* 4.14 + 4.14 - 4.14 -A 3.1 -b 3.1 -c 3.1 -C 3.1 -D 3.1 -E 3.1 -e 3.1 -f 3.1 -g 3.1 -g -g 3.1 -h 3.1 -infinity 18.2-1 -K 3.1 -l 3.1 -L 3.1 -M 3.1 -m 3.1 -n 3.1 -O 3.1 -o 3.1 -p 3.1 -P 3.1 -q 3.1 -R 3.1 -r 3.1 -s 3.1 -T 3.1 -x 3.1 -y 3.1 / 4.14 \" 27.2 \' 27.2 \* 31.12-1 \+ 31.12-1 \-, for two matrix objects 26.10-2 \. 29.7-3 \.\:\= 29.7-3 \/ 31.12-1 \< 31.11-1 \= 31.11-1 \[\] 21.2-1 \[\]\:\= 21.2-1 \\ 27.2 \0xYZ 27.2 \n 27.2 \XYZ 27.2 \^ 31.12-1 \b 27.2 \c 27.2 \in, element test for lists 21.8-1 \mod 31.12-1 \r 27.2 \{\} 21.3-1 \{\}\:\= 21.4-1 ^ 4.14 AbelianGroup 50.1-3 AbelianInvariants 39.16-1 AbelianInvariants, for groups 39.16-1 AbelianInvariantsMultiplier 39.24-3 AbelianInvariantsNormalClosureFpGroup 47.15-4 AbelianInvariantsNormalClosureFpGroupRrs 47.15-5 AbelianInvariantsOfList 25.2-10 AbelianInvariantsSubgroupFpGroup 47.15-1 AbelianInvariantsSubgroupFpGroupMtc 47.15-2 AbelianInvariantsSubgroupFpGroupRrs, for a group and a coset table 47.15-3 AbelianNumberField 60.1-2 AbelianSubfactorAction 41.8-3 AbsInt 14.2-6 AbsoluteDiameter 19.5-4 AbsoluteIrreducibleModules 71.15-2 AbsolutelyIrreducibleModules 71.15-2 AbsoluteValue 18.1-8 AbsolutIrreducibleModules 71.15-2 AbstractWordTietzeWord 48.3-2 AClosestVectorCombinationsMatFFEVecFFE 23.6-5 AClosestVectorCombinationsMatFFEVecFFECoords 23.6-5 Acos 19.2-10 Acosh 19.2-10 ActingAlgebra 62.11-13 ActingDomain 41.12-3 Action, for a group, an action domain, etc. 41.7-2 ActionHomomorphism, for a group, an action domain, etc. 41.7-1 ActivateProfileColour 7.8-18 ActorOfExternalSet 41.12-15 Add 21.4-2 Add, for a row list matrix and a vector object 26.12-9 AddCoeffs 23.4-2 AddDictionary 28.3-4 AddGenerator 48.5-1 AddGeneratorsExtendSchreierTree 43.11-10 AdditiveInverse 31.10-9 AdditiveInverseAttr 31.10-9 AdditiveInverseImmutable 31.10-9 AdditiveInverseMutable 31.10-9 AdditiveInverseOp 31.10-9 AdditiveInverseSameMutability 31.10-9 AdditiveInverseSM 31.10-9 AdditiveNeutralElement 55.3-5 AddMatrixColumns 26.14-7 AddMatrixColumnsLeft 26.14-8 AddMatrixColumnsRight 26.14-7 AddMatrixRows 26.14-5 AddMatrixRowsLeft 26.14-5 AddMatrixRowsRight 26.14-6 AddRelator 48.5-3 AddRowVector 23.4-1 AddRule 38.1-9 AddRuleReduced 38.1-10 AddSet 21.19-4 AddVector 23.4-1 AdjointAssociativeAlgebra 64.9-2 AdjointBasis 62.9-5 AdjointMatrix 64.9-1 AdjointModule 62.11-19 AffineAction 45.14-4 AffineActionLayer 45.14-5 Agemo 39.14-2 Algebra 62.2-1 AlgebraByStructureConstants 62.4-1 AlgebraGeneralMappingByImages 62.10-1 AlgebraHomomorphismByImages 62.10-2 AlgebraHomomorphismByImagesNC 62.10-3 AlgebraicExtension 67.1-1 AlgebraicExtensionNC 67.1-1 AlgebraWithOne 62.2-2 AlgebraWithOneGeneralMappingByImages 62.10-4 AlgebraWithOneHomomorphismByImages 62.10-5 AlgebraWithOneHomomorphismByImagesNC 62.10-6 AllAutomorphisms 40.9-3 AllBlocks 41.11-4 AllEndomorphisms 40.9-3 AllHomomorphismClasses 40.9-2 AllHomomorphisms 40.9-3 AllLibraryGroups 50.5 AllPrimitiveGroups 50.5 AllSmallNonabelianSimpleGroups 39.15-17 AllSubgroups 39.19-7 AllTransitiveGroups 50.5 Alpha 75.2-1 AlternatingGroup, for a degree 50.1-11 and 20.4-2 ANFAutomorphism 60.4-2 AntiIsomorphismTransformationSemigroup 53.7-6 AntiSymmetricParts 72.11-3 Append 21.4-5 AppendTo 9.7-3 ApplicableMethod 7.2-1 ApplicableMethodTypes 7.2-1 Apply 21.20-9 ApplySimpleReflection 64.7-4 ApproximateSuborbitsStabilizerPermGroup 43.10-15 ARCH_IS_MAC_OS_X 3.4-2 ARCH_IS_UNIX 3.4-1 ARCH_IS_WINDOWS 3.4-3 ARCH_IS_WSL 3.4-4 arg, special function argument 4.11 Argument, for complex floats 19.4-1 ArithmeticElementCreator 80.9-1 Arrangements 16.2-4 AsAlgebra 62.9-7 AsAlgebraWithOne 62.9-8 AsBinaryRelationOnPoints, for a binary relation 33.3-3 AsBlockMatrix 24.17-1 AscendingChain 39.17-16 AsDivisionRing 58.1-9 AsDuplicateFreeList 21.20-5 AsField 58.1-9 AsGroup 39.2-5 AsGroupGeneralMappingByImages 40.1-5 Asin 19.2-10 Asinh 19.2-10 AsInternalFFE 59.2-6 AsLeftIdeal 56.2-11 AsLeftModule 57.1-5 AsList 30.3-8 AsMagma 35.2-10 AsMonoid 51.2-5 AsPartialPerm, for a permutation 54.4-1 AsPermutation 42.5-6 AsPolynomial 66.4-5 AsRightIdeal 56.2-11 AsSemigroup 51.1-6 Assert 7.5-3 AssertionLevel 7.5-2 AsSet 30.3-10 AssignGeneratorVariables 37.2-3 AssignNiceMonomorphismAutomorphismGroup 40.8-1 AssociatedPartition 16.2-29 AssociatedReesMatrixSemigroupOfDClass 51.9-11 Associates 56.5-4 AssocWordByLetterRep 37.6-9 AsSortedList 30.3-9 AsSSortedList 30.3-10 AsStruct 31.4 AsSubalgebra 62.9-9 AsSubalgebraWithOne 62.9-10 AsSubgroup 39.3-4 AsSubgroupOfWholeGroupByQuotient 47.13-3 AsSubmagma 35.2-11 AsSubmonoid 51.2-6 AsSubsemigroup 51.1-7 AsSubspace 61.2-4 AsSubstruct 31.8 AsTransformation 53.3-1 AsTwoSidedIdeal 56.2-11 AsVectorSpace 61.2-3 Atan 19.2-10 Atan2 19.2-10 Atanh 19.2-10 AtlasIrrationality 18.4-6 AttributeValueNotSet 13.6-3 AugmentationIdeal 65.1-7 AugmentedCosetTableInWholeGroup 47.9-1 AugmentedCosetTableMtc 47.9-2 AugmentedCosetTableRrs 47.9-3 AutomorphismDomain 40.7-3 AutomorphismGroup 40.7-1 AutomorphismGroup, for groups with pcgs 45.16 AutomorphismsOfTable 71.9-4 BANNER 77.4 BaseDomain, for a matrix object 26.3-1 BaseFixedSpace 24.7-8 BaseIntersectionIntMats 25.1-5 BaseIntMat 25.1-4 BaseMat 24.11-1 BaseMatDestructive 24.11-2 BaseOfGroup 43.10-2 BaseOrthogonalSpaceMat 24.11-3 BaseStabChain 43.10-1 BaseSteinitzVectors 24.11-5 BasicSpinRepresentationOfSymmetricGroup 39.24-9 BasicWreathProductOrdering 34.4-11 Basis 61.5-2 BasisNC 61.5-2 BasisNullspaceModN 24.15-2 BasisVectors 61.6-1 Bell 16.1-3 Bernoulli 16.1-4 BestQuoInt 14.3-2 BestSplittingMatrix 71.17-5 BetaSet 16.2-33 BiAlgebraModule 62.11-6 BiAlgebraModuleByGenerators 62.11-3 BibEntry 76.3-18 BilinearFormMat 64.6-13 BinaryRelationByElements 33.1-2 BinaryRelationOnPoints 33.3-1 BinaryRelationOnPointsNC 33.3-1 BindConstant 4.9-8 BindGlobal 4.9-8 Binomial 16.1-2 BisectInterval 19.5-10 BlistList 22.2-1 BlockMatrix 24.17-2 Blocks, for a group, an action domain, etc. 41.11-1 BlocksInfo 71.11-3 BlownUpMat 24.13-4 BlownUpVector 24.13-5 BlowupInterval 19.5-9 BlowUpIsomorphism 44.3-3 BombieriNorm 66.12-1 BrauerCharacterValue 72.15-2 BrauerTable, for a character table, and a prime integer 71.3-2 BrauerTableOp 71.3-2 BravaisGroup 44.6-11 BravaisSubgroups 44.6-12 BravaisSupergroups 44.6-13 break statement 4.15-7 BuildBitfields 14.8-2 CallFuncList 5.2-1 CallFuncListWrap 5.2-1 CanComputeIndex 39.26-5 CanComputeIsSubset 39.26-6 CanComputeSize 39.26-3 CanComputeSizeAnySubgroup 39.26-4 CanEasilyCompareElements 31.11-2 CanEasilyCompareElementsFamily 31.11-2 CanEasilyComputePcgs 45.2-3 CanEasilyComputeWithIndependentGensAbelianGroup 39.26-2 CanEasilySortElements 