGSET" -> "CABMON"*/
/*"REGSET" -> "ABELMON"*/
/*"REGSET" -> "ABELSG"*/
/*"REGSET" -> "SGROUP"*/
/*"REGSET" -> "MONOID"*/
/*"REGSET" -> "LMODULE"*/
/*"REGSET" -> "BMODULE"*/
/*"REGSET" -> "RMODULE"*/
/*"REGSET" -> "ALGEBRA"*/
/*"REGSET" -> "MODULE"*/
/*"REGSET" -> "ENTIRER"*/
/*"REGSET" -> "OAMONS"*/
/*"REGSET" -> "OCAMON"*/
/*"REGSET" -> "OAMON"*/
/*"REGSET" -> "OASGP"*/
/*"REGSET" -> "ORDSET"*/
/*"REGSET" -> "RPOLCAT"*/
/*"REGSET" -> "POLYCAT"*/
/*"REGSET" -> "PDRING"*/
/*"REGSET" -> "FAMR"*/
/*"REGSET" -> "AMR"*/
/*"REGSET" -> "CHARZ"*/
/*"REGSET" -> "CHARNZ"*/
/*"REGSET" -> "FRETRCT"*/
/*"REGSET" -> "RETRACT"*/
/*"REGSET" -> "FLINEXP"*/
/*"REGSET" -> "LINEXP"*/
/*"REGSET" -> "PATMAB"*/
/*"REGSET" -> "PFECAT"*/
/*"REGSET" -> "UFD"*/
/*"REGSET" -> "INT"*/
/*"REGSET" -> "LIST"*/
/*"REGSET" -> "ILIST"*/
/*"REGSET" -> "LSAGG-"*/
/*"REGSET" -> "STAGG-"*/
/*"REGSET" -> "ELAGG-"*/
/*"REGSET" -> "FLAGG-"*/
/*"REGSET" -> "URAGG-"*/
/*"REGSET" -> "LNAGG-"*/
/*"REGSET" -> "RCAGG-"*/
/*"REGSET" -> "IXAGG-"*/
/*"REGSET" -> "LSAGG"*/
/*"REGSET" -> "STAGG"*/
/*"REGSET" -> "URAGG"*/
/*"REGSET" -> "RCAGG"*/
/*"REGSET" -> "LNAGG"*/
/*"REGSET" -> "IXAGG"*/
/*"REGSET" -> "ELTAGG"*/
/*"REGSET" -> "ELTAB"*/
/*"REGSET" -> "FLAGG"*/
/*"REGSET" -> "ELAGG"*/
/*"REGSET" -> "OM"*/
/*"REGSET" -> "BOOLEAN"*/
/*"REGSET" -> "INS-"*/
/*"REGSET" -> "CLAGG-"*/
/*"REGSET" -> "HOAGG-"*/
/*"REGSET" -> "ORDSET-"*/
/*"REGSET" -> "AGG-"*/
/*"REGSET" -> "ELTAGG-"*/
/*"REGSET" -> "SETCAT-"*/
/*"REGSET" -> "BASTYPE-"*/
/*"REGSET" -> "STRING"*/
/*"REGSET" -> "CHAR"*/
/*"REGSET" -> "SINT"*/
/*"REGSET" -> "OUTFORM"*/
/*"REGSET" -> "PRIMARR"*/
/*"REGSET" -> "A1AGG-"*/
/*"REGSET" -> "ISTRING"*/
/*"REGSET" -> "NNI"*/
/*"REGSET" -> "FINITE"*/

"REP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=REP"]
/*"REP" -> "INS"*/
/*"REP" -> "UFD"*/
/*"REP" -> "GCDDOM"*/
/*"REP" -> "INTDOM"*/
/*"REP" -> "COMRING"*/
/*"REP" -> "RING"*/
/*"REP" -> "RNG"*/
/*"REP" -> "ABELGRP"*/
/*"REP" -> "CABMON"*/
/*"REP" -> "ABELMON"*/
/*"REP" -> "ABELSG"*/
/*"REP" -> "SETCAT"*/
/*"REP" -> "BASTYPE"*/
/*"REP" -> "KOERCE"*/
/*"REP" -> "SGROUP"*/
/*"REP" -> "MONOID"*/
/*"REP" -> "LMODULE"*/
/*"REP" -> "BMODULE"*/
/*"REP" -> "RMODULE"*/
/*"REP" -> "ALGEBRA"*/
/*"REP" -> "MODULE"*/
/*"REP" -> "ENTIRER"*/
/*"REP" -> "EUCDOM"*/
/*"REP" -> "PID"*/
/*"REP" -> "OINTDOM"*/
/*"REP" -> "ORDRING"*/
/*"REP" -> "OAGROUP"*/
/*"REP" -> "OCAMON"*/
/*"REP" -> "OAMON"*/
/*"REP" -> "OASGP"*/
/*"REP" -> "ORDSET"*/
/*"REP" -> "DIFRING"*/
/*"REP" -> "KONVERT"*/
/*"REP" -> "RETRACT"*/
/*"REP" -> "LINEXP"*/
/*"REP" -> "PATMAB"*/
/*"REP" -> "CFCAT"*/
/*"REP" -> "REAL"*/
/*"REP" -> "CHARZ"*/
/*"REP" -> "STEP"*/
/*"REP" -> "POLYCAT"*/
/*"REP" -> "PDRING"*/
/*"REP" -> "FAMR"*/
/*"REP" -> "AMR"*/
/*"REP" -> "CHARNZ"*/
/*"REP" -> "FRETRCT"*/
/*"REP" -> "EVALAB"*/
/*"REP" -> "IEVALAB"*/
/*"REP" -> "FLINEXP"*/
/*"REP" -> "PFECAT"*/
/*"REP" -> "QFCAT"*/
/*"REP" -> "FIELD"*/
/*"REP" -> "DIVRING"*/
/*"REP" -> "FEVALAB"*/
/*"REP" -> "ELTAB"*/
/*"REP" -> "DIFEXT"*/
/*"REP" -> "PATAB"*/
/*"REP" -> "FPATMAB"*/
/*"REP" -> "TYPE"*/
/*"REP" -> "FS"*/
/*"REP" -> "ES"*/
/*"REP" -> "GROUP"*/
/*"REP" -> "OM"*/
/*"REP" -> "NNI"*/
/*"REP" -> "INT"*/
/*"REP" -> "SINT"*/
/*"REP" -> "SYMBOL"*/
/*"REP" -> "REF"*/
/*"REP" -> "ALIST"*/
/*"REP" -> "LIST"*/
/*"REP" -> "STRING"*/
/*"REP" -> "CHAR"*/
/*"REP" -> "OUTFORM"*/
/*"REP" -> "PRIMARR"*/
/*"REP" -> "A1AGG-"*/
/*"REP" -> "ISTRING"*/
/*"REP" -> "SRAGG-"*/
/*"REP" -> "FLAGG-"*/
/*"REP" -> "LNAGG-"*/
"REP" -> "ACFS"
/*"REP" -> "ACF"*/
/*"REP" -> "RADCAT"*/
/*"REP" -> "TRANFUN"*/
/*"REP" -> "TRIGCAT"*/
/*"REP" -> "ATRIG"*/
/*"REP" -> "HYPCAT"*/
/*"REP" -> "AHYP"*/
/*"REP" -> "ELEMFUN"*/
/*"REP" -> "COMBOPC"*/
/*"REP" -> "LFCAT"*/
/*"REP" -> "PRIMCAT"*/
/*"REP" -> "SPFCAT"*/
/*"REP" -> "ILIST"*/
/*"REP" -> "MATCAT"*/
/*"REP" -> "ARR2CAT"*/
/*"REP" -> "HOAGG"*/
/*"REP" -> "AGG"*/
/*"REP" -> "PI"*/
/*"REP" -> "LSAGG"*/
/*"REP" -> "STAGG"*/
/*"REP" -> "URAGG"*/
/*"REP" -> "RCAGG"*/
/*"REP" -> "LNAGG"*/
/*"REP" -> "IXAGG"*/
/*"REP" -> "ELTAGG"*/
/*"REP" -> "CLAGG"*/
/*"REP" -> "FLAGG"*/
/*"REP" -> "ELAGG"*/

"RGCHAIN" [color="#88FF44",href="bookvol10.3.pdf#nameddest=RGCHAIN"]
"RGCHAIN" -> "RSETCAT"
/*"RGCHAIN" -> "TSETCAT"*/
/*"RGCHAIN" -> "PSETCAT"*/
/*"RGCHAIN" -> "SETCAT"*/
/*"RGCHAIN" -> "BASTYPE"*/
/*"RGCHAIN" -> "KOERCE"*/
/*"RGCHAIN" -> "CLAGG"*/
/*"RGCHAIN" -> "HOAGG"*/
/*"RGCHAIN" -> "AGG"*/
/*"RGCHAIN" -> "TYPE"*/
/*"RGCHAIN" -> "EVALAB"*/
/*"RGCHAIN" -> "IEVALAB"*/
/*"RGCHAIN" -> "KONVERT"*/
/*"RGCHAIN" -> "ORDFIN"*/
/*"RGCHAIN" -> "ORDSET"*/
/*"RGCHAIN" -> "FINITE"*/
/*"RGCHAIN" -> "GCDDOM"*/
/*"RGCHAIN" -> "INTDOM"*/
/*"RGCHAIN" -> "COMRING"*/
/*"RGCHAIN" -> "RING"*/
/*"RGCHAIN" -> "RNG"*/
/*"RGCHAIN" -> "ABELGRP"*/
/*"RGCHAIN" -> "CABMON"*/
/*"RGCHAIN" -> "ABELMON"*/
/*"RGCHAIN" -> "ABELSG"*/
/*"RGCHAIN" -> "SGROUP"*/
/*"RGCHAIN" -> "MONOID"*/
/*"RGCHAIN" -> "LMODULE"*/
/*"RGCHAIN" -> "BMODULE"*/
/*"RGCHAIN" -> "RMODULE"*/
/*"RGCHAIN" -> "ALGEBRA"*/
/*"RGCHAIN" -> "MODULE"*/
/*"RGCHAIN" -> "ENTIRER"*/
/*"RGCHAIN" -> "RPOLCAT"*/
/*"RGCHAIN" -> "POLYCAT"*/
/*"RGCHAIN" -> "PDRING"*/
/*"RGCHAIN" -> "FAMR"*/
/*"RGCHAIN" -> "AMR"*/
/*"RGCHAIN" -> "CHARZ"*/
/*"RGCHAIN" -> "CHARNZ"*/
/*"RGCHAIN" -> "FRETRCT"*/
/*"RGCHAIN" -> "RETRACT"*/
/*"RGCHAIN" -> "FLINEXP"*/
/*"RGCHAIN" -> "LINEXP"*/
/*"RGCHAIN" -> "PATMAB"*/
/*"RGCHAIN" -> "PFECAT"*/
/*"RGCHAIN" -> "UFD"*/

"RSDCMPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RSDCMPK"]
/*"RSDCMPK" -> "GCDDOM"*/
/*"RSDCMPK" -> "INTDOM"*/
/*"RSDCMPK" -> "COMRING"*/
/*"RSDCMPK" -> "RING"*/
/*"RSDCMPK" -> "RNG"*/
/*"RSDCMPK" -> "ABELGRP"*/
/*"RSDCMPK" -> "CABMON"*/
/*"RSDCMPK" -> "ABELMON"*/
/*"RSDCMPK" -> "ABELSG"*/
/*"RSDCMPK" -> "SETCAT"*/
/*"RSDCMPK" -> "BASTYPE"*/
/*"RSDCMPK" -> "KOERCE"*/
/*"RSDCMPK" -> "SGROUP"*/
/*"RSDCMPK" -> "MONOID"*/
/*"RSDCMPK" -> "LMODULE"*/
/*"RSDCMPK" -> "BMODULE"*/
/*"RSDCMPK" -> "RMODULE"*/
/*"RSDCMPK" -> "ALGEBRA"*/
/*"RSDCMPK" -> "MODULE"*/
/*"RSDCMPK" -> "ENTIRER"*/
/*"RSDCMPK" -> "OAMONS"*/
/*"RSDCMPK" -> "OCAMON"*/
/*"RSDCMPK" -> "OAMON"*/
/*"RSDCMPK" -> "OASGP"*/
/*"RSDCMPK" -> "ORDSET"*/
/*"RSDCMPK" -> "RPOLCAT"*/
/*"RSDCMPK" -> "POLYCAT"*/
/*"RSDCMPK" -> "PDRING"*/
/*"RSDCMPK" -> "FAMR"*/
/*"RSDCMPK" -> "AMR"*/
/*"RSDCMPK" -> "CHARZ"*/
/*"RSDCMPK" -> "CHARNZ"*/
/*"RSDCMPK" -> "FRETRCT"*/
/*"RSDCMPK" -> "RETRACT"*/
/*"RSDCMPK" -> "EVALAB"*/
/*"RSDCMPK" -> "IEVALAB"*/
/*"RSDCMPK" -> "FLINEXP"*/
/*"RSDCMPK" -> "LINEXP"*/
/*"RSDCMPK" -> "KONVERT"*/
/*"RSDCMPK" -> "PATMAB"*/
/*"RSDCMPK" -> "PFECAT"*/
/*"RSDCMPK" -> "UFD"*/
"RSDCMPK" -> "RSETCAT"
/*"RSDCMPK" -> "TSETCAT"*/
/*"RSDCMPK" -> "PSETCAT"*/
/*"RSDCMPK" -> "CLAGG"*/
/*"RSDCMPK" -> "HOAGG"*/
/*"RSDCMPK" -> "AGG"*/
/*"RSDCMPK" -> "TYPE"*/
/*"RSDCMPK" -> "LSAGG"*/
/*"RSDCMPK" -> "STAGG"*/
/*"RSDCMPK" -> "URAGG"*/
/*"RSDCMPK" -> "RCAGG"*/
/*"RSDCMPK" -> "LNAGG"*/
/*"RSDCMPK" -> "IXAGG"*/
/*"RSDCMPK" -> "ELTAGG"*/
/*"RSDCMPK" -> "ELTAB"*/
/*"RSDCMPK" -> "FLAGG"*/
/*"RSDCMPK" -> "ELAGG"*/
/*"RSDCMPK" -> "OM"*/
/*"RSDCMPK" -> "INT"*/
/*"RSDCMPK" -> "LIST"*/
/*"RSDCMPK" -> "ILIST"*/
/*"RSDCMPK" -> "LSAGG-"*/
/*"RSDCMPK" -> "NNI"*/
/*"RSDCMPK" -> "STAGG-"*/
/*"RSDCMPK" -> "ELAGG-"*/
/*"RSDCMPK" -> "BOOLEAN"*/
/*"RSDCMPK" -> "STRING"*/
/*"RSDCMPK" -> "CHAR"*/
/*"RSDCMPK" -> "SINT"*/
/*"RSDCMPK" -> "OUTFORM"*/
/*"RSDCMPK" -> "PRIMARR"*/
/*"RSDCMPK" -> "A1AGG-"*/
/*"RSDCMPK" -> "ISTRING"*/
/*"RSDCMPK" -> "FLAGG-"*/

"SFRTCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SFRTCAT"]
"SFRTCAT" -> "RSETCAT"
/*"SFRTCAT" -> "TSETCAT"*/
/*"SFRTCAT" -> "PSETCAT"*/
/*"SFRTCAT" -> "SETCAT"*/
/*"SFRTCAT" -> "BASTYPE"*/
/*"SFRTCAT" -> "KOERCE"*/
/*"SFRTCAT" -> "CLAGG"*/
/*"SFRTCAT" -> "HOAGG"*/
/*"SFRTCAT" -> "AGG"*/
/*"SFRTCAT" -> "TYPE"*/
/*"SFRTCAT" -> "EVALAB"*/
/*"SFRTCAT" -> "IEVALAB"*/
/*"SFRTCAT" -> "KONVERT"*/

"SOLVERAD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SOLVERAD"]
/*"SOLVERAD" -> "EUCDOM"*/
/*"SOLVERAD" -> "PID"*/
/*"SOLVERAD" -> "GCDDOM"*/
/*"SOLVERAD" -> "INTDOM"*/
/*"SOLVERAD" -> "COMRING"*/
/*"SOLVERAD" -> "RING"*/
/*"SOLVERAD" -> "RNG"*/
/*"SOLVERAD" -> "ABELGRP"*/
/*"SOLVERAD" -> "CABMON"*/
/*"SOLVERAD" -> "ABELMON"*/
/*"SOLVERAD" -> "ABELSG"*/
/*"SOLVERAD" -> "SETCAT"*/
/*"SOLVERAD" -> "BASTYPE"*/
/*"SOLVERAD" -> "KOERCE"*/
/*"SOLVERAD" -> "SGROUP"*/
/*"SOLVERAD" -> "MONOID"*/
/*"SOLVERAD" -> "LMODULE"*/
/*"SOLVERAD" -> "BMODULE"*/
/*"SOLVERAD" -> "RMODULE"*/
/*"SOLVERAD" -> "ALGEBRA"*/
/*"SOLVERAD" -> "MODULE"*/
/*"SOLVERAD" -> "ENTIRER"*/
/*"SOLVERAD" -> "ORDSET"*/
/*"SOLVERAD" -> "CHARZ"*/
/*"SOLVERAD" -> "BOOLEAN"*/
/*"SOLVERAD" -> "FS"*/
/*"SOLVERAD" -> "ES"*/
/*"SOLVERAD" -> "RETRACT"*/
/*"SOLVERAD" -> "IEVALAB"*/
/*"SOLVERAD" -> "EVALAB"*/
/*"SOLVERAD" -> "PATAB"*/
/*"SOLVERAD" -> "KONVERT"*/
/*"SOLVERAD" -> "FPATMAB"*/
/*"SOLVERAD" -> "TYPE"*/
/*"SOLVERAD" -> "PATMAB"*/
/*"SOLVERAD" -> "FRETRCT"*/
/*"SOLVERAD" -> "GROUP"*/
/*"SOLVERAD" -> "PDRING"*/
/*"SOLVERAD" -> "FLINEXP"*/
/*"SOLVERAD" -> "LINEXP"*/
/*"SOLVERAD" -> "CHARNZ"*/
/*"SOLVERAD" -> "FIELD"*/
/*"SOLVERAD" -> "UFD"*/
/*"SOLVERAD" -> "DIVRING"*/
"SOLVERAD" -> "ACFS"
/*"SOLVERAD" -> "ACF"*/
/*"SOLVERAD" -> "RADCAT"*/
/*"SOLVERAD" -> "TRANFUN"*/
/*"SOLVERAD" -> "TRIGCAT"*/
/*"SOLVERAD" -> "ATRIG"*/
/*"SOLVERAD" -> "HYPCAT"*/
/*"SOLVERAD" -> "AHYP"*/
/*"SOLVERAD" -> "ELEMFUN"*/
/*"SOLVERAD" -> "COMBOPC"*/
/*"SOLVERAD" -> "CFCAT"*/
/*"SOLVERAD" -> "LFCAT"*/
/*"SOLVERAD" -> "PRIMCAT"*/
/*"SOLVERAD" -> "SPFCAT"*/
/*"SOLVERAD" -> "SYMBOL"*/
/*"SOLVERAD" -> "INT"*/
/*"SOLVERAD" -> "REF"*/
/*"SOLVERAD" -> "ALIST"*/
/*"SOLVERAD" -> "LIST"*/
/*"SOLVERAD" -> "STRING"*/
/*"SOLVERAD" -> "CHAR"*/
/*"SOLVERAD" -> "SINT"*/
/*"SOLVERAD" -> "OUTFORM"*/
/*"SOLVERAD" -> "PRIMARR"*/
/*"SOLVERAD" -> "A1AGG-"*/
/*"SOLVERAD" -> "ISTRING"*/
/*"SOLVERAD" -> "SRAGG-"*/
/*"SOLVERAD" -> "FLAGG-"*/
/*"SOLVERAD" -> "LNAGG-"*/
/*"SOLVERAD" -> "POLYCAT"*/
/*"SOLVERAD" -> "FAMR"*/
/*"SOLVERAD" -> "AMR"*/
/*"SOLVERAD" -> "PFECAT"*/
/*"SOLVERAD" -> "NNI"*/
/*"SOLVERAD" -> "ILIST"*/
/*"SOLVERAD" -> "LSAGG-"*/
/*"SOLVERAD" -> "STAGG-"*/
/*"SOLVERAD" -> "LSAGG"*/
/*"SOLVERAD" -> "STAGG"*/
/*"SOLVERAD" -> "URAGG"*/
/*"SOLVERAD" -> "RCAGG"*/
/*"SOLVERAD" -> "HOAGG"*/
/*"SOLVERAD" -> "AGG"*/
/*"SOLVERAD" -> "LNAGG"*/
/*"SOLVERAD" -> "IXAGG"*/
/*"SOLVERAD" -> "ELTAGG"*/
/*"SOLVERAD" -> "ELTAB"*/
/*"SOLVERAD" -> "CLAGG"*/
/*"SOLVERAD" -> "FLAGG"*/
/*"SOLVERAD" -> "ELAGG"*/
/*"SOLVERAD" -> "OM"*/
/*"SOLVERAD" -> "ELAGG-"*/
/*"SOLVERAD" -> "PI"*/

"SULS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SULS"]
/*"SULS" -> "RING"*/
/*"SULS" -> "RNG"*/
/*"SULS" -> "ABELGRP"*/
/*"SULS" -> "CABMON"*/
/*"SULS" -> "ABELMON"*/
/*"SULS" -> "ABELSG"*/
/*"SULS" -> "SETCAT"*/
/*"SULS" -> "BASTYPE"*/
/*"SULS" -> "KOERCE"*/
/*"SULS" -> "SGROUP"*/
/*"SULS" -> "MONOID"*/
/*"SULS" -> "LMODULE"*/
"SULS" -> "ULSCCAT"
/*"SULS" -> "ULSCAT"*/
/*"SULS" -> "UPSCAT"*/
/*"SULS" -> "PSCAT"*/
/*"SULS" -> "AMR"*/
/*"SULS" -> "BMODULE"*/
/*"SULS" -> "RMODULE"*/
/*"SULS" -> "COMRING"*/
/*"SULS" -> "ALGEBRA"*/
/*"SULS" -> "MODULE"*/
/*"SULS" -> "CHARZ"*/
/*"SULS" -> "CHARNZ"*/
/*"SULS" -> "INTDOM"*/
/*"SULS" -> "ENTIRER"*/
/*"SULS" -> "ELTAB"*/
/*"SULS" -> "DIFRING"*/
/*"SULS" -> "PDRING"*/
/*"SULS" -> "RADCAT"*/
/*"SULS" -> "TRANFUN"*/
/*"SULS" -> "TRIGCAT"*/
/*"SULS" -> "ATRIG"*/
/*"SULS" -> "HYPCAT"*/
/*"SULS" -> "AHYP"*/
/*"SULS" -> "ELEMFUN"*/
/*"SULS" -> "FIELD"*/
/*"SULS" -> "EUCDOM"*/
/*"SULS" -> "PID"*/
/*"SULS" -> "GCDDOM"*/
/*"SULS" -> "UFD"*/
/*"SULS" -> "DIVRING"*/
/*"SULS" -> "RETRACT"*/
/*"SULS" -> "QFCAT"*/
/*"SULS" -> "FEVALAB"*/
/*"SULS" -> "EVALAB"*/
/*"SULS" -> "IEVALAB"*/
/*"SULS" -> "DIFEXT"*/
/*"SULS" -> "FLINEXP"*/
/*"SULS" -> "LINEXP"*/
/*"SULS" -> "PATAB"*/
/*"SULS" -> "KONVERT"*/
/*"SULS" -> "FPATMAB"*/
/*"SULS" -> "TYPE"*/
/*"SULS" -> "PATMAB"*/
/*"SULS" -> "STEP"*/
/*"SULS" -> "ORDSET"*/
/*"SULS" -> "OINTDOM"*/
/*"SULS" -> "ORDRING"*/
/*"SULS" -> "OAGROUP"*/
/*"SULS" -> "OCAMON"*/
/*"SULS" -> "OAMON"*/
/*"SULS" -> "OASGP"*/
/*"SULS" -> "REAL"*/
/*"SULS" -> "PFECAT"*/
/*"SULS" -> "INT"*/
/*"SULS" -> "NNI"*/
/*"SULS" -> "BOOLEAN"*/
/*"SULS" -> "POLYCAT"*/
/*"SULS" -> "FAMR"*/
/*"SULS" -> "FRETRCT"*/
/*"SULS" -> "INS"*/
/*"SULS" -> "CFCAT"*/
/*"SULS" -> "UTSCAT"*/
/*"SULS" -> "OAMONS"*/
/*"SULS" -> "FPS"*/
/*"SULS" -> "RNS"*/
/*"SULS" -> "UPOLYC"*/
/*"SULS" -> "OM"*/