31.11-2 CanEasilySortElementsFamily 31.11-2 CanEasilyTestMembership 39.26-1 CanonicalBasis 61.5-3 CanonicalGenerators 64.6-14 CanonicalPcElement 45.5-9 CanonicalPcgs 45.8-2 CanonicalPcgsByGeneratorsWithImages 45.9-7 CanonicalRepresentativeDeterminatorOfExternalSet 41.12-14 CanonicalRepresentativeOfExternalSet 41.12-13 CanonicalRightCosetElement 39.7-3 CartanMatrix 64.6-12 CartanSubalgebra 64.3-7 Cartesian, for a list 21.20-15 CategoriesOfObject 13.3-2 CategoryByName 13.3-3 CategoryCollections 30.2-4 CategoryFamily 13.3-6 Ceil 19.2-10 Center 35.4-5 CentralCharacter 72.8-17 CentralIdempotentsOfAlgebra 62.9-17 Centralizer, for a class of objects in a magma 35.4-4 Centralizer, for groups with pcgs 45.16 CentralizerInGLnZ 44.6-8 CentralizerModulo 39.18-7 CentralizerSizeLimitConsiderFunction 45.17-2 CentralNormalSeriesByPcgs 45.11-8 Centre 35.4-5 Centre, for groups with pcgs 45.16 CentreOfCharacter 72.8-11 CF, for (subfield and) conductor 60.1-1 ChangedBaseDomain, for a matrix object 26.6-3 ChangeStabChain 43.11-3 Character, for a character table and a list 72.6-3 CharacterDegrees, for a character table 71.8-1 Characteristic 31.10-1 CharacteristicPolynomial 24.13-1 CharacteristicSubgroups 39.19-12 CharacterNames 71.9-6 CharacterParameters 71.9-7 CharacterTable, for a group 71.3-1 CharacterTableDirectProduct 71.20-1 CharacterTableFactorGroup 71.20-3 CharacterTableIsoclinic 71.20-4 CharacterTableOfNormalSubgroup 71.20-5 CharacterTableRegular 71.3-3 CharacterTableWithSortedCharacters 71.21-1 CharacterTableWithSortedClasses 71.21-3 CharacterTableWithStoredGroup 71.6-4 CharacterTableWreathSymmetric 71.20-6 CharacterValueWreathSymmetric 71.20-7 CharInt 27.8-2 CharsFamily 27.4-6 CharSInt 27.8-4 CheckDigitISBN 14.6-1 CheckDigitISBN13 14.6-1 CheckDigitPostalMoneyOrder 14.6-1 CheckDigitTestFunction 14.6-2 CheckDigitUPC 14.6-1 CheckFixedPoints 73.5-10 CheckForHandlingByNiceBasis 61.12-3 CheckPermChar 73.7-2 ChevalleyBasis 64.6-2 ChiefNormalSeriesByPcgs 45.11-16 ChiefSeries 39.17-1 ChiefSeriesThrough 39.17-2 ChiefSeriesUnderAction 39.17-3 ChineseRem 14.3-9 Chomp 27.7-21 Cite 76.3-19 CIUnivPols 66.1-5 ClassElementLattice 39.20-2 ClassesSolvableGroup 45.17-1 ClassFunction, for a character table and a list 72.6-1 ClassFunctionSameType 72.6-4 ClassMultiplicationCoefficient, for character tables 71.12-7 ClassMultiplicationCoefficient, for character tables 71.12-7 ClassNames 71.9-6 ClassNamesTom 70.7-5 ClassOrbit 71.9-12 ClassParameters 71.9-7 ClassPermutation 71.21-5 ClassPositionsOfAgemo 71.10-2 ClassPositionsOfCenter, for a character table 71.10-3 ClassPositionsOfCentre, for a character 72.8-12 ClassPositionsOfDerivedSubgroup 71.10-5 ClassPositionsOfDirectProductDecompositions 71.10-4 ClassPositionsOfElementaryAbelianSeries 71.10-6 ClassPositionsOfFittingSubgroup 71.10-7 ClassPositionsOfKernel 72.8-10 ClassPositionsOfLowerCentralSeries 71.10-8 ClassPositionsOfMaximalNormalSubgroups 71.10-1 ClassPositionsOfMinimalNormalSubgroups 71.10-1 ClassPositionsOfNormalClosure 71.10-13 ClassPositionsOfNormalSubgroup 71.23-2 ClassPositionsOfNormalSubgroups 71.10-1 ClassPositionsOfPCore 71.10-12 ClassPositionsOfSolvableRadical 71.10-10 ClassPositionsOfSupersolvableResiduum 71.10-11 ClassPositionsOfUpperCentralSeries 71.10-9 ClassRoots 71.9-13 ClassStructureCharTable 71.12-8 ClassTypesTom 70.7-4 CleanedTailPcElement 45.5-11 ClearAllBlist 22.4-7 ClearCacheStats 7.8-21 ClearProfile 7.8-10 ClearTraceInternalMethodsCounts 7.3-6 CloseMutableBasis 61.8-6 CloseStream 10.2-1 ClosureGroup 39.4-1 ClosureGroupAddElm 39.4-2 ClosureGroupCompare 39.4-2 ClosureGroupDefault 39.4-3 ClosureGroupIntest 39.4-2 ClosureLeftModule 57.2-3 ClosureNearAdditiveGroup, for a near-additive group and an element 55.4-1 ClosureRing, for a ring and a ring element 56.1-8 ClosureStruct 31.3 ClosureSubgroup 39.4-4 ClosureSubgroupNC 39.4-4 Coboundaries 64.12-7 Cochain 64.12-2 CochainSpace 64.12-3 Cocycles, for Lie algebra module 64.12-6 CodegreeOfPartialPerm 54.3-2 CodegreeOfPartialPermCollection 54.3-2 CodegreeOfPartialPermSemigroup 54.7-2 CodePcGroup 46.9-2 CodePcgs 46.9-1 Coefficients 61.6-3 CoefficientsAndMagmaElements 65.2-4 CoefficientsFamily 66.19-3 CoefficientsMultiadic 14.3-8 CoefficientsOfLaurentPolynomial 66.13-2 CoefficientsOfUnivariatePolynomial 66.4-9 CoefficientsOfUnivariateRationalFunction 66.4-7 CoefficientsQadic 14.3-7 CoefficientsRing 66.15-3 CoeffsCyc 18.1-10 CoeffsMod 23.4-4 CoKernelOfAdditiveGeneralMapping 32.10-6 CoKernelOfMultiplicativeGeneralMapping 32.9-6 CollapsedMat 73.5-16 Collected 21.20-3 CollectGarbage 7.12-2 CollectionsFamily 30.2-1 ColorPrompt 3.6-1 Columns 51.9-9 Combinations 16.2-1 CombinatorialCollector 46.4-2 Comm 31.12-3 Comm, for words 37.4 CommutativeDiagram 73.5-9 CommutatorFactorGroup 39.18-3 CommutatorLength 39.12-4 CommutatorSubgroup 39.12-2 Compacted 21.20-2 CompanionMat 24.13-6 CompanionMatrix 24.13-6 CompareVersionNumbers 76.3-9 CompatibleConjugacyClasses 71.6-5 CompatiblePairs 46.8-8 CompatibleVector, for a matrix object 26.11-6 CompatibleVectorFilter, for a matrix object 26.3-3 ComplementClassesRepresentatives 39.11-6 ComplementClassesRepresentativesEA 39.23-4 ComplementIntMat 25.1-6 ComplementSystem 39.13-5 ComplexConjugate 18.5-2 ComplexificationQuat, for a matrix 62.5-2 ComponentPartialPermInt 54.5-12 ComponentRepsOfPartialPerm 54.3-20 ComponentRepsOfTransformation 53.5-19 ComponentsOfPartialPerm 54.3-18 ComponentsOfTransformation 53.5-17 ComponentTransformationInt 53.4-10 CompositionMapping 32.2-5 CompositionMapping, for Frobenius automorphisms 59.4-1 CompositionMapping2 32.2-6 CompositionMapping2General 32.2-6 CompositionMaps 73.5-1 CompositionOfStraightLinePrograms 37.8-7 CompositionSeries 39.17-5 CompositionSeries, for groups with pcgs 45.16 CompositionSeriesThrough 39.17-5 ComputedBrauerTables 71.3-2 ComputedClassFusions 73.3-2 ComputedIndicators 71.12-5 ComputedIsPSolubleCharacterTables 71.12-3 ComputedIsPSolvableCharacterTables 71.12-3 ComputedPowerMaps 73.1-1 ComputedPrimeBlockss 71.11-1 Concatenation, for a list of lists 21.20-1 ConcatenationOfVectors, for a list of vector objects 26.9-1 Conductor, for a collection of cyclotomics 18.1-7 ConfluentRws 38.1-6 Congruences, for character tables 73.6-2 ConjugacyClass 39.10-1 ConjugacyClasses, attribute 39.10-2 ConjugacyClasses, for groups with pcgs 45.16 ConjugacyClassesByOrbits 39.10-4 ConjugacyClassesByRandomSearch 39.10-3 ConjugacyClassesMaximalSubgroups 39.19-4 ConjugacyClassesPerfectSubgroups 39.20-11 ConjugacyClassesSubgroups 39.19-3 ConjugacyClassSubgroups 39.19-1 ConjugateDominantWeight 64.7-6 ConjugateDominantWeightWithWord 64.7-6 ConjugateGroup 39.2-6 Conjugates 58.3-6 ConjugateSubgroup 39.3-8 ConjugateSubgroups 39.3-9 ConjugatorAutomorphism 40.6-2 ConjugatorAutomorphismNC 40.6-2 ConjugatorIsomorphism 40.6-1 ConjugatorOfConjugatorIsomorphism 40.6-5 ConsiderKernels 73.6-3 ConsiderSmallerPowerMaps 73.6-4 ConsiderStructureConstants 73.3-7 ConsiderTableAutomorphisms 73.7-3 ConstantTimeAccessList 21.17-6 ConstantTransformation 53.2-9 ConstituentsCompositionMapping 32.2-8 ConstituentsOfCharacter 72.8-8 ConstructingFilter, for a matrix object 26.3-2 ContainedCharacters 73.5-17 ContainedConjugates 39.20-7 ContainedDecomposables 73.5-17 ContainedMaps 73.5-6 ContainedPossibleCharacters 73.5-15 ContainedPossibleVirtualCharacters 73.5-15 ContainedSpecialVectors 73.5-15 ContainedTom 70.9-5 ContainingConjugates 39.20-8 ContainingTom 70.9-6 continue statement 4.15-8 ContinuedFractionApproximationOfRoot 15.6-2 ContinuedFractionExpansionOfRoot 15.6-1 ConvertToBlistRep 22.5-1 ConvertToCharacterTable 71.3-5 ConvertToCharacterTableNC 71.3-5 ConvertToMatrixRep, for a list (and a field) 24.14-2 ConvertToMatrixRepNC, for a list (and a field) 24.14-2 ConvertToRangeRep 21.22-3 ConvertToStringRep 27.4-2 ConvertToTableOfMarks 70.6-5 ConvertToVectorRep, for a list (and a field) 23.3-1 ConvertToVectorRepNC, for a list (and a field) 23.3-1 ConwayPolynomial 59.5-1 CopyListEntries 21.4-4 CopyOptionsDefaults 43.11-2 CopyStabChain 43.11-1 CopySubMatrix 26.11-5 CopySubVector 26.9-3 CopyToStringRep 27.4-3 Core 39.11-2 CorrespondingGeneratorsByModuloPcgs 45.9-6 Cos 19.2-10 CosetDecomposition 39.7-6 CosetLeadersMatFFE 23.6-6 CosetTable 47.6-1 CosetTableBySubgroup 47.6-4 CosetTableDefaultLimit 47.6-7 CosetTableDefaultMaxLimit 47.6-6 CosetTableFromGensAndRels 47.6-5 CosetTableInWholeGroup 47.8-1 CosetTableOfFpSemigroup 52.6-1 CosetTableStandard 47.7-1 Cosh 19.2-10 Cot 19.2-10 Coth 19.2-10 CoverageLineByLine 7.8-15 CrcFile 9.7-7 CrcString 27.9-6 CrystGroupDefaultAction 44.7-1 Csc 19.2-10 Csch 19.2-10 CubeRoot 19.2-10 Cyc, for floats 19.2-3 Cycle 41.9-3 CycleFromList 42.5-5 CycleIndex, for a permutation and an action domain 41.9-7 CycleLength 41.9-4 CycleLengths 41.9-6 Cycles 41.9-5 CyclesOfTransformation 53.5-20 CycleStructureClass 72.8-14 CycleStructurePerm 42.4-2 CycleTransformationInt 53.5-21 CyclicExtensionsTom, for a list of primes 70.9-7 CyclicGroup 50.1-2 CyclotomicField, for (subfield and) conductor 60.1-1 CyclotomicPolynomial 66.9-1 Cyclotomics 18.1-2 CyclotomicsFamily 18.1-3 DataType 13.9-2 DayDMY 27.10-4 DaysInMonth 27.10-2 DaysInYear 27.10-1 DeclareAttribute 13.5-4 DeclareAttribute, example 80.5 DeclareAttribute!example 80.8-3 DeclareAutoPackage 77.2 DeclareAutoreadableVariables 76.3-10 DeclareCategory 13.3-5 DeclareCategoryCollections 30.2-5 DeclareConstructor 78.2-2 DeclareFilter 13.8-2 DeclareGlobalFunction 79.10-5 DeclareGlobalName 79.10-1 DeclareGlobalVariable 79.10-2 DeclareHandlingByNiceBasis 61.12-1 DeclareInfoClass 7.4-2 DeclareOperation 78.1-5 DeclarePackage 77.2 DeclarePackageAutoDocumentation 77.2 DeclarePackageDocumentation 77.2 DeclareProperty 13.7-5 DeclareRepresentation 13.4-5 DeclareRepresentation, belongs to implementation part 79.11 DeclareSynonym 79.10-6 DeclareSynonymAttr 79.10-6 DeclareUserPreference 3.2-4 DecodeTree 48.10-1 DecomposedFixedPointVector 70.9-8 DecomposeTensorProduct 64.13-3 Decomposition 25.4-1 DecompositionInt 25.4-5 DecompositionMatrix 71.11-4 Decreased 72.10-7 DEFAULTDISPLAYSTRING 27.7-2 DefaultField, for a list of generators 58.1-4 DefaultFieldByGenerators 58.1-5 DefaultFieldOfMatrix 24.4-2 DefaultFieldOfMatrixGroup 44.2-2 DefaultInfoHandler 7.4-7 DefaultRing, for a collection 56.1-3 DefaultRingByGenerators 56.1-5 DefaultStabChainOptions 43.8-3 DEFAULTVIEWSTRING 27.7-4 DefiningPolynomial 58.2-7 DefiningQuotientHomomorphism 47.13-4 DegreeFFE, for a FFE 59.2-1 DegreeIndeterminate 66.6-1 DegreeOfBinaryRelation 33.2-10 DegreeOfCharacter 72.8-4 DegreeOfLaurentPolynomial 66.5-3 DegreeOfPartialPerm 54.3-1 DegreeOfPartialPermCollection 54.3-1 DegreeOfPartialPermSemigroup 54.7-2 DegreeOfTransformation 53.5-1 DegreeOfTransformationCollection 53.5-1 DegreeOfTransformationSemigroup 53.7-2 DegreeOverPrimeField 58.2-6 Delta 75.2-2 DenominatorCyc 18.1-11 DenominatorOfModuloPcgs 45.9-4 DenominatorOfRationalFunction 66.4-3 DenominatorRat 17.2-5 DenseHashTable 28.6-1 DenseIntKey 28.5-1 DepthOfPcElement 45.5-4 DepthOfUpperTriangularMatrix 24.12-3 Derangements 16.2-14 Derivations 64.2-6 Derivative 66.6-5 DerivedLength 39.17-8 DerivedSeriesOfGroup 39.17-7 DerivedSubgroup 39.12-3 DerivedSubgroupsTom 70.9-2 DerivedSubgroupsTomPossible 70.9-3 DerivedSubgroupsTomUnique 70.9-3 DerivedSubgroupTom 70.9-2 DescriptionOfRootOfUnity 18.1-13 Determinant 24.4-4 DeterminantIntMat 25.3-1 DeterminantMat 24.4-4 DeterminantMatDestructive 24.4-5 DeterminantMatDivFree 24.4-6 DeterminantMatrix 24.4-4 DeterminantMatrixDestructive 24.4-5 DeterminantMatrixDivFree 24.4-6 DeterminantOfCharacter 72.8-18 DiagonalizeIntMat 25.2-8 DiagonalizeMat 24.9-3 DiagonalMat 24.5-4 DiagonalOfMat 24.12-1 DiagonalOfMatrix 24.12-1 Diameter 19.5-4 DictionaryByPosition 28.3-1 DicyclicGroup 50.1-8 Difference 30.5-4 DifferenceBlist 22.3-3 DihedralGenerators 50.1-7 DihedralGroup 50.1-6 Dimension 57.3-3 DimensionOfHighestWeightModule 64.13-4 DimensionOfMatrixGroup 44.2-1 DimensionOfVectors 61.9-6 DimensionsLoewyFactors 39.17-15 DimensionsMat 24.4-1 DirectoriesLibrary 9.3-5 DirectoriesPackageLibrary 76.3-7 DirectoriesPackagePrograms 76.3-8 DirectoriesSystemPrograms 9.3-6 Directory 9.3-2 DirectoryContents 9.3-7 DirectoryCurrent 9.3-4 DirectoryDesktop 9.3-8 DirectoryHome 9.3-9 DirectoryTemporary 9.3-3 DirectProduct 49.1-1 DirectProductFamily 32.1-2 DirectProductOp 49.1-1 DirectSum 56.9-5 DirectSumDecomposition, for Lie algebras 62.9-18 DirectSumOfAlgebraModules, for a list of Lie algebra modules 62.11-23 DirectSumOfAlgebras, for a list of algebras 62.9-14 DirectSumOp 56.9-5 DisableAttributeValueStoring 13.6-5 Discriminant 66.6-6 Display 6.3-6 DisplayCacheStats 7.8-20 DisplayCompositionSeries 39.17-6 DisplayEggBoxOfDClass 51.8-7 DisplayImfInvariants 50.7-2 DisplayInformationPerfectGroups, for a pair [ order, index ] 50.6-6 DisplayOptions 71.13-4 DisplayOptionsStack 8.1-6 DisplayPackageLoadingLog 76.2-5 DisplayProfile 7.8-9 DisplaySemigroup 51.8-13 DisplayString 27.7-1 DistanceOfVectors, for two vector objects 26.9-5 DistancePerms 42.2-2 DistancesDistributionMatFFEVecFFE 23.6-4 DistancesDistributionVecFFEsVecFFE 23.6-3 