"SUPXS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SUPXS"]
/*"SUPXS" -> "RING"*/
/*"SUPXS" -> "RNG"*/
/*"SUPXS" -> "ABELGRP"*/
/*"SUPXS" -> "CABMON"*/
/*"SUPXS" -> "ABELMON"*/
/*"SUPXS" -> "ABELSG"*/
/*"SUPXS" -> "SETCAT"*/
/*"SUPXS" -> "BASTYPE"*/
/*"SUPXS" -> "KOERCE"*/
/*"SUPXS" -> "SGROUP"*/
/*"SUPXS" -> "MONOID"*/
/*"SUPXS" -> "LMODULE"*/
/*"SUPXS" -> "UPXSCCA"*/
/*"SUPXS" -> "UPXSCAT"*/
/*"SUPXS" -> "UPSCAT"*/
/*"SUPXS" -> "PSCAT"*/
/*"SUPXS" -> "AMR"*/
/*"SUPXS" -> "BMODULE"*/
/*"SUPXS" -> "RMODULE"*/
/*"SUPXS" -> "COMRING"*/
/*"SUPXS" -> "ALGEBRA"*/
/*"SUPXS" -> "MODULE"*/
/*"SUPXS" -> "CHARZ"*/
/*"SUPXS" -> "CHARNZ"*/
/*"SUPXS" -> "INTDOM"*/
/*"SUPXS" -> "ENTIRER"*/
/*"SUPXS" -> "ELTAB"*/
/*"SUPXS" -> "DIFRING"*/
/*"SUPXS" -> "PDRING"*/
/*"SUPXS" -> "RADCAT"*/
/*"SUPXS" -> "TRANFUN"*/
/*"SUPXS" -> "TRIGCAT"*/
/*"SUPXS" -> "ATRIG"*/
/*"SUPXS" -> "HYPCAT"*/
/*"SUPXS" -> "AHYP"*/
/*"SUPXS" -> "ELEMFUN"*/
/*"SUPXS" -> "FIELD"*/
/*"SUPXS" -> "EUCDOM"*/
/*"SUPXS" -> "PID"*/
/*"SUPXS" -> "GCDDOM"*/
/*"SUPXS" -> "UFD"*/
/*"SUPXS" -> "DIVRING"*/
/*"SUPXS" -> "RETRACT"*/
"SUPXS" -> "ULSCCAT"
/*"SUPXS" -> "ULSCAT"*/
/*"SUPXS" -> "QFCAT"*/
/*"SUPXS" -> "FEVALAB"*/
/*"SUPXS" -> "EVALAB"*/
/*"SUPXS" -> "IEVALAB"*/
/*"SUPXS" -> "DIFEXT"*/
/*"SUPXS" -> "FLINEXP"*/
/*"SUPXS" -> "LINEXP"*/
/*"SUPXS" -> "PATAB"*/
/*"SUPXS" -> "KONVERT"*/
/*"SUPXS" -> "FPATMAB"*/
/*"SUPXS" -> "TYPE"*/
/*"SUPXS" -> "PATMAB"*/
/*"SUPXS" -> "STEP"*/
/*"SUPXS" -> "ORDSET"*/
/*"SUPXS" -> "OINTDOM"*/
/*"SUPXS" -> "ORDRING"*/
/*"SUPXS" -> "OAGROUP"*/
/*"SUPXS" -> "OCAMON"*/
/*"SUPXS" -> "OAMON"*/
/*"SUPXS" -> "OASGP"*/
/*"SUPXS" -> "REAL"*/
/*"SUPXS" -> "PFECAT"*/
/*"SUPXS" -> "INS"*/
/*"SUPXS" -> "CFCAT"*/
/*"SUPXS" -> "INT"*/
/*"SUPXS" -> "NNI"*/
/*"SUPXS" -> "OM"*/

"UFPS1" [color="#FF4488",href="bookvol10.4.pdf#nameddest=UFPS1"]
"UFPS1" -> "UFPS" /* imported by macro */
/*"UFPS1" -> "RING"*/
/*"UFPS1" -> "RNG"*/
/*"UFPS1" -> "ABELGRP"*/
/*"UFPS1" -> "CABMON"*/
/*"UFPS1" -> "ABELMON"*/
/*"UFPS1" -> "ABELSG"*/
/*"UFPS1" -> "SETCAT"*/
/*"UFPS1" -> "BASTYPE"*/
/*"UFPS1" -> "KOERCE"*/
/*"UFPS1" -> "SGROUP"*/
/*"UFPS1" -> "MONOID"*/
/*"UFPS1" -> "LMODULE"*/

"ULS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ULS"]
/*"ULS" -> "RING"*/
/*"ULS" -> "RNG"*/
/*"ULS" -> "ABELGRP"*/
/*"ULS" -> "CABMON"*/
/*"ULS" -> "ABELMON"*/
/*"ULS" -> "ABELSG"*/
/*"ULS" -> "SETCAT"*/
/*"ULS" -> "BASTYPE"*/
/*"ULS" -> "KOERCE"*/
/*"ULS" -> "SGROUP"*/
/*"ULS" -> "MONOID"*/
/*"ULS" -> "LMODULE"*/
"ULS" -> "ULSCCAT"
/*"ULS" -> "ULSCAT"*/
/*"ULS" -> "UPSCAT"*/
/*"ULS" -> "PSCAT"*/
/*"ULS" -> "AMR"*/
/*"ULS" -> "BMODULE"*/
/*"ULS" -> "RMODULE"*/
/*"ULS" -> "COMRING"*/
/*"ULS" -> "ALGEBRA"*/
/*"ULS" -> "MODULE"*/
/*"ULS" -> "CHARZ"*/
/*"ULS" -> "CHARNZ"*/
/*"ULS" -> "INTDOM"*/
/*"ULS" -> "ENTIRER"*/
/*"ULS" -> "ELTAB"*/
/*"ULS" -> "DIFRING"*/
/*"ULS" -> "PDRING"*/
/*"ULS" -> "RADCAT"*/
/*"ULS" -> "TRANFUN"*/
/*"ULS" -> "TRIGCAT"*/
/*"ULS" -> "ATRIG"*/
/*"ULS" -> "HYPCAT"*/
/*"ULS" -> "AHYP"*/
/*"ULS" -> "ELEMFUN"*/
/*"ULS" -> "FIELD"*/
/*"ULS" -> "EUCDOM"*/
/*"ULS" -> "PID"*/
/*"ULS" -> "GCDDOM"*/
/*"ULS" -> "UFD"*/
/*"ULS" -> "DIVRING"*/
/*"ULS" -> "RETRACT"*/
/*"ULS" -> "QFCAT"*/
/*"ULS" -> "FEVALAB"*/
/*"ULS" -> "EVALAB"*/
/*"ULS" -> "IEVALAB"*/
/*"ULS" -> "DIFEXT"*/
/*"ULS" -> "FLINEXP"*/
/*"ULS" -> "LINEXP"*/
/*"ULS" -> "PATAB"*/
/*"ULS" -> "KONVERT"*/
/*"ULS" -> "FPATMAB"*/
/*"ULS" -> "TYPE"*/
/*"ULS" -> "PATMAB"*/
/*"ULS" -> "STEP"*/
/*"ULS" -> "ORDSET"*/
/*"ULS" -> "OINTDOM"*/
/*"ULS" -> "ORDRING"*/
/*"ULS" -> "OAGROUP"*/
/*"ULS" -> "OCAMON"*/
/*"ULS" -> "OAMON"*/
/*"ULS" -> "OASGP"*/
/*"ULS" -> "REAL"*/
/*"ULS" -> "PFECAT"*/
/*"ULS" -> "INT"*/
/*"ULS" -> "UTSCAT"*/
/*"ULS" -> "OAMONS"*/
/*"ULS" -> "FPS"*/
/*"ULS" -> "RNS"*/
/*"ULS" -> "INS"*/
/*"ULS" -> "CFCAT"*/
/*"ULS" -> "UPOLYC"*/
/*"ULS" -> "POLYCAT"*/
/*"ULS" -> "FAMR"*/
/*"ULS" -> "FRETRCT"*/
/*"ULS" -> "OM"*/

"ULSCONS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=ULSCONS"]
"ULSCONS" -> "ULSCCAT"
/*"ULSCONS" -> "ULSCAT"*/
/*"ULSCONS" -> "UPSCAT"*/
/*"ULSCONS" -> "PSCAT"*/
/*"ULSCONS" -> "AMR"*/
/*"ULSCONS" -> "RING"*/
/*"ULSCONS" -> "RNG"*/
/*"ULSCONS" -> "ABELGRP"*/
/*"ULSCONS" -> "CABMON"*/
/*"ULSCONS" -> "ABELMON"*/
/*"ULSCONS" -> "ABELSG"*/
/*"ULSCONS" -> "SETCAT"*/
/*"ULSCONS" -> "BASTYPE"*/
/*"ULSCONS" -> "KOERCE"*/
/*"ULSCONS" -> "SGROUP"*/
/*"ULSCONS" -> "MONOID"*/
/*"ULSCONS" -> "LMODULE"*/
/*"ULSCONS" -> "BMODULE"*/
/*"ULSCONS" -> "RMODULE"*/
/*"ULSCONS" -> "COMRING"*/
/*"ULSCONS" -> "ALGEBRA"*/
/*"ULSCONS" -> "MODULE"*/
/*"ULSCONS" -> "CHARZ"*/
/*"ULSCONS" -> "CHARNZ"*/
/*"ULSCONS" -> "INTDOM"*/
/*"ULSCONS" -> "ENTIRER"*/
/*"ULSCONS" -> "ELTAB"*/
/*"ULSCONS" -> "DIFRING"*/
/*"ULSCONS" -> "PDRING"*/
/*"ULSCONS" -> "RADCAT"*/
/*"ULSCONS" -> "TRANFUN"*/
/*"ULSCONS" -> "TRIGCAT"*/
/*"ULSCONS" -> "ATRIG"*/
/*"ULSCONS" -> "HYPCAT"*/
/*"ULSCONS" -> "AHYP"*/
/*"ULSCONS" -> "ELEMFUN"*/
/*"ULSCONS" -> "FIELD"*/
/*"ULSCONS" -> "EUCDOM"*/
/*"ULSCONS" -> "PID"*/
/*"ULSCONS" -> "GCDDOM"*/
/*"ULSCONS" -> "UFD"*/
/*"ULSCONS" -> "DIVRING"*/
/*"ULSCONS" -> "RETRACT"*/
/*"ULSCONS" -> "QFCAT"*/
/*"ULSCONS" -> "FEVALAB"*/
/*"ULSCONS" -> "EVALAB"*/
/*"ULSCONS" -> "IEVALAB"*/
/*"ULSCONS" -> "DIFEXT"*/
/*"ULSCONS" -> "FLINEXP"*/
/*"ULSCONS" -> "LINEXP"*/
/*"ULSCONS" -> "PATAB"*/
/*"ULSCONS" -> "KONVERT"*/
/*"ULSCONS" -> "FPATMAB"*/
/*"ULSCONS" -> "TYPE"*/
/*"ULSCONS" -> "PATMAB"*/
/*"ULSCONS" -> "STEP"*/
/*"ULSCONS" -> "ORDSET"*/
/*"ULSCONS" -> "OINTDOM"*/
/*"ULSCONS" -> "ORDRING"*/
/*"ULSCONS" -> "OAGROUP"*/
/*"ULSCONS" -> "OCAMON"*/
/*"ULSCONS" -> "OAMON"*/
/*"ULSCONS" -> "OASGP"*/
/*"ULSCONS" -> "REAL"*/
/*"ULSCONS" -> "PFECAT"*/
/*"ULSCONS" -> "UTSCAT"*/
/*"ULSCONS" -> "INT"*/
/*"ULSCONS" -> "NNI"*/
/*"ULSCONS" -> "BOOLEAN"*/
/*"ULSCONS" -> "INS-"*/
/*"ULSCONS" -> "EUCDOM-"*/
/*"ULSCONS" -> "UFD-"*/
/*"ULSCONS" -> "GCDDOM-"*/
/*"ULSCONS" -> "INTDOM-"*/
/*"ULSCONS" -> "ALGEBRA-"*/
/*"ULSCONS" -> "DIFRING-"*/
/*"ULSCONS" -> "ORDRING-"*/
/*"ULSCONS" -> "MODULE-"*/
/*"ULSCONS" -> "RING-"*/
/*"ULSCONS" -> "ABELGRP-"*/
/*"ULSCONS" -> "OAMONS"*/
/*"ULSCONS" -> "POLYCAT"*/
/*"ULSCONS" -> "FAMR"*/
/*"ULSCONS" -> "FRETRCT"*/
/*"ULSCONS" -> "ABELMON-"*/
/*"ULSCONS" -> "SYMBOL"*/
/*"ULSCONS" -> "REF"*/
/*"ULSCONS" -> "ALIST"*/
/*"ULSCONS" -> "LIST"*/
/*"ULSCONS" -> "STRING"*/
/*"ULSCONS" -> "CHAR"*/
/*"ULSCONS" -> "SINT"*/
/*"ULSCONS" -> "OUTFORM"*/
/*"ULSCONS" -> "PRIMARR"*/
/*"ULSCONS" -> "A1AGG-"*/
/*"ULSCONS" -> "ISTRING"*/
/*"ULSCONS" -> "SRAGG-"*/
/*"ULSCONS" -> "FLAGG-"*/
/*"ULSCONS" -> "LNAGG-"*/
/*"ULSCONS" -> "INS"*/
/*"ULSCONS" -> "CFCAT"*/
/*"ULSCONS" -> "LSAGG"*/
/*"ULSCONS" -> "STAGG"*/
/*"ULSCONS" -> "URAGG"*/
/*"ULSCONS" -> "RCAGG"*/
/*"ULSCONS" -> "HOAGG"*/
/*"ULSCONS" -> "AGG"*/
/*"ULSCONS" -> "LNAGG"*/
/*"ULSCONS" -> "IXAGG"*/
/*"ULSCONS" -> "ELTAGG"*/
/*"ULSCONS" -> "CLAGG"*/
/*"ULSCONS" -> "FLAGG"*/
/*"ULSCONS" -> "ELAGG"*/
/*"ULSCONS" -> "OM"*/
/*"ULSCONS" -> "ILIST"*/
/*"ULSCONS" -> "LSAGG-"*/
/*"ULSCONS" -> "STAGG-"*/
/*"ULSCONS" -> "ELAGG-"*/
/*"ULSCONS" -> "URAGG-"*/
/*"ULSCONS" -> "RCAGG-"*/
/*"ULSCONS" -> "IXAGG-"*/
/*"ULSCONS" -> "PRIMCAT"*/
"ULSCONS" -> "ACFS"
/*"ULSCONS" -> "ACF"*/
/*"ULSCONS" -> "FS"*/
/*"ULSCONS" -> "ES"*/
/*"ULSCONS" -> "GROUP"*/
/*"ULSCONS" -> "FPS"*/
/*"ULSCONS" -> "RNS"*/
/*"ULSCONS" -> "UPOLYC"*/