DistanceVecFFE 23.6-2 DivisionRingByGenerators 58.1-8 DivisorsInt 14.4-12 DixonInit 71.17-2 DixonRecord 71.17-1 DixonSplit 71.17-4 DixontinI 71.17-3 DMYDay 27.10-3 DMYhmsSeconds 27.10-11 DnLattice 72.10-8 DnLatticeIterative 72.10-9 do 4.15-6 Domain 31.9-3 DomainByGenerators 31.9-3 DomainOfPartialPerm 54.3-4 DomainOfPartialPermCollection 54.3-4 DominantCharacter, for a root system and a highest weight 64.13-2 DominantWeights 64.13-1 DotFileLatticeSubgroups 39.20-3 DoubleCoset 39.9-1 DoubleCosetRepsAndSizes 39.9-5 DoubleCosets 39.9-3 DoubleCosetsNC 39.9-3 DoubleCoverOfAlternatingGroup 39.24-11 DoubleHashArraySize 28.7-2 DownEnv 6.5-1 DuplicateFreeList 21.20-4 DxIncludeIrreducibles 71.17-6 E 18.1-1 EANormalSeriesByPcgs 45.11-4 Earns, for a group, an action domain, etc. 41.10-6 EB 18.4-1 EC 18.4-1 ED 18.4-1 Edit 6.10-1 EE 18.4-1 EF 18.4-1 EG 18.4-1 EggBoxOfDClass 51.8-6 EH 18.4-1 EI 18.4-2 Eigenspaces 24.8-4 Eigenvalues 24.8-3 EigenvaluesChar 72.8-19 Eigenvectors 24.8-5 EJ 18.4-4 EK 18.4-4 EL 18.4-4 ElementaryAbelianGroup 50.1-4 ElementaryAbelianSeries, for a group 39.17-9 ElementaryAbelianSeriesLargeSteps 39.17-9 ElementaryDivisorsMat 24.9-1 ElementaryDivisorsMatDestructive 24.9-1 ElementaryDivisorsTransformationsMat 24.9-2 ElementaryDivisorsTransformationsMatDestructive 24.9-2 ElementOfFpGroup 47.4-5 ElementOfFpMonoid 52.4-2 ElementOfFpSemigroup 52.4-2 ElementOfMagmaRing 65.2-6 ElementOrdersPowerMap 73.1-3 ElementProperty 43.12-2 Elements 30.3-11 ElementsFamily 30.2-3 ElementsStabChain 43.10-9 elif 4.15-3 EliminatedWord 37.4-6 EliminationOrdering 66.17-10 ElmWPObj 86.2-1 else 4.15-3 EM 18.4-4 emacs 6.11 Embedding, example for direct products 49.1-1 Embedding, for a domain and a positive integer 32.2-11 Embedding, for Lie algebras 64.1-3 Embedding, for two domains 32.2-11 EmptyBinaryRelation, for a degree 33.1-4 EmptyMatrix 24.5-3 EmptyPartialPerm 54.2-6 EmptyPlist 21.9-1 EmptySCTable 62.4-3 EmptyStabChain 43.11-7 EmptyString 27.4-5 EnableAttributeValueStoring 13.6-6 end 4.11 End 61.10-6 EndlineFunc 5.1-5 EndsWith 27.7-22 Enumerator 30.3-2 EnumeratorByBasis 61.6-5 EnumeratorByFunctions, for a domain and a record 30.3-4 EnumeratorOfCombinations 16.2-2 EnumeratorOfTuples 16.2-9 EnumeratorSorted 30.3-3 Epicentre 39.24-4 EpimorphismFromFreeGroup 39.5-1 EpimorphismNilpotentQuotient 47.14-4 EpimorphismNonabelianExteriorSquare 39.24-6 EpimorphismPGroup 47.14-3 EpimorphismQuotientSystem 47.14-2 EpimorphismSchurCover 39.24-1 EpimorphismSolvableQuotient 47.14-6 EqFloat 19.2-6 EquivalenceClasses, attribute 33.7-3 EquivalenceClassOfElement 33.7-4 EquivalenceClassOfElementNC 33.7-4 EquivalenceClassRelation 33.7-2 EquivalenceRelationByPairs 33.5-3 EquivalenceRelationByPairsNC 33.5-3 EquivalenceRelationByPartition 33.5-1 EquivalenceRelationByPartitionNC 33.5-1 EquivalenceRelationByProperty 33.5-4 EquivalenceRelationByRelation 33.5-2 EquivalenceRelationPartition 33.6-1 ER 18.4-2 Erf 19.2-10 Error 6.6-1 ErrorCount 6.6-3 ErrorNoReturn 6.6-2 ErrorNoTraceBack 6.4-3 ES 18.4-3 ET 18.4-3 EU 18.4-3 EuclideanDegree 56.6-2 EuclideanQuotient 56.6-3 EuclideanRemainder 56.6-4 EulerianFunction 39.16-3 EulerianFunctionByTom 70.9-9 EV 18.4-3 EvalStraightLineProgElm 37.9-4 EvalString 27.9-5 EW 18.4-3 EX 18.4-3 ExactSizeConsiderFunction 39.21-5 Exec 11.1-2 Exp 19.2-10 Exp10 19.2-10 Exp2 19.2-10 Expm1 19.2-10 Exponent 39.16-2 ExponentOfPcElement 45.5-2 ExponentsConjugateLayer 45.6-1 ExponentsOfCommutator 45.6-4 ExponentsOfConjugate 45.6-3 ExponentsOfPcElement 45.5-3 ExponentsOfRelativePower 45.6-2 ExponentSumWord 37.4-2 ExponentSyllable 37.5-2 ExtendedPcgs 45.7-8 ExtendRootDirectories 76.2-4 ExtendStabChain 43.11-4 Extension 46.8-5 ExtensionNC 46.8-5 ExtensionRepresentatives 46.8-9 Extensions 46.8-4 ExteriorCentre 39.24-4 ExteriorPower 61.13-2 ExteriorPowerOfAlgebraModule 64.15-2 ExternalOrbit 41.12-9 ExternalOrbits, for a group, an action domain, etc. 41.12-11 ExternalOrbitsStabilizers, for a group, an action domain, etc. 41.12-12 ExternalSet 41.12-2 ExternalSet, computing orbits 85.3 ExternalSubset 41.12-7 Extract 72.10-5 ExtractSubMatrix 26.11-3 ExtractSubVector 26.9-2 ExtraspecialGroup 50.1-10 ExtRepDenominatorRatFun 66.21-3 ExtRepNumeratorRatFun 66.21-2 ExtRepOfObj 79.8-1 ExtRepPolynomialRatFun 66.21-6 EY 18.4-3 FactorCosetAction, for a group and list of subgroups 41.8-1 FactorFreeMonoidByRelations 52.2-2 FactorFreeSemigroupByRelations 52.2-2 FactorGroup 39.18-2 FactorGroupFpGroupByRels 47.2-2 FactorGroupNC 39.18-2 FactorGroupNormalSubgroupClasses 71.23-4 FactorGroupTom 70.9-11 Factorial 16.1-1 Factorization 39.5-2 Factors 56.5-9 FactorsInt 14.4-7 FactorsOfDirectProduct 71.20-2 FactorsSquarefree 66.10-2 fail 20.2-1 FaithfulModule, for Lie algebras 62.11-20 FamiliesOfGeneralMappingsAndRanges 32.14-5 FamiliesOfRows 71.22-5 FamilyForOrdering 34.3-4 FamilyObj 13.1-1 FamilyPcgs 46.1-1 FamilyRange 32.14-3 FamilySource 32.14-4 fi 4.15-3 Fibonacci 16.3-1 Field, for (a field and) a list of generators 58.1-3 FieldByGenerators 58.1-8 FieldExtension 58.2-9 FieldOfMatrixGroup 44.2-3 FieldOverItselfByGenerators 58.2-2 FileDescriptorOfStream 10.2-2 Filename, for a directory and a string 9.4-1 FilenameFunc 5.1-4 FilterByName 13.2-3 Filtered 21.20-19 FilteredOp 21.20-19 FiltersObj 13.2-5 FiltersType 13.2-5 FindSl2 64.9-7 First 21.20-21 FittingSubgroup 39.12-5 FixedPointsOfPartialPerm, for a partial perm 54.3-8 Flat 21.20-6 FlatKernelOfTransformation 53.5-11 FlipBlist 22.4-5 Float 19.2-1 FLOAT, constants 19.2-5 Floor 19.2-10 FlushCaches 79.10-4 for loop 4.15-6 ForAll 21.20-23 ForAllOp 21.20-23 ForAny 21.20-24 ForAnyOp 21.20-24 ForceQuitGap 6.7-4 FpElmComparisonMethod 47.3-3 FpGroupCocycle 39.25-2 FpGroupPresentation 48.1-4 FpGrpMonSmgOfFpGrpMonSmgElement 52.1-4 FpLieAlgebraByCartanMatrix 64.11-1 Frac 19.2-10 FrattiniSubgroup 39.12-6 FrattiniSubgroup, for groups with pcgs 45.16 FreeAbelianGroup 50.1-5 FreeAlgebra, for ring and several names 62.3-1 FreeAlgebraWithOne, for ring and several names 62.3-2 FreeAssociativeAlgebra, for ring and several names 62.3-3 FreeAssociativeAlgebraWithOne, for ring and several names 62.3-4 FreeGeneratorsOfFpGroup 47.4-2 FreeGeneratorsOfFpMonoid 52.4-4 FreeGeneratorsOfFpSemigroup 52.4-4 FreeGeneratorsOfWholeGroup 47.4-2 FreeGroup, for a list of names 37.2-1 FreeGroupOfFpGroup 47.4-1 FreeLeftModule 57.3-2 FreeLieAlgebra, for ring and several names 64.2-4 FreeMagma, for a list of names 36.4-1 FreeMagmaRing 65.1-1 FreeMagmaWithOne, for a list of names 36.4-2 FreeMonoid, for a list of names 51.2-9 FreeMonoidOfFpMonoid 52.4-3 FreeMonoidOfRewritingSystem 52.5-5 FreeProduct, for a list 49.5-1 FreeSemigroup, for a list of names 51.1-10 FreeSemigroupOfFpSemigroup 52.4-3 FreeSemigroupOfRewritingSystem 52.5-5 FrExp 19.2-10 FrobeniusAutomorphism 59.4-1 FrobeniusCharacterValue 72.15-1 FullMatrixAlgebra 62.5-4 FullMatrixAlgebraCentralizer 62.9-15 FullMatrixLieAlgebra 64.2-5 FullMatrixModule 57.3-11 FullMatrixSpace 61.9-5 FullRowModule 57.3-9 FullRowSpace 61.9-4 FullTransformationMonoid 53.7-3 FullTransformationSemigroup 53.7-3 FunctionAction 41.12-4 FunctionField, for an integral ring and a list of indeterminate numbers 66.15-8 FunctionOperation 77.1 FunctionsFamily 5.5-2 FusionCharTableTom 70.11-1 FusionConjugacyClasses, for a homomorphism 73.3-1 FusionConjugacyClassesOp, for a homomorphism 73.3-1 FusionsAllowedByRestrictions 73.7-4 FusionsTom 70.7-6 gac 76.3-11 GaloisCyc, for a class function 72.4-2 GaloisField, for characteristic and degree 59.3-2 GaloisGroup, for abelian number fields 60.4-1 GaloisMat 18.5-5 GaloisStabilizer 60.2-5 GaloisType 66.11-3 Gamma 19.2-10 GammaL 50.2-9 gap.ini 3.2-1 GAPDocManualLab 76.22 GapExitCode 6.7-2 GAPInfo 3.5-1 GAPInfo.Architecture 76.3-8 GAPInfo.CommandLineOptions 3.1 GAPInfo.Keywords 4.5 GAPInfo.ProfileThreshold 7.8-9 GAPInfo.RootPaths 9.2 GAPInfo.UserGapRoot 9.2 GAPInfo.Version 7.9 GapInputPcGroup 46.6-1 GapInputSCTable 62.4-5 GAPKB_REW 52.5-2 GAPTCENUM 47.6-5 GASMAN 7.12-1 GasmanLimits 7.12-5 GasmanMessageStatus 7.12-4 GasmanStatistics 7.12-3 GaussianIntegers 60.5-1 GaussianRationals 60.1-3 Gcd, for (a ring and) a list of elements 56.7-1 Gcdex 14.3-5 GcdInt 14.3-4 GcdOp 56.7-2 GcdRepresentation, for (a ring and) a list of elements 56.7-3 GcdRepresentationOp 56.7-4 GeneralisedEigenspaces 24.8-2 GeneralisedEigenvalues 24.8-1 GeneralisedQuaternionGenerators 50.1-9 GeneralizedEigenspaces 24.8-2 GeneralizedEigenvalues 24.8-1 GeneralLinearGroup, for dimension and a ring 50.2-1 GeneralMappingByElements 32.2-1 GeneralMappingsFamily 32.14-6 GeneralOrthogonalGroup 50.2-6 50.2-6 GeneralSemilinearGroup 50.2-9 GeneralUnitaryGroup 50.2-3 50.2-3 GeneratorsOfAdditiveGroup 55.3-4 GeneratorsOfAdditiveMagma 55.3-2 GeneratorsOfAdditiveMagmaWithZero 55.3-3 GeneratorsOfAlgebra 62.9-1 GeneratorsOfAlgebraModule 62.11-7 GeneratorsOfAlgebraWithOne 62.9-2 GeneratorsOfDivisionRing 58.1-6 GeneratorsOfDomain 31.9-2 GeneratorsOfEquivalenceRelationPartition 33.6-2 GeneratorsOfField 58.1-7 GeneratorsOfGroup 39.2-4 GeneratorsOfIdeal 56.2-7 GeneratorsOfInverseMonoid 51.3-4 GeneratorsOfInverseSemigroup 51.3-3 GeneratorsOfLeftIdeal 56.2-8 GeneratorsOfLeftModule 57.1-4 GeneratorsOfLeftOperatorAdditiveGroup 57.1-3 GeneratorsOfLeftVectorSpace 61.3-1 GeneratorsOfMagma 35.4-1 GeneratorsOfMagmaWithInverses 35.4-3 GeneratorsOfMagmaWithOne 35.4-2 GeneratorsOfMonoid 51.2-7 GeneratorsOfNearAdditiveGroup 55.3-4 GeneratorsOfNearAdditiveMagma 55.3-2 GeneratorsOfNearAdditiveMagmaWithZero 55.3-3 GeneratorsOfPresentation 48.1-3 GeneratorsOfRightIdeal 56.2-9 GeneratorsOfRightModule 57.1-9 GeneratorsOfRightOperatorAdditiveGroup 57.1-8 GeneratorsOfRing 56.1-6 GeneratorsOfRingWithOne 56.3-4 GeneratorsOfRws 38.1-12 GeneratorsOfSemigroup 51.1-8 GeneratorsOfStruct 31.3 GeneratorsOfTwoSidedIdeal 56.2-7 GeneratorsOfVectorSpace 61.3-1 GeneratorsPrimeResidues 15.2-4 GeneratorsSmallest 39.22-1 GeneratorsSubgroupsTom 70.10-1 GeneratorSyllable 37.5-3 GetCyclotomicsLimit 18.6-1 GetFusionMap 73.3-3 GetRecursionDepth 7.11-1 GetTraceInternalMethodsCounts 7.3-6 GetWithDefault 21.5-2 GF, for characteristic and degree 59.3-2 GL, for dimension and a ring 50.2-1 GlobalMersenneTwister 14.7-4 GlobalRandomSource 14.7-4 GModuleByMats, for empty list, the dimension, and a field 69.1-1 GO 50.2-6 50.2-6 GQuotients 40.9-4 Grading 62.9-20 GreensDClasses 51.8-9 GreensDClassOfElement 51.8-8 GreensDRelation 51.8-1 GreensHClasses 51.8-9 GreensHClassOfElement 51.8-8 GreensHRelation 51.8-1 GreensJClasses 51.8-9 GreensJClassOfElement 51.8-8 GreensJRelation 51.8-1 GreensLClasses 51.8-9 GreensLClassOfElement 51.8-8 GreensLRelation 51.8-1 GreensRClasses 51.8-9 GreensRClassOfElement 51.8-8 GreensRRelation 51.8-1 GroebnerBasis, for a list and a monomial ordering 66.18-1 GroebnerBasisNC 66.18-1 Group, for a list of generators (and an identity element) 39.2-1 GroupByGenerators 39.2-2 GroupByRws 46.4-6 GroupByRwsNC 46.4-6 GroupGeneralMappingByImages 40.1-3 GroupGeneralMappingByImagesNC 40.1-3 GroupHClassOfGreensDClass 51.8-10 GroupHomomorphismByFunction, by function (and inverse function) between two domains 40.1-4 GroupHomomorphismByImages 40.1-1 GroupHomomorphismByImagesNC 40.1-2 GroupOfPcgs 45.4-5 GroupRing 65.1-2 GroupStabChain 43.10-5 GroupWithGenerators 39.2-3 GrowthFunctionOfGroup 39.5-3 GU 50.2-3 50.2-3 HallSubgroup 39.13-3 HallSystem 39.13-6 HallSystem, for groups with pcgs 45.16 HasAbelianFactorGroup 39.18-5 HasElementaryAbelianFactorGroup 39.18-6 HasIndeterminateName 66.1-4 HasParent 31.7-1 HasseDiagramBinaryRelation 33.4-4 HeadPcElementByNumber 45.5-12 HELP_ADD_BOOK 84.1-1 HELP_REMOVE_BOOK 84.1-2 HELP_VIEWER_INFO 84.4-1 HenselBound 66.12-3 HermiteNormalFormIntegerMat 25.2-4 HermiteNormalFormIntegerMatTransform 25.2-5 HeuristicCancelPolynomialsExtRep 66.24-3 HexSHA256 27.9-7 27.9-7 HexStringInt 27.7-8 HighestWeightModule 64.14-5 HMSMSec 27.10-7 Hom 61.10-5 HomeEnumerator 41.12-5 HomomorphismQuotientSemigroup 51.7-2 Hypothenuse 19.2-10 Ideal 56.2-1 IdealByGenerators 56.2-4 IdealDecompositionsOfPolynomial 67.3-1 IdealNC 56.2-2 Ideals 56.9-4 Idempotent 53.2-4 Idempotents 35.4-6 IdempotentsTom 70.7-8 IdempotentsTomInfo 70.7-8 IdentificationOfConjugacyClasses 71.6-3 Identifier, for character tables 71.9-8 Identity 31.10-2 IdentityBinaryRelation, for a degree 33.1-3 IdentityFromSCTable 62.4-7 IdentityMapping 32.2-10 IdentityMat 24.5-1 IdentityMatrix, for base domain and dimension 26.4-7 IdentityTransformation 53.2-8 IdFunc 5.4-6 if statement 4.15-3 Image, for Frobenius automorphisms 59.4-1 Image, set of images of a collection under a mapping 32.4-6 ImageElm 32.4-5 ImageListOfPartialPerm 54.3-6 ImageListOfTransformation 53.5-2 ImageOfPartialPermCollection 54.3-5 Images, set of images of a collection under a mapping 32.4-7 ImagesElm 32.4-3 ImageSetOfPartialPerm 54.3-7 ImageSetOfTransformation 53.5-3 ImagesRepresentative 32.4-2 ImagesSet 32.4-4 ImagesSmallestGenerators 40.3-5 ImagesSource 32.4-1 ImaginaryPart 18.5-2 ImfInvariants 50.7-3 ImfMatrixGroup 50.7-4 ImfNumberQClasses 50.7-1 ImfNumberQQClasses 50.7-1 ImfNumberZClasses 50.7-1 Immutable 12.6-3 ImmutableBasis 61.8-4 ImmutableMatrix 24.14-1 