"UPXS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UPXS"]
/*"UPXS" -> "RING"*/
/*"UPXS" -> "RNG"*/
/*"UPXS" -> "ABELGRP"*/
/*"UPXS" -> "CABMON"*/
/*"UPXS" -> "ABELMON"*/
/*"UPXS" -> "ABELSG"*/
/*"UPXS" -> "SETCAT"*/
/*"UPXS" -> "BASTYPE"*/
/*"UPXS" -> "KOERCE"*/
/*"UPXS" -> "SGROUP"*/
/*"UPXS" -> "MONOID"*/
/*"UPXS" -> "LMODULE"*/
/*"UPXS" -> "UPXSCCA"*/
/*"UPXS" -> "UPXSCAT"*/
/*"UPXS" -> "UPSCAT"*/
/*"UPXS" -> "PSCAT"*/
/*"UPXS" -> "AMR"*/
/*"UPXS" -> "BMODULE"*/
/*"UPXS" -> "RMODULE"*/
/*"UPXS" -> "COMRING"*/
/*"UPXS" -> "ALGEBRA"*/
/*"UPXS" -> "MODULE"*/
/*"UPXS" -> "CHARZ"*/
/*"UPXS" -> "CHARNZ"*/
/*"UPXS" -> "INTDOM"*/
/*"UPXS" -> "ENTIRER"*/
/*"UPXS" -> "ELTAB"*/
/*"UPXS" -> "DIFRING"*/
/*"UPXS" -> "PDRING"*/
/*"UPXS" -> "RADCAT"*/
/*"UPXS" -> "TRANFUN"*/
/*"UPXS" -> "TRIGCAT"*/
/*"UPXS" -> "ATRIG"*/
/*"UPXS" -> "HYPCAT"*/
/*"UPXS" -> "AHYP"*/
/*"UPXS" -> "ELEMFUN"*/
/*"UPXS" -> "FIELD"*/
/*"UPXS" -> "EUCDOM"*/
/*"UPXS" -> "PID"*/
/*"UPXS" -> "GCDDOM"*/
/*"UPXS" -> "UFD"*/
/*"UPXS" -> "DIVRING"*/
/*"UPXS" -> "RETRACT"*/
"UPXS" -> "ULSCCAT"
/*"UPXS" -> "ULSCAT"*/
/*"UPXS" -> "QFCAT"*/
/*"UPXS" -> "FEVALAB"*/
/*"UPXS" -> "EVALAB"*/
/*"UPXS" -> "IEVALAB"*/
/*"UPXS" -> "DIFEXT"*/
/*"UPXS" -> "FLINEXP"*/
/*"UPXS" -> "LINEXP"*/
/*"UPXS" -> "PATAB"*/
/*"UPXS" -> "KONVERT"*/
/*"UPXS" -> "FPATMAB"*/
/*"UPXS" -> "TYPE"*/
/*"UPXS" -> "PATMAB"*/
/*"UPXS" -> "STEP"*/
/*"UPXS" -> "ORDSET"*/
/*"UPXS" -> "OINTDOM"*/
/*"UPXS" -> "ORDRING"*/
/*"UPXS" -> "OAGROUP"*/
/*"UPXS" -> "OCAMON"*/
/*"UPXS" -> "OAMON"*/
/*"UPXS" -> "OASGP"*/
/*"UPXS" -> "REAL"*/
/*"UPXS" -> "PFECAT"*/
/*"UPXS" -> "INS"*/
/*"UPXS" -> "CFCAT"*/
/*"UPXS" -> "INT"*/
/*"UPXS" -> "INS-"*/
/*"UPXS" -> "NNI"*/
/*"UPXS" -> "PI"*/
/*"UPXS" -> "BOOLEAN"*/
/*"UPXS" -> "LIST"*/
/*"UPXS" -> "ILIST"*/
/*"UPXS" -> "SINT"*/
/*"UPXS" -> "LSAGG"*/
/*"UPXS" -> "STAGG"*/
/*"UPXS" -> "URAGG"*/
/*"UPXS" -> "RCAGG"*/
/*"UPXS" -> "HOAGG"*/
/*"UPXS" -> "AGG"*/
/*"UPXS" -> "LNAGG"*/
/*"UPXS" -> "IXAGG"*/
/*"UPXS" -> "ELTAGG"*/
/*"UPXS" -> "CLAGG"*/
/*"UPXS" -> "FLAGG"*/
/*"UPXS" -> "ELAGG"*/
/*"UPXS" -> "OM"*/
/*"UPXS" -> "LSAGG-"*/
/*"UPXS" -> "SYMBOL"*/
/*"UPXS" -> "REF"*/
/*"UPXS" -> "ALIST"*/
/*"UPXS" -> "STRING"*/
/*"UPXS" -> "CHAR"*/
/*"UPXS" -> "OUTFORM"*/
/*"UPXS" -> "PRIMARR"*/
/*"UPXS" -> "A1AGG-"*/
/*"UPXS" -> "ISTRING"*/
/*"UPXS" -> "SRAGG-"*/
/*"UPXS" -> "FLAGG-"*/
/*"UPXS" -> "LNAGG-"*/

"UPXSCONS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UPXSCONS"]
/*"UPXSCONS" -> "UPXSCCA"*/
/*"UPXSCONS" -> "UPXSCAT"*/
/*"UPXSCONS" -> "UPSCAT"*/
/*"UPXSCONS" -> "PSCAT"*/
/*"UPXSCONS" -> "AMR"*/
/*"UPXSCONS" -> "RING"*/
/*"UPXSCONS" -> "RNG"*/
/*"UPXSCONS" -> "ABELGRP"*/
/*"UPXSCONS" -> "CABMON"*/
/*"UPXSCONS" -> "ABELMON"*/
/*"UPXSCONS" -> "ABELSG"*/
/*"UPXSCONS" -> "SETCAT"*/
/*"UPXSCONS" -> "BASTYPE"*/
/*"UPXSCONS" -> "KOERCE"*/
/*"UPXSCONS" -> "SGROUP"*/
/*"UPXSCONS" -> "MONOID"*/
/*"UPXSCONS" -> "LMODULE"*/
/*"UPXSCONS" -> "BMODULE"*/
/*"UPXSCONS" -> "RMODULE"*/
/*"UPXSCONS" -> "COMRING"*/
/*"UPXSCONS" -> "ALGEBRA"*/
/*"UPXSCONS" -> "MODULE"*/
/*"UPXSCONS" -> "CHARZ"*/
/*"UPXSCONS" -> "CHARNZ"*/
/*"UPXSCONS" -> "INTDOM"*/
/*"UPXSCONS" -> "ENTIRER"*/
/*"UPXSCONS" -> "ELTAB"*/
/*"UPXSCONS" -> "DIFRING"*/
/*"UPXSCONS" -> "PDRING"*/
/*"UPXSCONS" -> "RADCAT"*/
/*"UPXSCONS" -> "TRANFUN"*/
/*"UPXSCONS" -> "TRIGCAT"*/
/*"UPXSCONS" -> "ATRIG"*/
/*"UPXSCONS" -> "HYPCAT"*/
/*"UPXSCONS" -> "AHYP"*/
/*"UPXSCONS" -> "ELEMFUN"*/
/*"UPXSCONS" -> "FIELD"*/
/*"UPXSCONS" -> "EUCDOM"*/
/*"UPXSCONS" -> "PID"*/
/*"UPXSCONS" -> "GCDDOM"*/
/*"UPXSCONS" -> "UFD"*/
/*"UPXSCONS" -> "DIVRING"*/
/*"UPXSCONS" -> "RETRACT"*/
/*"UPXSCONS" -> "ULSCAT"*/
/*"UPXSCONS" -> "INS"*/
/*"UPXSCONS" -> "OINTDOM"*/
/*"UPXSCONS" -> "ORDRING"*/
/*"UPXSCONS" -> "OAGROUP"*/
/*"UPXSCONS" -> "OCAMON"*/
/*"UPXSCONS" -> "OAMON"*/
/*"UPXSCONS" -> "OASGP"*/
/*"UPXSCONS" -> "ORDSET"*/
/*"UPXSCONS" -> "KONVERT"*/
/*"UPXSCONS" -> "LINEXP"*/
/*"UPXSCONS" -> "PATMAB"*/
/*"UPXSCONS" -> "CFCAT"*/
/*"UPXSCONS" -> "REAL"*/
/*"UPXSCONS" -> "STEP"*/
/*"UPXSCONS" -> "OM"*/
/*"UPXSCONS" -> "INT"*/
/*"UPXSCONS" -> "NNI"*/
/*"UPXSCONS" -> "PI"*/
/*"UPXSCONS" -> "INS-"*/
/*"UPXSCONS" -> "EUCDOM-"*/
/*"UPXSCONS" -> "UFD-"*/
/*"UPXSCONS" -> "GCDDOM-"*/
/*"UPXSCONS" -> "SYMBOL"*/
/*"UPXSCONS" -> "REF"*/
/*"UPXSCONS" -> "ALIST"*/
/*"UPXSCONS" -> "LIST"*/
/*"UPXSCONS" -> "STRING"*/
/*"UPXSCONS" -> "CHAR"*/
/*"UPXSCONS" -> "SINT"*/
/*"UPXSCONS" -> "OUTFORM"*/
/*"UPXSCONS" -> "PRIMARR"*/
/*"UPXSCONS" -> "A1AGG-"*/
/*"UPXSCONS" -> "ISTRING"*/
/*"UPXSCONS" -> "SRAGG-"*/
/*"UPXSCONS" -> "FLAGG-"*/
/*"UPXSCONS" -> "LNAGG-"*/
/*"UPXSCONS" -> "LSAGG"*/
/*"UPXSCONS" -> "STAGG"*/
/*"UPXSCONS" -> "URAGG"*/
/*"UPXSCONS" -> "RCAGG"*/
/*"UPXSCONS" -> "HOAGG"*/
/*"UPXSCONS" -> "AGG"*/
/*"UPXSCONS" -> "TYPE"*/
/*"UPXSCONS" -> "EVALAB"*/
/*"UPXSCONS" -> "IEVALAB"*/
/*"UPXSCONS" -> "LNAGG"*/
/*"UPXSCONS" -> "IXAGG"*/
/*"UPXSCONS" -> "ELTAGG"*/
/*"UPXSCONS" -> "CLAGG"*/
/*"UPXSCONS" -> "FLAGG"*/
/*"UPXSCONS" -> "ELAGG"*/
/*"UPXSCONS" -> "ILIST"*/
/*"UPXSCONS" -> "LSAGG-"*/
/*"UPXSCONS" -> "STAGG-"*/
/*"UPXSCONS" -> "ELAGG-"*/
/*"UPXSCONS" -> "URAGG-"*/
/*"UPXSCONS" -> "RCAGG-"*/
/*"UPXSCONS" -> "IXAGG-"*/
/*"UPXSCONS" -> "PRIMCAT"*/
"UPXSCONS" -> "ACFS"
/*"UPXSCONS" -> "ACF"*/
/*"UPXSCONS" -> "FS"*/
/*"UPXSCONS" -> "ES"*/
/*"UPXSCONS" -> "PATAB"*/
/*"UPXSCONS" -> "FPATMAB"*/
/*"UPXSCONS" -> "FRETRCT"*/
/*"UPXSCONS" -> "GROUP"*/
/*"UPXSCONS" -> "FLINEXP"*/
/*"UPXSCONS" -> "QFCAT"*/
/*"UPXSCONS" -> "FEVALAB"*/
/*"UPXSCONS" -> "DIFEXT"*/
/*"UPXSCONS" -> "PFECAT"*/

"UTS" [color="#88FF44",href="bookvol10.3.pdf#nameddest=UTS"]
/*"UTS" -> "RING"*/
/*"UTS" -> "RNG"*/
/*"UTS" -> "ABELGRP"*/
/*"UTS" -> "CABMON"*/
/*"UTS" -> "ABELMON"*/
/*"UTS" -> "ABELSG"*/
/*"UTS" -> "SETCAT"*/
/*"UTS" -> "BASTYPE"*/
/*"UTS" -> "KOERCE"*/
/*"UTS" -> "SGROUP"*/
/*"UTS" -> "MONOID"*/
/*"UTS" -> "LMODULE"*/
/*"UTS" -> "UTSCAT"*/
/*"UTS" -> "UPSCAT"*/
/*"UTS" -> "PSCAT"*/
/*"UTS" -> "AMR"*/
/*"UTS" -> "BMODULE"*/
/*"UTS" -> "RMODULE"*/
/*"UTS" -> "COMRING"*/
/*"UTS" -> "ALGEBRA"*/
/*"UTS" -> "MODULE"*/
/*"UTS" -> "CHARZ"*/
/*"UTS" -> "CHARNZ"*/
/*"UTS" -> "INTDOM"*/
/*"UTS" -> "ENTIRER"*/
/*"UTS" -> "ELTAB"*/
/*"UTS" -> "DIFRING"*/
/*"UTS" -> "PDRING"*/
/*"UTS" -> "RADCAT"*/
/*"UTS" -> "TRANFUN"*/
/*"UTS" -> "TRIGCAT"*/
/*"UTS" -> "ATRIG"*/
/*"UTS" -> "HYPCAT"*/
/*"UTS" -> "AHYP"*/
/*"UTS" -> "ELEMFUN"*/
/*"UTS" -> "NNI"*/
/*"UTS" -> "INT"*/
/*"UTS" -> "BOOLEAN"*/
/*"UTS" -> "SINT"*/
/*"UTS" -> "PI"*/
/*"UTS" -> "SYMBOL"*/
/*"UTS" -> "REF"*/
/*"UTS" -> "ALIST"*/
/*"UTS" -> "LIST"*/
/*"UTS" -> "STRING"*/
/*"UTS" -> "CHAR"*/
/*"UTS" -> "OUTFORM"*/
/*"UTS" -> "PRIMARR"*/
/*"UTS" -> "A1AGG-"*/
/*"UTS" -> "ISTRING"*/
/*"UTS" -> "SRAGG-"*/
/*"UTS" -> "FLAGG-"*/
/*"UTS" -> "LNAGG-"*/
/*"UTS" -> "FIELD"*/
/*"UTS" -> "EUCDOM"*/
/*"UTS" -> "PID"*/
/*"UTS" -> "GCDDOM"*/
/*"UTS" -> "UFD"*/
/*"UTS" -> "DIVRING"*/
/*"UTS" -> "INS"*/
/*"UTS" -> "OINTDOM"*/
/*"UTS" -> "ORDRING"*/
/*"UTS" -> "OAGROUP"*/
/*"UTS" -> "OCAMON"*/
/*"UTS" -> "OAMON"*/
/*"UTS" -> "OASGP"*/
/*"UTS" -> "ORDSET"*/
/*"UTS" -> "KONVERT"*/
/*"UTS" -> "RETRACT"*/
/*"UTS" -> "LINEXP"*/
/*"UTS" -> "PATMAB"*/
/*"UTS" -> "CFCAT"*/
/*"UTS" -> "REAL"*/
/*"UTS" -> "STEP"*/
/*"UTS" -> "QFCAT"*/
/*"UTS" -> "FEVALAB"*/
/*"UTS" -> "EVALAB"*/
/*"UTS" -> "IEVALAB"*/
/*"UTS" -> "DIFEXT"*/
/*"UTS" -> "FLINEXP"*/
/*"UTS" -> "PATAB"*/
/*"UTS" -> "FPATMAB"*/
/*"UTS" -> "TYPE"*/
/*"UTS" -> "PFECAT"*/
/*"UTS" -> "OM"*/
/*"UTS" -> "LSAGG"*/
/*"UTS" -> "STAGG"*/
/*"UTS" -> "URAGG"*/
/*"UTS" -> "RCAGG"*/
/*"UTS" -> "HOAGG"*/
/*"UTS" -> "AGG"*/
/*"UTS" -> "LNAGG"*/
/*"UTS" -> "IXAGG"*/
/*"UTS" -> "ELTAGG"*/
/*"UTS" -> "CLAGG"*/
/*"UTS" -> "FLAGG"*/
/*"UTS" -> "ELAGG"*/
/*"UTS" -> "ILIST"*/
/*"UTS" -> "LSAGG-"*/
/*"UTS" -> "STAGG-"*/
/*"UTS" -> "ELAGG-"*/
/*"UTS" -> "URAGG-"*/
/*"UTS" -> "RCAGG-"*/
/*"UTS" -> "IXAGG-"*/
/*"UTS" -> "PRIMCAT"*/
"UTS" -> "ACFS"
/*"UTS" -> "ACF"*/
/*"UTS" -> "FS"*/
/*"UTS" -> "ES"*/
/*"UTS" -> "FRETRCT"*/
/*"UTS" -> "GROUP"*/
/*"UTS" -> "OAMONS"*/

/* layer 19 */
/* EXPRSOL SFRTCAT */

"RECOP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RECOP"]
"RECOP" -> "EXPRSOL"     /* by loadlib */
/*"RECOP" -> "UFPS"*/    /* by loadlib */
/*"RECOP" -> "UTSSOL"*/  /* by loadlib */
/*"RECOP" -> "ORDSET"*/
/*"RECOP" -> "SETCAT"*/
/*"RECOP" -> "BASTYPE"*/
/*"RECOP" -> "KOERCE"*/
/*"RECOP" -> "INTDOM"*/
/*"RECOP" -> "COMRING"*/
/*"RECOP" -> "RING"*/
/*"RECOP" -> "RNG"*/
/*"RECOP" -> "ABELGRP"*/
/*"RECOP" -> "CABMON"*/
/*"RECOP" -> "ABELMON"*/
/*"RECOP" -> "ABELSG"*/
/*"RECOP" -> "SGROUP"*/
/*"RECOP" -> "MONOID"*/
/*"RECOP" -> "LMODULE"*/
/*"RECOP" -> "BMODULE"*/
/*"RECOP" -> "RMODULE"*/
/*"RECOP" -> "ALGEBRA"*/
/*"RECOP" -> "MODULE"*/
/*"RECOP" -> "ENTIRER"*/
/*"RECOP" -> "KONVERT"*/
/*"RECOP" -> "FS"*/
/*"RECOP" -> "ES"*/
/*"RECOP" -> "RETRACT"*/
/*"RECOP" -> "IEVALAB"*/
/*"RECOP" -> "EVALAB"*/
/*"RECOP" -> "PATAB"*/
/*"RECOP" -> "FPATMAB"*/
/*"RECOP" -> "TYPE"*/
/*"RECOP" -> "PATMAB"*/
/*"RECOP" -> "FRETRCT"*/
/*"RECOP" -> "GROUP"*/
/*"RECOP" -> "PDRING"*/
/*"RECOP" -> "FLINEXP"*/
/*"RECOP" -> "LINEXP"*/
/*"RECOP" -> "CHARZ"*/
/*"RECOP" -> "CHARNZ"*/
/*"RECOP" -> "FIELD"*/
/*"RECOP" -> "EUCDOM"*/
/*"RECOP" -> "PID"*/
/*"RECOP" -> "GCDDOM"*/
/*"RECOP" -> "UFD"*/
/*"RECOP" -> "DIVRING"*/
/*"RECOP" -> "COMBOPC"*/
/*"RECOP" -> "CFCAT"*/
/*"RECOP" -> "SYMBOL"*/
/*"RECOP" -> "INT"*/
/*"RECOP" -> "REF"*/
/*"RECOP" -> "ALIST"*/
/*"RECOP" -> "LIST"*/
/*"RECOP" -> "STRING"*/
/*"RECOP" -> "CHAR"*/
/*"RECOP" -> "SINT"*/
/*"RECOP" -> "OUTFORM"*/
/*"RECOP" -> "PRIMARR"*/
/*"RECOP" -> "A1AGG-"*/
/*"RECOP" -> "ISTRING"*/
/*"RECOP" -> "SRAGG-"*/
/*"RECOP" -> "FLAGG-"*/
/*"RECOP" -> "LNAGG-"*/
/*"RECOP" -> "PI"*/
/*"RECOP" -> "NNI"*/
/*"RECOP" -> "ILIST"*/
/*"RECOP" -> "LSAGG-"*/
/*"RECOP" -> "STAGG-"*/
/*"RECOP" -> "LSAGG"*/
/*"RECOP" -> "STAGG"*/
/*"RECOP" -> "URAGG"*/
/*"RECOP" -> "RCAGG"*/
/*"RECOP" -> "HOAGG"*/
/*"RECOP" -> "AGG"*/
/*"RECOP" -> "LNAGG"*/
/*"RECOP" -> "IXAGG"*/
/*"RECOP" -> "ELTAGG"*/
/*"RECOP" -> "ELTAB"*/
/*"RECOP" -> "CLAGG"*/
/*"RECOP" -> "FLAGG"*/
/*"RECOP" -> "ELAGG"*/
/*"RECOP" -> "OM"*/
/*"RECOP" -> "ELAGG-"*/
/*"RECOP" -> "URAGG-"*/
/*"RECOP" -> "RCAGG-"*/
/*"RECOP" -> "IXAGG-"*/
/*"RECOP" -> "CLAGG-"*/
/*"RECOP" -> "MONOID-"*/
/*"RECOP" -> "ABELMON-"*/
/*"RECOP" -> "ORDSET-"*/
/*"RECOP" -> "SGROUP-"*/
/*"RECOP" -> "ABELSG-"*/
/*"RECOP" -> "SETCAT-"*/
/*"RECOP" -> "BASTYPE-"*/
/*"RECOP" -> "UPOLYC"*/
/*"RECOP" -> "POLYCAT"*/
/*"RECOP" -> "FAMR"*/
/*"RECOP" -> "AMR"*/
/*"RECOP" -> "PFECAT"*/
/*"RECOP" -> "DIFRING"*/
/*"RECOP" -> "DIFEXT"*/
/*"RECOP" -> "STEP"*/
/*"RECOP" -> "BOOLEAN"*/
/*"RECOP" -> "CACHSET"*/
/*"RECOP" -> "INS-"*/

"IRURPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=IRURPK"]
/*"IRURPK" -> "EUCDOM"*/
/*"IRURPK" -> "PID"*/
/*"IRURPK" -> "GCDDOM"*/
/*"IRURPK" -> "INTDOM"*/
/*"IRURPK" -> "COMRING"*/
/*"IRURPK" -> "RING"*/
/*"IRURPK" -> "RNG"*/
/*"IRURPK" -> "ABELGRP"*/
/*"IRURPK" -> "CABMON"*/
/*"IRURPK" -> "ABELMON"*/
/*"IRURPK" -> "ABELSG"*/
/*"IRURPK" -> "SETCAT"*/
/*"IRURPK" -> "BASTYPE"*/
/*"IRURPK" -> "KOERCE"*/
/*"IRURPK" -> "SGROUP"*/
/*"IRURPK" -> "MONOID"*/
/*"IRURPK" -> "LMODULE"*/
/*"IRURPK" -> "BMODULE"*/
/*"IRURPK" -> "RMODULE"*/
/*"IRURPK" -> "ALGEBRA"*/
/*"IRURPK" -> "MODULE"*/
/*"IRURPK" -> "ENTIRER"*/
/*"IRURPK" -> "CHARZ"*/
/*"IRURPK" -> "OAMONS"*/
/*"IRURPK" -> "OCAMON"*/
/*"IRURPK" -> "OAMON"*/
/*"IRURPK" -> "OASGP"*/
/*"IRURPK" -> "ORDSET"*/
/*"IRURPK" -> "RPOLCAT"*/
/*"IRURPK" -> "POLYCAT"*/
/*"IRURPK" -> "PDRING"*/
/*"IRURPK" -> "FAMR"*/
/*"IRURPK" -> "AMR"*/
/*"IRURPK" -> "CHARNZ"*/
/*"IRURPK" -> "FRETRCT"*/
/*"IRURPK" -> "RETRACT"*/
/*"IRURPK" -> "EVALAB"*/
/*"IRURPK" -> "IEVALAB"*/
/*"IRURPK" -> "FLINEXP"*/
/*"IRURPK" -> "LINEXP"*/
/*"IRURPK" -> "KONVERT"*/
/*"IRURPK" -> "PATMAB"*/
/*"IRURPK" -> "PFECAT"*/
/*"IRURPK" -> "UFD"*/
"IRURPK" -> "SFRTCAT"
/*"IRURPK" -> "RSETCAT"*/
/*"IRURPK" -> "TSETCAT"*/
/*"IRURPK" -> "PSETCAT"*/
/*"IRURPK" -> "CLAGG"*/
/*"IRURPK" -> "HOAGG"*/
/*"IRURPK" -> "AGG"*/
/*"IRURPK" -> "TYPE"*/
/*"IRURPK" -> "NNI"*/
/*"IRURPK" -> "INT"*/
/*"IRURPK" -> "LSAGG"*/
/*"IRURPK" -> "STAGG"*/
/*"IRURPK" -> "URAGG"*/
/*"IRURPK" -> "RCAGG"*/
/*"IRURPK" -> "LNAGG"*/
/*"IRURPK" -> "IXAGG"*/
/*"IRURPK" -> "ELTAGG"*/
/*"IRURPK" -> "ELTAB"*/
/*"IRURPK" -> "FLAGG"*/
/*"IRURPK" -> "ELAGG"*/
/*"IRURPK" -> "OM"*/
/*"IRURPK" -> "LIST"*/
/*"IRURPK" -> "ILIST"*/
/*"IRURPK" -> "LSAGG-"*/
/*"IRURPK" -> "STAGG-"*/
/*"IRURPK" -> "ELAGG-"*/
/*"IRURPK" -> "FLAGG-"*/
/*"IRURPK" -> "URAGG-"*/
/*"IRURPK" -> "LNAGG-"*/
/*"IRURPK" -> "RCAGG-"*/
/*"IRURPK" -> "IXAGG-"*/
/*"IRURPK" -> "CLAGG-"*/
/*"IRURPK" -> "BOOLEAN"*/