ImmutableVector 23.3-2 in, for lists 21.8-1 \in, operation for testing membership 30.6 IncreaseInterval 19.5-8 IndependentGeneratorExponents 39.22-6 IndependentGeneratorsOfAbelianGroup 39.22-5 Indeterminate, for a family and a number 66.1-1 IndeterminateName 66.1-4 Indeterminateness 73.5-13 IndeterminateNumberOfLaurentPolynomial 66.13-3 IndeterminateNumberOfUnivariateRationalFunction 66.1-2 IndeterminateOfUnivariateRationalFunction 66.1-3 IndeterminatesOfFunctionField 66.15-2 IndeterminatesOfPolynomialRing 66.15-2 Index, for a group and its subgroup 39.3-2 IndexInWholeGroup 39.3-3 IndexNC, for a group and its subgroup 39.3-2 IndexPeriodOfPartialPerm 54.3-16 IndexPeriodOfTransformation 53.5-15 Indicator 71.12-5 IndicatorOp 71.12-5 IndicesCentralNormalSteps 45.11-7 IndicesChiefNormalSteps 45.11-15 IndicesEANormalSteps 45.11-3 IndicesEANormalStepsBounded 45.11-3 IndicesInvolutaryGenerators 47.6-9 IndicesNormalSteps 45.11-17 IndicesOfAdjointBasis 62.9-6 IndicesPCentralNormalStepsPGroup 45.11-11 IndicesStabChain 43.10-7 Indirected 73.5-4 InducedAutomorphism 40.7-7 InducedClassFunction, for a given monomorphism 72.9-3 InducedClassFunctions 72.9-4 InducedClassFunctionsByFusionMap 72.9-5 InducedCyclic 72.9-6 InducedPcgs 45.7-4 InducedPcgsByGenerators 45.7-5 InducedPcgsByGeneratorsNC 45.7-5 InducedPcgsByPcSequence 45.7-2 InducedPcgsByPcSequenceAndGenerators 45.7-6 InducedPcgsByPcSequenceNC 45.7-2 InducedPcgsWrtFamilyPcgs 46.1-3 InducedPcgsWrtSpecialPcgs 45.13-8 Inequalities 72.14-5 InertiaSubgroup 72.8-13 Inf 19.5-2 infinity 18.2-1 Info 7.4-6 InfoAlgebra 62.1-1 InfoAttributes 13.6-4 InfoBckt 43.12-4 InfoCharacterTable 71.4-2 InfoClass, for a GAP package 76.15 InfoCoh 39.23-5 InfoComplement 39.11-7 InfoCoset 39.9-6 InfoFpGroup 47.1-3 InfoGroebner 66.18-4 InfoGroup 39.2-8 InfoLattice 39.20-13 InfoLevel 7.4-4 InfoMatrix 24.1-1 InfoMonomial 75.1-1 InfoNumtheor 15.1-1 InfoObsolete 77.4-1 InfoOptions 8.1-7 InfoOutput 7.4-7 InfoPackageLoading 76.2-5 InfoPcSubgroup 39.21-6 InfoPoly 66.5-8 InfoText 12.8-3 InfoText, (for Conway polynomials) 59.5-1 InfoText, for character tables 71.9-9 InfoTom 70.6-1 InfoWarning 7.4-8 Init (initialize a random source object) 14.7-6 init.g, for a GAP package 76.5 InitFusion 73.7-1 InitPowerMap 73.6-1 InjectionZeroMagma 35.2-13 InnerAutomorphism 40.6-3 InnerAutomorphismGroup 40.7-6 InnerAutomorphismNC 40.6-3 InnerAutomorphismsAutomorphismGroup 40.7-5 InParentFOA 85.2-1 InputFromUser 10.6-3 InputLogTo, for a filename 9.7-5 InputOutputLocalProcess 10.8-2 InputTextFile 10.5-1 InputTextNone 10.9-1 InputTextString 10.7-1 InputTextUser 10.6-1 InsertTrivialStabilizer 43.11-8 InstallAtExit 6.7-5 InstallCharReadHookFunc 10.10-1 InstallEarlyMethod 78.3-3 InstalledPackageVersion 76.3-6 InstallFactorMaintenance 31.13-5 InstallFlushableValue 79.10-3 InstallFlushableValueFromFunction 79.10-3 InstallGlobalFunction 79.10-5 InstallHandlingByNiceBasis 61.12-1 InstallImmediateMethod 78.7-1 InstallIsomorphismMaintenance 31.13-6 InstallMethod 78.3-1 InstallMethodWithRandomSource 78.3-4 InstallOtherMethod 78.3-2 InstallOtherMethodWithRandomSource 78.3-4 InstallReadlineMacro 6.9-4 InstallSubsetMaintenance 31.13-4 InstallTrueMethod 78.8-1 InstallValue 79.10-3 Int 14.2-3 IntChar 27.8-1 Integers, global variable 14.1-1 IntegralizedMat 25.4-4 IntegratedStraightLineProgram 37.8-8 IntermediateGroup 39.17-17 IntermediateResultOfSLP 37.8-10 IntermediateResultOfSLPWithoutOverwrite 37.8-11 IntermediateResultsOfSLPWithoutOverwrite 37.8-12 IntermediateSubgroups 39.17-18 InterpolatedPolynomial 56.7-10 IntersectBlist 22.4-3 Intersection, for a list 30.5-2 Intersection, for groups with pcgs 45.16 Intersection, for various collections 30.5-2 Intersection2 30.5-2 IntersectionBlist, for a list 22.3-2 IntersectionsTom 70.9-10 IntersectSet 21.19-7 IntFFE 59.2-3 IntFFESymm, for a FFE 59.2-4 IntHexString 27.9-3 IntScalarProducts 73.5-15 IntVecFFE 59.2-5 InvariantBilinearForm 44.5-1 InvariantElementaryAbelianSeries 39.17-10 InvariantLattice 44.6-6 InvariantQuadraticForm 44.5-5 InvariantSesquilinearForm 44.5-3 InvariantSubgroupsElementaryAbelianGroup 39.21-2 Inverse 31.10-8 InverseAttr 31.10-8 InverseClasses 71.9-10 InverseGeneralMapping 32.2-3 InverseImmutable 31.10-8 InverseMap 73.5-2 InverseMatMod 24.15-1 InverseMonoid 51.3-2 InverseMutable 31.10-8 InverseOfTransformation 53.5-13 InverseOp 31.10-8 InverseRepresentative 43.10-11 InverseSameMutability 31.10-8 InverseSemigroup 51.3-1 InverseSM 31.10-8 InversesOfSemigroupElement 51.4-3 InvocationReadlineMacro 6.9-4 Irr, for a character table 71.8-2 IrrBaumClausen 71.14-3 IrrConlon 71.14-2 IrrDixonSchneider 71.14-1 IrreducibleDifferences 72.10-3 IrreducibleModules 71.15-1 IrreducibleModules, for groups with pcgs 45.16 IrreducibleRepresentations 71.14-4 IrreducibleRepresentationsDixon 71.14-5 Is16BitsFamily 37.6-7 Is32BitsFamily 37.6-7 IsAbelian 35.4-9 IsAbelianNumberField 60.2-3 IsAbelianNumberFieldPolynomialRing 66.15-6 IsAbelianTom 70.8-1 IsAdditiveElement 31.14-3 IsAdditiveElementWithInverse 31.14-7 IsAdditiveElementWithZero 31.14-5 IsAdditiveGroup 55.1-6 IsAdditiveGroupGeneralMapping 32.10-4 IsAdditiveGroupHomomorphism 32.10-4 IsAdditivelyCommutative 55.3-1 IsAdditivelyCommutativeElement 31.15-2 IsAdditivelyCommutativeElementCollColl 31.15-2 IsAdditivelyCommutativeElementCollection 31.15-2 IsAdditivelyCommutativeElementFamily 31.15-2 IsAdditiveMagma 55.1-4 IsAdditiveMagmaWithInverses 55.1-6 IsAdditiveMagmaWithZero 55.1-5 IsAlgebra 62.8-3 IsAlgebraGeneralMapping 32.12-3 IsAlgebraHomomorphism 32.12-3 IsAlgebraicElement 67.2-1 IsAlgebraicExtension 67.1-2 IsAlgebraModuleElement 62.11-8 IsAlgebraModuleElementCollection 62.11-8 IsAlgebraModuleElementFamily 62.11-8 IsAlgebraWithOne 62.8-4 IsAlgebraWithOneGeneralMapping 32.12-4 IsAlgebraWithOneHomomorphism 32.12-4 IsAlmostSimple, for a character table 71.8-5 IsAlmostSimpleGroup 39.15-11 IsAlphaChar 27.5-4 IsAlternatingGroup 43.4-3 IsAnticommutative 56.4-6 IsAntisymmetricBinaryRelation 33.2-4 IsAssociated 56.5-3 IsAssociative 35.4-7 IsAssociativeElement 31.15-1 IsAssociativeElementCollColl 31.15-1 IsAssociativeElementCollection 31.15-1 IsAssocWord 37.1-1 IsAssocWordWithInverse 37.1-1 IsAssocWordWithOne 37.1-1 IsAttribute 13.5-1 IsAttributeStoringRep 13.5-5 IsAutomorphismGroup 40.7-4 IsBasicWreathLessThanOrEqual 37.3-4 IsBasicWreathProductOrdering 34.4-12 IsBasis 61.5-1 IsBasisByNiceBasis 61.11-5 IsBasisOfAlgebraModuleElementSpace 62.11-14 IsBergerCondition, for a character 75.2-3 IsBiCoset 39.7-5 IsBijective 32.3-6 IsBinaryRelation 33.1-1 IsBinaryRelation, same as IsEndoGeneralMapping 33. IsBLetterAssocWordRep 37.6-3 IsBLetterWordsFamily 37.6-4 IsBlist 22.1-1 IsBlistRep 22.5-1 IsBool 20.1-1 IsBound, for a global variable 4.8-1 IsBound\. 29.7-3 IsBound\[\] 21.2-1 IsBoundElmWPObj 86.2-1 IsBoundGlobal 4.9-6 IsBrauerTable 71.4-1 IsBravaisGroup 44.6-10 IsBuiltFromAdditiveMagmaWithInverses 38.3-1 IsBuiltFromGroup 38.3-1 IsBuiltFromMagma 38.3-1 IsBuiltFromMagmaWithInverses 38.3-1 IsBuiltFromMagmaWithOne 38.3-1 IsBuiltFromSemigroup 38.3-1 IsCanonicalBasis 61.7-1 IsCanonicalBasisFullMatrixModule 61.9-10 IsCanonicalBasisFullRowModule 61.9-9 IsCanonicalNiceMonomorphism 40.5-4 IsCanonicalPcgs 45.8-1 IsCategory 13.3-1 IsCentral 35.4-8 IsCentralFactor 39.24-7 IsChar 27.1-1 IsCharacter 72.8-1 IsCharacteristicSubgroup 39.3-7 IsCharacterTable 71.4-1 IsCharacterTableInProgress 71.4-1 IsCharCollection 27.1-1 IsCheapConwayPolynomial 59.5-2 IsClassFunction 72.1-1 IsClassFusionOfNormalSubgroup 71.12-4 IsClosedStream 10.1-2 IsCochain 64.12-1 IsCochainCollection 64.12-1 IsCollection 30.1-1 IsCollectionFamily 30.2-2 IsCommutative 35.4-9 IsCommutativeElement 31.15-3 IsCommutativeElementCollColl 31.15-3 IsCommutativeElementCollection 31.15-3 IsComponentObjectRep 13.4-1 IsCompositionMappingRep 32.2-7 IsConfluent, for a rewriting system 38.1-5 IsConjugacyClassSubgroupsByStabilizerRep 39.19-2 IsConjugacyClassSubgroupsRep 39.19-2 IsConjugate, for a group and two elements 39.10-9 IsConjugatorAutomorphism 40.6-4 IsConjugatorIsomorphism 40.6-4 IsConstantRationalFunction 66.4-11 IsConstantTimeAccessGeneralMapping 32.13-2 IsConstantTimeAccessList 21.1-6 IsContainedInSpan 61.8-5 IsCopyable 12.6-1 IsCyc 18.1-3 IsCyclic 39.15-1 IsCyclicTom 70.8-1 IsCyclotomic 18.1-3 IsCyclotomicField 60.2-4 IsCyclotomicMatrixGroup 44.6-1 IsDataObjectRep 13.4-1 IsDenseList 21.1-2 IsDiagonalMat 24.4-9 IsDiagonalMatrix 24.4-9 IsDictionary 28.3-2 IsDigitChar 27.5-1 IsDihedralGroup 50.1-7 IsDirectory 9.3-1 IsDirectoryPath 9.6-5 IsDirectProductElement 32.1-1 IsDisjoint 19.5-6 IsDistributive 56.4-5 IsDivisionRing 58.1-1 IsDomain 31.9-1 IsDoneIterator 30.8-4 IsDoubleCoset, operation 39.9-4 IsDuplicateFree 21.17-2 IsDuplicateFreeList 21.17-2 IsDxLargeGroup 71.17-8 IsElementaryAbelian 39.15-2 IsElementOfFpMonoid 52.1-3 IsElementOfFpSemigroup 52.1-3 IsElementOfFreeMagmaRing 65.2-2 IsElementOfFreeMagmaRingCollection 65.2-2 IsElementOfFreeMagmaRingFamily 65.2-3 IsElementOfMagmaRingModuloRelations 65.4-1 IsElementOfMagmaRingModuloRelationsCollection 65.4-1 IsElementOfMagmaRingModuloRelationsFamily 65.4-2 IsElementOfMagmaRingModuloSpanOfZeroFamily 65.5-1 IsEmpty 30.4-1 IsEmptyMatrix, for a matrix object 24.4-7 IsEmptyString 27.4-4 IsEndOfStream 10.3-6 IsEndoGeneralMapping 32.13-3 IsEndoGeneralMapping, same as IsBinaryRelation 33. IsEqualSet 21.19-2 IsEquivalenceClass 33.7-1 IsEquivalenceRelation 33.2-8 IsEuclideanRing 56.6-1 IsEvenInt 14.2-4 IsExecutableFile 9.6-4 IsExistingFile 9.6-1 IsExtAElement 31.14-1 IsExternalOrbit 41.12-8 IsExternalSet 41.12-1 IsExternalSubset 41.12-6 IsExtLElement 31.14-8 IsExtRElement 31.14-9 IsFamilyPcgs 46.1-2 IsFFE 59.1-1 IsFFECollColl 59.1-1 IsFFECollCollColl 59.1-1 IsFFECollection 59.1-1 IsFFEMatrixGroup 44.2-5 IsField 58.1-2 IsFieldControlledByGaloisGroup 58.3 IsFieldHomomorphism 32.12-5 IsFinite 30.4-2 IsFiniteDimensional 57.3-4 IsFiniteFieldPolynomialRing 66.15-5 IsFinitelyGeneratedGroup 39.15-18 IsFiniteOrderElement 31.15-4 IsFiniteOrderElementCollColl 31.15-4 IsFiniteOrderElementCollection 31.15-4 IsFiniteOrdersPcgs 45.4-2 IsFixedStabilizer 43.11-9 IsFLMLOR 62.8-1 IsFLMLORWithOne 62.8-2 IsFpGroup 47.1-2 IsFpMonoid 52.1-2 IsFpSemigroup 52.1-2 IsFreeGroup 37.2-2 IsFreeLeftModule 57.3-1 IsFreeMagmaRing 65.1-3 IsFreeMagmaRingWithOne 65.1-4 IsFromFpGroupGeneralMappingByImages 40.10-10 IsFromFpGroupHomomorphismByImages 40.10-10 IsFromFpGroupStdGensGeneralMappingByImages 40.10-11 IsFromFpGroupStdGensHomomorphismByImages 40.10-11 IsFullHomModule 61.10-7 IsFullMatrixModule 57.3-10 IsFullRowModule 57.3-8 IsFullSubgroupGLorSLRespectingBilinearForm 44.5-2 IsFullSubgroupGLorSLRespectingQuadraticForm 44.5-6 IsFullSubgroupGLorSLRespectingSesquilinearForm 44.5-4 IsFullTransformationMonoid 53.7-4 IsFullTransformationSemigroup 53.7-4 IsFunction 5.5-1 IsFunctionField 66.15-9 IsGAPRandomSource 14.7-4 IsGaussianIntegers 60.5-2 IsGaussianRationals 60.1-3 IsGaussianSpace 61.9-3 IsGaussInt 18.1-14 IsGaussRat 18.1-15 IsGeneralisedQuaternionGroup 50.1-9 IsGeneralizedDomain 31.9-1 IsGeneralizedRowVector 21.12-1 IsGeneralLinearGroup 44.4-1 IsGeneralMapping 32.13-1 IsGeneralMappingFamily 32.14-2 IsGeneratorsOfSemigroup 51.1-9 IsGeneratorsOfStruct 31.3 IsGL 44.4-1 IsGlobalRandomSource 14.7-4 IsGreensClass 51.8-3 IsGreensDClass 51.8-3 IsGreensDRelation 51.8-2 IsGreensHClass 51.8-3 IsGreensHRelation 51.8-2 IsGreensJClass 51.8-3 IsGreensJRelation 51.8-2 IsGreensLClass 51.8-3 IsGreensLessThanOrEqual 51.8-4 IsGreensLRelation 51.8-2 IsGreensRClass 51.8-3 IsGreensRelation 51.8-2 IsGreensRRelation 51.8-2 IsGroup 39.2-7 IsGroupGeneralMapping 32.9-4 IsGroupGeneralMappingByAsGroupGeneralMappingByImages 40.10-3 IsGroupGeneralMappingByImages 40.10-1 IsGroupGeneralMappingByPcgs 40.10-7 IsGroupHClass 51.8-11 IsGroupHomomorphism 32.9-4 IsGroupOfAutomorphisms 40.7-2 IsGroupRing 65.1-5 IsHandledByNiceBasis 61.11-6 IsHandledByNiceMonomorphism 40.5-1 IsHasseDiagram 33.2-7 IsHomogeneousList 21.1-3 IsIdempotent 31.10-7 IsIdenticalObj 12.5-1 IsIncomparableUnder 34.3-3 IsInducedFromNormalSubgroup 75.3-4 IsInducedPcgs 45.7-1 IsInducedPcgsWrtSpecialPcgs 45.13-7 IsInfBitsFamily 37.6-7 IsInfiniteAbelianizationGroup 47.16-1 IsInfiniteAbelianizationGroup, for groups 47.16-1 IsInfinity 18.2-1 IsInjective 32.3-4 IsInjectiveListTrans 53.4-9 IsInnerAutomorphism 40.6-4 IsInputOutputStream 10.8-1 IsInputStream 10.1-3 IsInputTextNone 10.1-5 IsInputTextStream 10.1-4 IsInt 14.2-1 IsIntegerMatrixGroup 44.6-3 IsIntegers 14.1-2 IsIntegralBasis 61.7-2 IsIntegralCyclotomic 18.1-4 IsIntegralRing 56.4-1 IsInternallyConsistent 12.8-4 IsInternalRep 13.4-1 IsInverseMonoid 51.4-8 IsInverseSemigroup 51.4-8 IsInverseSubsemigroup 51.3-5 IsIrreducibleCharacter 72.8-3 IsIrreducibleRingElement 56.5-7 IsIterator 30.8-3 IsJacobianElement 31.15-5 IsJacobianElementCollColl 31.15-5 IsJacobianElementCollection 31.15-5 IsJacobianRing 56.4-8 IsKernelExtensionAvailable 76.3-12 IsLaurentPolynomial 66.4-10 IsLaurentPolynomialDefaultRep 66.21-7 IsLDistributive 56.4-3 IsLeftAlgebraModuleElement 62.11-9 IsLeftAlgebraModuleElementCollection 62.11-9 IsLeftIdeal 56.2-3 IsLeftIdealInParent 