"LAZM3PK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LAZM3PK"]
/*"LAZM3PK" -> "GCDDOM"*/
/*"LAZM3PK" -> "INTDOM"*/
/*"LAZM3PK" -> "COMRING"*/
/*"LAZM3PK" -> "RING"*/
/*"LAZM3PK" -> "RNG"*/
/*"LAZM3PK" -> "ABELGRP"*/
/*"LAZM3PK" -> "CABMON"*/
/*"LAZM3PK" -> "ABELMON"*/
/*"LAZM3PK" -> "ABELSG"*/
/*"LAZM3PK" -> "SETCAT"*/
/*"LAZM3PK" -> "BASTYPE"*/
/*"LAZM3PK" -> "KOERCE"*/
/*"LAZM3PK" -> "SGROUP"*/
/*"LAZM3PK" -> "MONOID"*/
/*"LAZM3PK" -> "LMODULE"*/
/*"LAZM3PK" -> "BMODULE"*/
/*"LAZM3PK" -> "RMODULE"*/
/*"LAZM3PK" -> "ALGEBRA"*/
/*"LAZM3PK" -> "MODULE"*/
/*"LAZM3PK" -> "ENTIRER"*/
/*"LAZM3PK" -> "OAMONS"*/
/*"LAZM3PK" -> "OCAMON"*/
/*"LAZM3PK" -> "OAMON"*/
/*"LAZM3PK" -> "OASGP"*/
/*"LAZM3PK" -> "ORDSET"*/
/*"LAZM3PK" -> "RPOLCAT"*/
/*"LAZM3PK" -> "POLYCAT"*/
/*"LAZM3PK" -> "PDRING"*/
/*"LAZM3PK" -> "FAMR"*/
/*"LAZM3PK" -> "AMR"*/
/*"LAZM3PK" -> "CHARZ"*/
/*"LAZM3PK" -> "CHARNZ"*/
/*"LAZM3PK" -> "FRETRCT"*/
/*"LAZM3PK" -> "RETRACT"*/
/*"LAZM3PK" -> "EVALAB"*/
/*"LAZM3PK" -> "IEVALAB"*/
/*"LAZM3PK" -> "FLINEXP"*/
/*"LAZM3PK" -> "LINEXP"*/
/*"LAZM3PK" -> "KONVERT"*/
/*"LAZM3PK" -> "PATMAB"*/
/*"LAZM3PK" -> "PFECAT"*/
/*"LAZM3PK" -> "UFD"*/
/*"LAZM3PK" -> "RSETCAT"*/
/*"LAZM3PK" -> "TSETCAT"*/
/*"LAZM3PK" -> "PSETCAT"*/
/*"LAZM3PK" -> "CLAGG"*/
/*"LAZM3PK" -> "HOAGG"*/
/*"LAZM3PK" -> "AGG"*/
/*"LAZM3PK" -> "TYPE"*/
"LAZM3PK" -> "SFRTCAT"
/*"LAZM3PK" -> "INT"*/
/*"LAZM3PK" -> "LIST"*/
/*"LAZM3PK" -> "ILIST"*/
/*"LAZM3PK" -> "LSAGG-"*/
/*"LAZM3PK" -> "STAGG-"*/
/*"LAZM3PK" -> "ELAGG-"*/
/*"LAZM3PK" -> "FLAGG-"*/
/*"LAZM3PK" -> "BOOLEAN"*/

"LEXTRIPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=LEXTRIPK"]
/*"LEXTRIPK" -> "GCDDOM"*/
/*"LEXTRIPK" -> "INTDOM"*/
/*"LEXTRIPK" -> "COMRING"*/
/*"LEXTRIPK" -> "RING"*/
/*"LEXTRIPK" -> "RNG"*/
/*"LEXTRIPK" -> "ABELGRP"*/
/*"LEXTRIPK" -> "CABMON"*/
/*"LEXTRIPK" -> "ABELMON"*/
/*"LEXTRIPK" -> "ABELSG"*/
/*"LEXTRIPK" -> "SETCAT"*/
/*"LEXTRIPK" -> "BASTYPE"*/
/*"LEXTRIPK" -> "KOERCE"*/
/*"LEXTRIPK" -> "SGROUP"*/
/*"LEXTRIPK" -> "MONOID"*/
/*"LEXTRIPK" -> "LMODULE"*/
/*"LEXTRIPK" -> "BMODULE"*/
/*"LEXTRIPK" -> "RMODULE"*/
/*"LEXTRIPK" -> "ALGEBRA"*/
/*"LEXTRIPK" -> "MODULE"*/
/*"LEXTRIPK" -> "ENTIRER"*/
/*"LEXTRIPK" -> "ORDFIN"*/
/*"LEXTRIPK" -> "ORDSET"*/
/*"LEXTRIPK" -> "FINITE"*/
/*"LEXTRIPK" -> "LSAGG"*/
/*"LEXTRIPK" -> "STAGG"*/
/*"LEXTRIPK" -> "URAGG"*/
/*"LEXTRIPK" -> "RCAGG"*/
/*"LEXTRIPK" -> "HOAGG"*/
/*"LEXTRIPK" -> "AGG"*/
/*"LEXTRIPK" -> "TYPE"*/
/*"LEXTRIPK" -> "EVALAB"*/
/*"LEXTRIPK" -> "IEVALAB"*/
/*"LEXTRIPK" -> "LNAGG"*/
/*"LEXTRIPK" -> "IXAGG"*/
/*"LEXTRIPK" -> "ELTAGG"*/
/*"LEXTRIPK" -> "ELTAB"*/
/*"LEXTRIPK" -> "CLAGG"*/
/*"LEXTRIPK" -> "KONVERT"*/
/*"LEXTRIPK" -> "FLAGG"*/
/*"LEXTRIPK" -> "ELAGG"*/
/*"LEXTRIPK" -> "OM"*/
/*"LEXTRIPK" -> "INT"*/
/*"LEXTRIPK" -> "LIST"*/
/*"LEXTRIPK" -> "ILIST"*/
/*"LEXTRIPK" -> "LSAGG-"*/
/*"LEXTRIPK" -> "STAGG-"*/
/*"LEXTRIPK" -> "ELAGG-"*/
/*"LEXTRIPK" -> "FLAGG-"*/
/*"LEXTRIPK" -> "URAGG-"*/
/*"LEXTRIPK" -> "LNAGG-"*/
/*"LEXTRIPK" -> "RCAGG-"*/
/*"LEXTRIPK" -> "IXAGG-"*/
/*"LEXTRIPK" -> "CLAGG-"*/
/*"LEXTRIPK" -> "BOOLEAN"*/
"LEXTRIPK" -> "SFRTCAT"
/*"LEXTRIPK" -> "RSETCAT"*/
/*"LEXTRIPK" -> "TSETCAT"*/
/*"LEXTRIPK" -> "PSETCAT"*/

"NORMPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=NORMPK"]
/*"NORMPK" -> "GCDDOM"*/
/*"NORMPK" -> "INTDOM"*/
/*"NORMPK" -> "COMRING"*/
/*"NORMPK" -> "RING"*/
/*"NORMPK" -> "RNG"*/
/*"NORMPK" -> "ABELGRP"*/
/*"NORMPK" -> "CABMON"*/
/*"NORMPK" -> "ABELMON"*/
/*"NORMPK" -> "ABELSG"*/
/*"NORMPK" -> "SETCAT"*/
/*"NORMPK" -> "BASTYPE"*/
/*"NORMPK" -> "KOERCE"*/
/*"NORMPK" -> "SGROUP"*/
/*"NORMPK" -> "MONOID"*/
/*"NORMPK" -> "LMODULE"*/
/*"NORMPK" -> "BMODULE"*/
/*"NORMPK" -> "RMODULE"*/
/*"NORMPK" -> "ALGEBRA"*/
/*"NORMPK" -> "MODULE"*/
/*"NORMPK" -> "ENTIRER"*/
/*"NORMPK" -> "OAMONS"*/
/*"NORMPK" -> "OCAMON"*/
/*"NORMPK" -> "OAMON"*/
/*"NORMPK" -> "OASGP"*/
/*"NORMPK" -> "ORDSET"*/
/*"NORMPK" -> "RPOLCAT"*/
/*"NORMPK" -> "POLYCAT"*/
/*"NORMPK" -> "PDRING"*/
/*"NORMPK" -> "FAMR"*/
/*"NORMPK" -> "AMR"*/
/*"NORMPK" -> "CHARZ"*/
/*"NORMPK" -> "CHARNZ"*/
/*"NORMPK" -> "FRETRCT"*/
/*"NORMPK" -> "RETRACT"*/
/*"NORMPK" -> "EVALAB"*/
/*"NORMPK" -> "IEVALAB"*/
/*"NORMPK" -> "FLINEXP"*/
/*"NORMPK" -> "LINEXP"*/
/*"NORMPK" -> "KONVERT"*/
/*"NORMPK" -> "PATMAB"*/
/*"NORMPK" -> "PFECAT"*/
/*"NORMPK" -> "UFD"*/
/*"NORMPK" -> "RSETCAT"*/
/*"NORMPK" -> "TSETCAT"*/
/*"NORMPK" -> "PSETCAT"*/
/*"NORMPK" -> "CLAGG"*/
/*"NORMPK" -> "HOAGG"*/
/*"NORMPK" -> "AGG"*/
/*"NORMPK" -> "TYPE"*/
"NORMPK" -> "SFRTCAT"
/*"NORMPK" -> "STRING"*/
/*"NORMPK" -> "CHAR"*/
/*"NORMPK" -> "SINT"*/
/*"NORMPK" -> "OUTFORM"*/
/*"NORMPK" -> "LIST"*/
/*"NORMPK" -> "INT"*/
/*"NORMPK" -> "PRIMARR"*/
/*"NORMPK" -> "A1AGG-"*/
/*"NORMPK" -> "ISTRING"*/
/*"NORMPK" -> "NNI"*/
/*"NORMPK" -> "BOOLEAN"*/
/*"NORMPK" -> "ILIST"*/
/*"NORMPK" -> "LSAGG-"*/
/*"NORMPK" -> "STAGG-"*/

"RURPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=RURPK"]
/*"RURPK" -> "EUCDOM"*/
/*"RURPK" -> "PID"*/
/*"RURPK" -> "GCDDOM"*/
/*"RURPK" -> "INTDOM"*/
/*"RURPK" -> "COMRING"*/
/*"RURPK" -> "RING"*/
/*"RURPK" -> "RNG"*/
/*"RURPK" -> "ABELGRP"*/
/*"RURPK" -> "CABMON"*/
/*"RURPK" -> "ABELMON"*/
/*"RURPK" -> "ABELSG"*/
/*"RURPK" -> "SETCAT"*/
/*"RURPK" -> "BASTYPE"*/
/*"RURPK" -> "KOERCE"*/
/*"RURPK" -> "SGROUP"*/
/*"RURPK" -> "MONOID"*/
/*"RURPK" -> "LMODULE"*/
/*"RURPK" -> "BMODULE"*/
/*"RURPK" -> "RMODULE"*/
/*"RURPK" -> "ALGEBRA"*/
/*"RURPK" -> "MODULE"*/
/*"RURPK" -> "ENTIRER"*/
/*"RURPK" -> "CHARZ"*/
/*"RURPK" -> "SYMBOL"*/
/*"RURPK" -> "INT"*/
/*"RURPK" -> "REF"*/
/*"RURPK" -> "ALIST"*/
/*"RURPK" -> "LIST"*/
/*"RURPK" -> "STRING"*/
/*"RURPK" -> "CHAR"*/
/*"RURPK" -> "SINT"*/
/*"RURPK" -> "OUTFORM"*/
/*"RURPK" -> "PRIMARR"*/
/*"RURPK" -> "A1AGG-"*/
/*"RURPK" -> "ISTRING"*/
/*"RURPK" -> "SRAGG-"*/
/*"RURPK" -> "FLAGG-"*/
/*"RURPK" -> "LNAGG-"*/
/*"RURPK" -> "ILIST"*/
/*"RURPK" -> "LSAGG-"*/
/*"RURPK" -> "STAGG-"*/
/*"RURPK" -> "ELAGG-"*/
/*"RURPK" -> "ORDFIN"*/
/*"RURPK" -> "ORDSET"*/
/*"RURPK" -> "FINITE"*/
/*"RURPK" -> "LSAGG"*/
/*"RURPK" -> "STAGG"*/
/*"RURPK" -> "URAGG"*/
/*"RURPK" -> "RCAGG"*/
/*"RURPK" -> "HOAGG"*/
/*"RURPK" -> "AGG"*/
/*"RURPK" -> "TYPE"*/
/*"RURPK" -> "EVALAB"*/
/*"RURPK" -> "IEVALAB"*/
/*"RURPK" -> "LNAGG"*/
/*"RURPK" -> "IXAGG"*/
/*"RURPK" -> "ELTAGG"*/
/*"RURPK" -> "ELTAB"*/
/*"RURPK" -> "CLAGG"*/
/*"RURPK" -> "KONVERT"*/
/*"RURPK" -> "FLAGG"*/
/*"RURPK" -> "ELAGG"*/
/*"RURPK" -> "OM"*/
/*"RURPK" -> "URAGG-"*/
/*"RURPK" -> "RCAGG-"*/
/*"RURPK" -> "IXAGG-"*/
/*"RURPK" -> "CLAGG-"*/
/*"RURPK" -> "BOOLEAN"*/
"RURPK" -> "SFRTCAT"
/*"RURPK" -> "RSETCAT"*/
/*"RURPK" -> "TSETCAT"*/
/*"RURPK" -> "PSETCAT"*/

"SFRGCD" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SFRGCD"]
/*"SFRGCD" -> "GCDDOM"*/
/*"SFRGCD" -> "INTDOM"*/
/*"SFRGCD" -> "COMRING"*/
/*"SFRGCD" -> "RING"*/
/*"SFRGCD" -> "RNG"*/
/*"SFRGCD" -> "ABELGRP"*/
/*"SFRGCD" -> "CABMON"*/
/*"SFRGCD" -> "ABELMON"*/
/*"SFRGCD" -> "ABELSG"*/
/*"SFRGCD" -> "SETCAT"*/
/*"SFRGCD" -> "BASTYPE"*/
/*"SFRGCD" -> "KOERCE"*/
/*"SFRGCD" -> "SGROUP"*/
/*"SFRGCD" -> "MONOID"*/
/*"SFRGCD" -> "LMODULE"*/
/*"SFRGCD" -> "BMODULE"*/
/*"SFRGCD" -> "RMODULE"*/
/*"SFRGCD" -> "ALGEBRA"*/
/*"SFRGCD" -> "MODULE"*/
/*"SFRGCD" -> "ENTIRER"*/
/*"SFRGCD" -> "OAMONS"*/
/*"SFRGCD" -> "OCAMON"*/
/*"SFRGCD" -> "OAMON"*/
/*"SFRGCD" -> "OASGP"*/
/*"SFRGCD" -> "ORDSET"*/
/*"SFRGCD" -> "RPOLCAT"*/
/*"SFRGCD" -> "POLYCAT"*/
/*"SFRGCD" -> "PDRING"*/
/*"SFRGCD" -> "FAMR"*/
/*"SFRGCD" -> "AMR"*/
/*"SFRGCD" -> "CHARZ"*/
/*"SFRGCD" -> "CHARNZ"*/
/*"SFRGCD" -> "FRETRCT"*/
/*"SFRGCD" -> "RETRACT"*/
/*"SFRGCD" -> "EVALAB"*/
/*"SFRGCD" -> "IEVALAB"*/
/*"SFRGCD" -> "FLINEXP"*/
/*"SFRGCD" -> "LINEXP"*/
/*"SFRGCD" -> "KONVERT"*/
/*"SFRGCD" -> "PATMAB"*/
/*"SFRGCD" -> "PFECAT"*/
/*"SFRGCD" -> "UFD"*/
/*"SFRGCD" -> "RSETCAT"*/
/*"SFRGCD" -> "TSETCAT"*/
/*"SFRGCD" -> "PSETCAT"*/
/*"SFRGCD" -> "CLAGG"*/
/*"SFRGCD" -> "HOAGG"*/
/*"SFRGCD" -> "AGG"*/
/*"SFRGCD" -> "TYPE"*/
/*"SFRGCD" -> "LSAGG"*/
/*"SFRGCD" -> "STAGG"*/
/*"SFRGCD" -> "URAGG"*/
/*"SFRGCD" -> "RCAGG"*/
/*"SFRGCD" -> "LNAGG"*/
/*"SFRGCD" -> "IXAGG"*/
/*"SFRGCD" -> "ELTAGG"*/
/*"SFRGCD" -> "ELTAB"*/
/*"SFRGCD" -> "FLAGG"*/
/*"SFRGCD" -> "ELAGG"*/
/*"SFRGCD" -> "BOOLEAN"*/
/*"SFRGCD" -> "INT"*/
/*"SFRGCD" -> "LIST"*/
/*"SFRGCD" -> "ILIST"*/
/*"SFRGCD" -> "LSAGG-"*/
/*"SFRGCD" -> "STAGG-"*/
/*"SFRGCD" -> "INS-"*/
/*"SFRGCD" -> "NNI"*/
/*"SFRGCD" -> "ELAGG-"*/
/*"SFRGCD" -> "FLAGG-"*/
/*"SFRGCD" -> "OM"*/
"SFRGCD" -> "SFRTCAT"

"SFQCMPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SFQCMPK"]
/*"SFQCMPK" -> "GCDDOM"*/
/*"SFQCMPK" -> "INTDOM"*/
/*"SFQCMPK" -> "COMRING"*/
/*"SFQCMPK" -> "RING"*/
/*"SFQCMPK" -> "RNG"*/
/*"SFQCMPK" -> "ABELGRP"*/
/*"SFQCMPK" -> "CABMON"*/
/*"SFQCMPK" -> "ABELMON"*/
/*"SFQCMPK" -> "ABELSG"*/
/*"SFQCMPK" -> "SETCAT"*/
/*"SFQCMPK" -> "BASTYPE"*/
/*"SFQCMPK" -> "KOERCE"*/
/*"SFQCMPK" -> "SGROUP"*/
/*"SFQCMPK" -> "MONOID"*/
/*"SFQCMPK" -> "LMODULE"*/
/*"SFQCMPK" -> "BMODULE"*/
/*"SFQCMPK" -> "RMODULE"*/
/*"SFQCMPK" -> "ALGEBRA"*/
/*"SFQCMPK" -> "MODULE"*/
/*"SFQCMPK" -> "ENTIRER"*/
/*"SFQCMPK" -> "OAMONS"*/
/*"SFQCMPK" -> "OCAMON"*/
/*"SFQCMPK" -> "OAMON"*/
/*"SFQCMPK" -> "OASGP"*/
/*"SFQCMPK" -> "ORDSET"*/
/*"SFQCMPK" -> "RPOLCAT"*/
/*"SFQCMPK" -> "POLYCAT"*/
/*"SFQCMPK" -> "PDRING"*/
/*"SFQCMPK" -> "FAMR"*/
/*"SFQCMPK" -> "AMR"*/
/*"SFQCMPK" -> "CHARZ"*/
/*"SFQCMPK" -> "CHARNZ"*/
/*"SFQCMPK" -> "FRETRCT"*/
/*"SFQCMPK" -> "RETRACT"*/
/*"SFQCMPK" -> "EVALAB"*/
/*"SFQCMPK" -> "IEVALAB"*/
/*"SFQCMPK" -> "FLINEXP"*/
/*"SFQCMPK" -> "LINEXP"*/
/*"SFQCMPK" -> "KONVERT"*/
/*"SFQCMPK" -> "PATMAB"*/
/*"SFQCMPK" -> "PFECAT"*/
/*"SFQCMPK" -> "UFD"*/
/*"SFQCMPK" -> "RSETCAT"*/
/*"SFQCMPK" -> "TSETCAT"*/
/*"SFQCMPK" -> "PSETCAT"*/
/*"SFQCMPK" -> "CLAGG"*/
/*"SFQCMPK" -> "HOAGG"*/
/*"SFQCMPK" -> "AGG"*/
/*"SFQCMPK" -> "TYPE"*/
/*"SFQCMPK" -> "INT"*/
/*"SFQCMPK" -> "LIST"*/
/*"SFQCMPK" -> "ILIST"*/
/*"SFQCMPK" -> "LSAGG-"*/
/*"SFQCMPK" -> "STAGG-"*/
/*"SFQCMPK" -> "LSAGG"*/
/*"SFQCMPK" -> "STAGG"*/
/*"SFQCMPK" -> "URAGG"*/
/*"SFQCMPK" -> "RCAGG"*/
/*"SFQCMPK" -> "LNAGG"*/
/*"SFQCMPK" -> "IXAGG"*/
/*"SFQCMPK" -> "ELTAGG"*/
/*"SFQCMPK" -> "ELTAB"*/
/*"SFQCMPK" -> "FLAGG"*/
/*"SFQCMPK" -> "ELAGG"*/
/*"SFQCMPK" -> "OM"*/
/*"SFQCMPK" -> "ELAGG-"*/
/*"SFQCMPK" -> "FLAGG-"*/
/*"SFQCMPK" -> "STRING"*/
/*"SFQCMPK" -> "CHAR"*/
/*"SFQCMPK" -> "SINT"*/
/*"SFQCMPK" -> "OUTFORM"*/
/*"SFQCMPK" -> "PRIMARR"*/
/*"SFQCMPK" -> "A1AGG-"*/
/*"SFQCMPK" -> "ISTRING"*/
/*"SFQCMPK" -> "NNI"*/
/*"SFQCMPK" -> "BOOLEAN"*/
"SFQCMPK" -> "SFRTCAT"
/*"SFQCMPK" -> "URAGG-"*/
/*"SFQCMPK" -> "LNAGG-"*/
/*"SFQCMPK" -> "RCAGG-"*/
/*"SFQCMPK" -> "IXAGG-"*/
/*"SFQCMPK" -> "CLAGG-"*/

"SNTSCAT" [color="#4488FF",href="bookvol10.2.pdf#nameddest=SNTSCAT"]
"SNTSCAT" -> "SFRTCAT"
/*"SNTSCAT" -> "RSETCAT"*/
/*"SNTSCAT" -> "TSETCAT"*/
/*"SNTSCAT" -> "PSETCAT"*/
/*"SNTSCAT" -> "SETCAT"*/
/*"SNTSCAT" -> "BASTYPE"*/
/*"SNTSCAT" -> "KOERCE"*/
/*"SNTSCAT" -> "CLAGG"*/
/*"SNTSCAT" -> "HOAGG"*/
/*"SNTSCAT" -> "AGG"*/
/*"SNTSCAT" -> "TYPE"*/
/*"SNTSCAT" -> "EVALAB"*/
/*"SNTSCAT" -> "IEVALAB"*/
/*"SNTSCAT" -> "KONVERT"*/
/*"SNTSCAT" -> "NTSCAT"*/

"SRDCMPK" [color="#FF4488",href="bookvol10.4.pdf#nameddest=SRDCMPK"]
/*"SRDCMPK" -> "GCDDOM"*/
/*"SRDCMPK" -> "INTDOM"*/
/*"SRDCMPK" -> "COMRING"*/
/*"SRDCMPK" -> "RING"*/
/*"SRDCMPK" -> "RNG"*/
/*"SRDCMPK" -> "ABELGRP"*/
/*"SRDCMPK" -> "CABMON"*/
/*"SRDCMPK" -> "ABELMON"*/
/*"SRDCMPK" -> "ABELSG"*/
/*"SRDCMPK" -> "SETCAT"*/
/*"SRDCMPK" -> "BASTYPE"*/
/*"SRDCMPK" -> "KOERCE"*/
/*"SRDCMPK" -> "SGROUP"*/
/*"SRDCMPK" -> "MONOID"*/
/*"SRDCMPK" -> "LMODULE"*/
/*"SRDCMPK" -> "BMODULE"*/
/*"SRDCMPK" -> "RMODULE"*/
/*"SRDCMPK" -> "ALGEBRA"*/
/*"SRDCMPK" -> "MODULE"*/
/*"SRDCMPK" -> "ENTIRER"*/
/*"SRDCMPK" -> "OAMONS"*/
/*"SRDCMPK" -> "OCAMON"*/
/*"SRDCMPK" -> "OAMON"*/
/*"SRDCMPK" -> "OASGP"*/
/*"SRDCMPK" -> "ORDSET"*/
/*"SRDCMPK" -> "RPOLCAT"*/
/*"SRDCMPK" -> "POLYCAT"*/
/*"SRDCMPK" -> "PDRING"*/
/*"SRDCMPK" -> "FAMR"*/
/*"SRDCMPK" -> "AMR"*/
/*"SRDCMPK" -> "CHARZ"*/
/*"SRDCMPK" -> "CHARNZ"*/
/*"SRDCMPK" -> "FRETRCT"*/
/*"SRDCMPK" -> "RETRACT"*/
/*"SRDCMPK" -> "EVALAB"*/
/*"SRDCMPK" -> "IEVALAB"*/
/*"SRDCMPK" -> "FLINEXP"*/
/*"SRDCMPK" -> "LINEXP"*/
/*"SRDCMPK" -> "KONVERT"*/
/*"SRDCMPK" -> "PATMAB"*/
/*"SRDCMPK" -> "PFECAT"*/
/*"SRDCMPK" -> "UFD"*/
"SRDCMPK" -> "SFRTCAT"
/*"SRDCMPK" -> "RSETCAT"*/
/*"SRDCMPK" -> "TSETCAT"*/
/*"SRDCMPK" -> "PSETCAT"*/
/*"SRDCMPK" -> "CLAGG"*/
/*"SRDCMPK" -> "HOAGG"*/
/*"SRDCMPK" -> "AGG"*/
/*"SRDCMPK" -> "TYPE"*/
/*"SRDCMPK" -> "LSAGG"*/
/*"SRDCMPK" -> "STAGG"*/
/*"SRDCMPK" -> "URAGG"*/
/*"SRDCMPK" -> "RCAGG"*/
/*"SRDCMPK" -> "LNAGG"*/
/*"SRDCMPK" -> "IXAGG"*/
/*"SRDCMPK" -> "ELTAGG"*/
/*"SRDCMPK" -> "ELTAB"*/
/*"SRDCMPK" -> "FLAGG"*/
/*"SRDCMPK" -> "ELAGG"*/
/*"SRDCMPK" -> "OM"*/
/*"SRDCMPK" -> "INT"*/
/*"SRDCMPK" -> "LIST"*/
/*"SRDCMPK" -> "ILIST"*/
/*"SRDCMPK" -> "LSAGG-"*/
/*"SRDCMPK" -> "NNI"*/
/*"SRDCMPK" -> "STAGG-"*/
/*"SRDCMPK" -> "ELAGG-"*/
/*"SRDCMPK" -> "BOOLEAN"*/
/*"SRDCMPK" -> "STRING"*/
/*"SRDCMPK" -> "CHAR"*/
/*"SRDCMPK" -> "SINT"*/
/*"SRDCMPK" -> "OUTFORM"*/
/*"SRDCMPK" -> "PRIMARR"*/
/*"SRDCMPK" -> "A1AGG-"*/
/*"SRDCMPK" -> "ISTRING"*/
/*"SRDCMPK" -> "FLAGG-"*/

"SREGSET" [color="#88FF44",href="bookvol10.3.pdf#nameddest=SREGSET"]
"SREGSET" -> "SFRTCAT"
/*"SREGSET" -> "RSETCAT"*/
/*"SREGSET" -> "TSETCAT"*/
/*"SREGSET" -> "PSETCAT"*/
/*"SREGSET" -> "SETCAT"*/
/*"SREGSET" -> "BASTYPE"*/
/*"SREGSET" -> "KOERCE"*/
/*"SREGSET" -> "CLAGG"*/
/*"SREGSET" -> "HOAGG"*/
/*"SREGSET" -> "AGG"*/
/*"SREGSET" -> "TYPE"*/
/*"SREGSET" -> "EVALAB"*/
/*"SREGSET" -> "IEVALAB"*/
/*"SREGSET" -> "KONVERT"*/
/*"SREGSET" -> "GCDDOM"*/
/*"SREGSET" -> "INTDOM"*/
/*"SREGSET" -> "COMRING"*/
/*"SREGSET" -> "RING"*/
/*"SREGSET" -> "RNG"*/
/*"SREGSET" -> "ABELGRP"*/
/*"SREGSET" -> "CABMON"*/
/*"SREGSET" -> "ABELMON"*/
/*"SREGSET" -> "ABELSG"*/
/*"SREGSET" -> "SGROUP"*/
/*"SREGSET" -> "MONOID"*/
/*"SREGSET" -> "LMODULE"*/
/*"SREGSET" -> "BMODULE"*/
/*"SREGSET" -> "RMODULE"*/
/*"SREGSET" -> "ALGEBRA"*/
/*"SREGSET" -> "MODULE"*/
/*"SREGSET" -> "ENTIRER"*/
/*"SREGSET" -> "OAMONS"*/
/*"SREGSET" -> "OCAMON"*/
/*"SREGSET" -> "OAMON"*/
/*"SREGSET" -> "OASGP"*/
/*"SREGSET" -> "ORDSET"*/
/*"SREGSET" -> "RPOLCAT"*/
/*"SREGSET" -> "POLYCAT"*/
/*"SREGSET" -> "PDRING"*/
/*"SREGSET" -> "FAMR"*/
/*"SREGSET" -> "AMR"*/
/*"SREGSET" -> "CHARZ"*/
/*"SREGSET" -> "CHARNZ"*/
/*"SREGSET" -> "FRETRCT"*/
/*"SREGSET" -> "RETRACT"*/
/*"SREGSET" -> "FLINEXP"*/
/*"SREGSET" -> "LINEXP"*/
/*"SREGSET" -> "PATMAB"*/
/*"SREGSET" -> "PFECAT"*/
/*"SREGSET" -> "UFD"*/
/*"SREGSET" -> "INT"*/
/*"SREGSET" -> "LIST"*/
/*"SREGSET" -> "ILIST"*/
/*"SREGSET" -> "LSAGG-"*/
/*"SREGSET" -> "STAGG-"*/
/*"SREGSET" -> "ELAGG-"*/
/*"SREGSET" -> "FLAGG-"*/
/*"SREGSET" -> "URAGG-"*/
/*"SREGSET" -> "LNAGG-"*/
/*"SREGSET" -> "RCAGG-"*/
/*"SREGSET" -> "IXAGG-"*/
/*"SREGSET" -> "LSAGG"*/
/*"SREGSET" -> "STAGG"*/
/*"SREGSET" -> "URAGG"*/
/*"SREGSET" -> "RCAGG"*/
/*"SREGSET" -> "LNAGG"*/
/*"SREGSET" -> "IXAGG"*/
/*"SREGSET" -> "ELTAGG"*/
/*"SREGSET" -> "ELTAB"*/
/*"SREGSET" -> "FLAGG"*/
/*"SREGSET" -> "ELAGG"*/
/*"SREGSET" -> "OM"*/
/*"SREGSET" -> "BOOLEAN"*/
/*"SREGSET" -> "CLAGG-"*/
/*"SREGSET" -> "HOAGG-"*/
/*"SREGSET" -> "ORDSET-"*/
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/*"GUESSP" -> "EVALAB"*/
/*"GUESSP" -> "IEVALAB"*/
/*"GUESSP" -> "FLINEXP"*/
/*"GUESSP" -> "PFECAT"*/
/*"GUESSP" -> "QFCAT"*/
/*"GUESSP" -> "FIELD"*/
/*"GUESSP" -> "DIVRING"*/
/*"GUESSP" -> "FEVALAB"*/
/*"GUESSP" -> "ELTAB"*/
/*"GUESSP" -> "DIFEXT"*/
/*"GUESSP" -> "PATAB"*/
/*"GUESSP" -> "FPATMAB"*/
/*"GUESSP" -> "TYPE"*/
/*"GUESSP" -> "FS"*/
/*"GUESSP" -> "ES"*/
/*"GUESSP" -> "GROUP"*/
/*"GUESSP" -> "OM"*/

"GUESSUP" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GUESSUP"]
/*"GUESSUP" -> "NEWTON"*/ /* by loadlib */
/*"GUESSUP" -> "FAMR2"*/  /* by loadlib */
/*"GUESSUP" -> "FFFG"*/  /* by loadlib */
/*"GUESSUP" -> "FFFGF"*/  /* by loadlib */
/*"GUESSUP" -> "SUPEXPR"*/  /* by loadlib */
/*"GUESSUP" -> "UTSSOL"*/  /* by loadlib */
/*"GUESSUP" -> "EXPRSOL"*/  /* by loadlib */
/*"GUESSUP" -> "GOPT"*/ /* by loadlib */
/*"GUESSUP" -> "GOPT0"*/ /* by loadlib */
/*"GUESSUP" -> "UFPS"*/  /* by loadlib */
/*"GUESSUP" -> "RECOP"*/  /* by loadlib */
/*"GUESSUP" -> "UFPS1**/ /* by loadlib */
"GUESSUP" -> "GUESS" /* by loadlib */
/*"GUESSUP" -> "MYEXPR"*/ /* by loadlib */
/*"GUESSUP" -> "MYUP"*/ /* by loadlib */
/*"GUESSUP" -> "INS"*/
/*"GUESSUP" -> "UFD"*/
/*"GUESSUP" -> "GCDDOM"*/
/*"GUESSUP" -> "INTDOM"*/
/*"GUESSUP" -> "COMRING"*/
/*"GUESSUP" -> "RING"*/
/*"GUESSUP" -> "RNG"*/
/*"GUESSUP" -> "ABELGRP"*/
/*"GUESSUP" -> "CABMON"*/
/*"GUESSUP" -> "ABELMON"*/
/*"GUESSUP" -> "ABELSG"*/
/*"GUESSUP" -> "SETCAT"*/
/*"GUESSUP" -> "BASTYPE"*/
/*"GUESSUP" -> "KOERCE"*/
/*"GUESSUP" -> "SGROUP"*/
/*"GUESSUP" -> "MONOID"*/
/*"GUESSUP" -> "LMODULE"*/
/*"GUESSUP" -> "BMODULE"*/
/*"GUESSUP" -> "RMODULE"*/
/*"GUESSUP" -> "ALGEBRA"*/
/*"GUESSUP" -> "MODULE"*/
/*"GUESSUP" -> "ENTIRER"*/
/*"GUESSUP" -> "EUCDOM"*/
/*"GUESSUP" -> "PID"*/
/*"GUESSUP" -> "OINTDOM"*/
/*"GUESSUP" -> "ORDRING"*/
/*"GUESSUP" -> "OAGROUP"*/
/*"GUESSUP" -> "OCAMON"*/
/*"GUESSUP" -> "OAMON"*/
/*"GUESSUP" -> "OASGP"*/
/*"GUESSUP" -> "ORDSET"*/
/*"GUESSUP" -> "DIFRING"*/
/*"GUESSUP" -> "KONVERT"*/
/*"GUESSUP" -> "RETRACT"*/
/*"GUESSUP" -> "LINEXP"*/
/*"GUESSUP" -> "PATMAB"*/
/*"GUESSUP" -> "CFCAT"*/
/*"GUESSUP" -> "REAL"*/
/*"GUESSUP" -> "CHARZ"*/
/*"GUESSUP" -> "STEP"*/
/*"GUESSUP" -> "UPOLYC"*/
/*"GUESSUP" -> "POLYCAT"*/
/*"GUESSUP" -> "PDRING"*/
/*"GUESSUP" -> "FAMR"*/
/*"GUESSUP" -> "AMR"*/
/*"GUESSUP" -> "CHARNZ"*/
/*"GUESSUP" -> "FRETRCT"*/
/*"GUESSUP" -> "EVALAB"*/
/*"GUESSUP" -> "IEVALAB"*/
/*"GUESSUP" -> "FLINEXP"*/
/*"GUESSUP" -> "PFECAT"*/
/*"GUESSUP" -> "ELTAB"*/
/*"GUESSUP" -> "DIFEXT"*/
/*"GUESSUP" -> "FIELD"*/
/*"GUESSUP" -> "DIVRING"*/
/*"GUESSUP" -> "QFCAT"*/
/*"GUESSUP" -> "FEVALAB"*/
/*"GUESSUP" -> "PATAB"*/
/*"GUESSUP" -> "FPATMAB"*/
/*"GUESSUP" -> "TYPE"*/
/*"GUESSUP" -> "FS"*/
/*"GUESSUP" -> "ES"*/
/*"GUESSUP" -> "GROUP"*/
/*"GUESSUP" -> "COMBOPC"*/

/* layer 22 */
/* GUESSF1 */

"GUESSF" [color="#FF4488",href="bookvol10.4.pdf#nameddest=GUESSF"]
/*"GUESSF" -> "NEWTON"*/ /* by loadlib */
/*"GUESSF" -> "FAMR2"*/  /* by loadlib */
/*"GUESSF" -> "FFFG"*/  /* by loadlib */
/*"GUESSF" -> "FFFGF"*/  /* by loadlib */
/*"GUESSF" -> "SUPEXPR"*/  /* by loadlib */
/*"GUESSF" -> "UTSSOL"*/  /* by loadlib */
/*"GUESSF" -> "EXPRSOL"*/  /* by loadlib */
/*"GUESSF" -> "GOPT"*/ /* by loadlib */
/*"GUESSF" -> "GOPT0"*/ /* by loadlib */
/*"GUESSF" -> "UFPS"*/  /* by loadlib */
/*"GUESSF" -> "RECOP"*/  /* by loadlib */
/*"GUESSF" -> "UFPS1**/ /* by loadlib */
/*"GUESSF" -> "GUESS"*/ /* by loadlib */
"GUESSF" -> "GUESSF1" /* by loadlib */
/*"GUESSF" -> "FFIELDC"*/
/*"GUESSF" -> "FPC"*/
/*"GUESSF" -> "FIELD"*/
/*"GUESSF" -> "EUCDOM"*/
/*"GUESSF" -> "PID"*/
/*"GUESSF" -> "GCDDOM"*/
/*"GUESSF" -> "INTDOM"*/
/*"GUESSF" -> "COMRING"*/
/*"GUESSF" -> "RING"*/
/*"GUESSF" -> "RNG"*/
/*"GUESSF" -> "ABELGRP"*/
/*"GUESSF" -> "CABMON"*/
/*"GUESSF" -> "ABELMON"*/
/*"GUESSF" -> "ABELSG"*/
/*"GUESSF" -> "SETCAT"*/
/*"GUESSF" -> "BASTYPE"*/
/*"GUESSF" -> "KOERCE"*/
/*"GUESSF" -> "SGROUP"*/
/*"GUESSF" -> "MONOID"*/
/*"GUESSF" -> "LMODULE"*/
/*"GUESSF" -> "BMODULE"*/
/*"GUESSF" -> "RMODULE"*/
/*"GUESSF" -> "ALGEBRA"*/
/*"GUESSF" -> "MODULE"*/
/*"GUESSF" -> "ENTIRER"*/
/*"GUESSF" -> "UFD"*/
/*"GUESSF" -> "DIVRING"*/
/*"GUESSF" -> "CHARNZ"*/
/*"GUESSF" -> "FINITE"*/
/*"GUESSF" -> "STEP"*/
/*"GUESSF" -> "DIFRING"*/
/*"GUESSF" -> "INS"*/
/*"GUESSF" -> "OINTDOM"*/
/*"GUESSF" -> "ORDRING"*/
/*"GUESSF" -> "OAGROUP"*/
/*"GUESSF" -> "OCAMON"*/
/*"GUESSF" -> "OAMON"*/
/*"GUESSF" -> "OASGP"*/
/*"GUESSF" -> "ORDSET"*/
/*"GUESSF" -> "KONVERT"*/
/*"GUESSF" -> "RETRACT"*/
/*"GUESSF" -> "LINEXP"*/
/*"GUESSF" -> "PATMAB"*/
/*"GUESSF" -> "CFCAT"*/
/*"GUESSF" -> "REAL"*/
/*"GUESSF" -> "CHARZ"*/
/*"GUESSF" -> "FS"*/
/*"GUESSF" -> "ES"*/
/*"GUESSF" -> "IEVALAB"*/
/*"GUESSF" -> "EVALAB"*/
/*"GUESSF" -> "PATAB"*/
/*"GUESSF" -> "FPATMAB"*/
/*"GUESSF" -> "TYPE"*/
/*"GUESSF" -> "FRETRCT"*/
/*"GUESSF" -> "GROUP"*/
/*"GUESSF" -> "PDRING"*/
/*"GUESSF" -> "FLINEXP"*/


}