56.2-3 IsLeftModule 57.1-2 IsLeftModuleGeneralMapping 32.11-2 IsLeftModuleHomomorphism 32.11-2 IsLeftOperatorAdditiveGroup 57.1-1 IsLeftSemigroupIdeal 51.5-3 IsLeftVectorSpace 61.1-1 IsLessThanOrEqualUnder 34.3-8 IsLessThanUnder 34.3-7 IsLetterAssocWordRep 37.6-1 IsLetterWordsFamily 37.6-2 IsLexicographicallyLess 77.1 IsLexOrderedFFE 59.1-3 IsLieAbelian 64.5-1 IsLieAlgebra 62.8-5 IsLieMatrix 24.2-3 IsLieNilpotent 64.5-2 IsLieObject 64.1-2 IsLieObjectCollection 64.1-2 IsLieSolvable 64.5-3 IsLinearMapping 32.11-3 IsLinearMappingsModule 61.10-9 IsLineByLineProfileActive 7.8-19 IsList 21.1-1 IsListDefault 21.12-3 IsListOrCollection 30.3-1 IsLogOrderedFFE 59.1-3 IsLookupDictionary 28.3-3 IsLowerAlphaChar 27.5-2 IsLowerTriangularMat 24.4-11 IsLowerTriangularMatrix 24.4-11 IsMagma 35.1-1 IsMagmaHomomorphism 32.8-1 IsMagmaRingModuloRelations 65.4-4 IsMagmaRingModuloSpanOfZero 65.5-2 IsMagmaRingObjDefaultRep 65.2-1 IsMagmaWithInverses 35.1-4 IsMagmaWithInversesIfNonzero 35.1-3 IsMagmaWithOne 35.1-2 IsMagmaWithZeroAdjoined 35.2-12 IsMapping 32.3-3 IsMatchingSublist 21.17-1 IsMatrix 24.2-1 IsMatrixGroup 44.1-1 IsMatrixModule 57.3-7 IsMatrixObj 26.2-2 IsMatrixOrMatrixObj 26.2-3 IsMatrixSpace 61.9-2 IsMersenneTwister 14.7-4 IsMinimalNonmonomial 75.5-1 IsModuloPcgs 45.9-2 IsMonoid 51.2-1 IsMonomial, for a character table 71.8-5 IsMonomial, for positive integers 75.4-3 IsMonomialGroup 39.15-9 IsMonomialMatrix 24.4-8 IsMonomialNumber 75.4-3 IsMonomialOrdering 66.17-1 IsMultiplicativeElement 31.14-10 IsMultiplicativeElementWithInverse 31.14-13 IsMultiplicativeElementWithOne 31.14-11 IsMultiplicativeElementWithZero 31.14-12 IsMultiplicativeGeneralizedRowVector 21.12-2 IsMultiplicativeZero 35.4-11 IsMutable 12.6-2 IsMutableBasis 61.8-1 IsNaN 19.2-9 IsNaturalAlternatingGroup 43.4-1 IsNaturalGL 44.4-2 IsNaturalGLnZ 44.6-4 IsNaturalSL 44.4-4 IsNaturalSLnZ 44.6-5 IsNaturalSymmetricGroup 43.4-1 IsNearAdditiveElement 31.14-2 IsNearAdditiveElementWithInverse 31.14-6 IsNearAdditiveElementWithZero 31.14-4 IsNearAdditiveGroup 55.1-3 IsNearAdditiveMagma 55.1-1 IsNearAdditiveMagmaWithInverses 55.1-3 IsNearAdditiveMagmaWithZero 55.1-2 IsNearlyCharacterTable 71.4-1 IsNearRingElement 31.14-15 IsNearRingElementWithInverse 31.14-19 IsNearRingElementWithOne 31.14-17 IsNegInfinity 18.2-1 IsNegRat 17.2-3 IsNilpotent, for a character table 71.8-5 IsNilpotent, for groups with pcgs 45.16 IsNilpotentElement 64.9-5 IsNilpotentGroup 39.15-3 IsNilpotentTom 70.8-1 IsNInfinity 19.2-9 IsNoImmediateMethodsObject 78.7-2 IsNonabelianSimpleGroup 39.15-10 IsNonassocWord 36.1-3 IsNonassocWordCollection 36.1-4 IsNonassocWordWithOne 36.1-3 IsNonassocWordWithOneCollection 36.1-4 IsNonnegativeIntegers 14.1-2 IsNonSPGeneralMapping 32.14-1 IsNonTrivial 30.4-4 IsNormal 39.3-6 IsNormalBasis 61.7-3 IsNotIdenticalObj 12.5-2 IsNumberField 60.2-2 IsObject 12.1-1 IsOddInt 14.2-5 IsomorphicSubgroups 40.9-5 IsomorphismFpAlgebra 62.10-10 IsomorphismFpGroup 47.11-1 IsomorphismFpGroup, for subgroups of fp groups 47.12 IsomorphismFpGroupByGenerators 47.11-2 IsomorphismFpGroupByGeneratorsNC 47.11-2 IsomorphismFpGroupByPcgs 46.3-2 IsomorphismFpMonoid 52.2-3 IsomorphismFpSemigroup 52.2-3 IsomorphismGroups 40.9-1 IsomorphismMatrixAlgebra 62.10-11 IsomorphismPartialPermMonoid 54.7-6 IsomorphismPartialPermSemigroup 54.7-6 IsomorphismPcGroup 46.5-2 IsomorphismPermGroup 43.3-1 IsomorphismPermGroupImfGroup 50.7-6 IsomorphismReesMatrixSemigroup 51.9-3 IsomorphismReesZeroMatrixSemigroup 51.9-3 IsomorphismRefinedPcGroup 46.4-8 IsomorphismRepStruct 31.5 IsomorphismSCAlgebra, for an algebra 62.10-12 IsomorphismSimplifiedFpGroup 47.12-1 IsomorphismSpecialPcGroup 46.5-3 IsomorphismTransformationMonoid 53.7-5 IsomorphismTransformationSemigroup 53.7-5 IsomorphismTypeInfoFiniteSimpleGroup, for a character table 71.8-5 IsOne 31.10-5 IsOperation 78.1-1 IsOrdering 34.1-1 IsOrderingOnFamilyOfAssocWords 34.4-1 IsOrdinaryMatrix 24.2-2 IsOrdinaryTable 71.4-1 IsOutputStream 10.1-6 IsOutputTextNone 10.1-8 IsOutputTextStream 10.1-7 IsPackageLoaded 76.3-3 IsPackageMarkedForLoading 76.3-4 IsPackageMarkedForLoading 76.12 IsPadicExtensionNumber 68.2-3 IsPadicExtensionNumberFamily 68.2-4 IsParentPcgsFamilyPcgs 46.1-4 IsPartialOrderBinaryRelation 33.2-6 IsPartialPerm 54.1-1 IsPartialPermCollection 54.1-2 IsPartialPermMonoid 54.7-1 IsPartialPermSemigroup 54.7-1 IsPcGroup 46.3-1 IsPcGroupGeneralMappingByImages 40.10-8 IsPcGroupHomomorphismByImages 40.10-8 IsPcgs 45.2-2 IsPcgsCentralSeries 45.11-5 IsPcgsChiefSeries 45.11-13 IsPcgsElementaryAbelianSeries 45.11-1 IsPcgsPCentralSeriesPGroup 45.11-9 IsPerfect, for a character table 71.8-5 IsPerfectGroup 39.15-5 IsPerfectTom 70.8-1 IsPerm 42.1-1 IsPermCollColl 42.1-2 IsPermCollection 42.1-2 IsPermGroup 43.1-1 IsPermGroupGeneralMapping 40.10-5 IsPermGroupGeneralMappingByImages 40.10-5 IsPermGroupHomomorphism 40.10-5 IsPermGroupHomomorphismByImages 40.10-5 IsPGroup 39.15-20 IsPInfinity 19.2-9 IsPlistMatrixRep 26.12-2 IsPlistRep 21.24-2 IsPlistVectorRep 26.12-1 IsPNilpotent 39.15-26 IsPolycyclicGroup 39.15-7 IsPolynomial 66.4-4 IsPolynomialDefaultRep 66.21-5 IsPolynomialFunction 66.4-1 IsPolynomialFunctionsFamily 66.19-2 IsPolynomialRing 66.15-4 IsPosInt 14.2-2 IsPositionalObjectRep 13.4-1 IsPositiveIntegers 14.1-2 IsPosRat 17.2-2 IsPowerfulPGroup 39.15-21 IsPreimagesByAsGroupGeneralMappingByImages 40.10-4 IsPreOrderBinaryRelation 33.2-5 IsPrime 56.5-8 IsPrimeField 58.2-5 IsPrimeInt 14.4-2 IsPrimeOrdersPcgs 45.4-3 IsPrimePowerInt 14.4-4 IsPrimitive, for a group, an action domain, etc. 41.10-7 IsPrimitiveCharacter 75.3-2 IsPrimitivePolynomial 66.4-12 IsPrimitiveRootMod 15.3-4 IsProbablyPrimeInt 14.4-2 IsProperty 13.7-1 IsPseudoCanonicalBasisFullHomModule 61.10-8 IsPSolubleCharacterTable 71.12-3 IsPSolubleCharacterTableOp 71.12-3 IsPSolvable 39.15-25 IsPSolvableCharacterTable 71.12-3 IsPSolvableCharacterTableOp 71.12-3 IsPurePadicNumber 68.1-5 IsPurePadicNumberFamily 68.1-6 IsQuasiPrimitive 75.3-3 IsQuasisimple, for a character table 71.8-5 IsQuasisimpleGroup 39.15-12 IsQuaternion 62.8-8 IsQuaternionCollColl 62.8-8 IsQuaternionCollection 62.8-8 IsQuaternionGroup 50.1-9 IsQuickPositionList 21.23-1 IsQuotientSemigroup 51.7-1 IsRandomSource 14.7-1 IsRange 21.22-1 IsRangeRep 21.22-2 IsRat 17.2-1 IsRationalFunction 66.4-1 IsRationalFunctionDefaultRep 66.21-1 IsRationalFunctionsFamily 66.19-2 IsRationalMatrixGroup 44.6-2 IsRationals 17.1-1 IsRationalsPolynomialRing 66.15-7 IsRDistributive 56.4-4 IsReadableFile 9.6-2 IsReadOnlyGlobal 4.9-1 IsRecord 29.1-1 IsRecordCollColl 29.1-1 IsRecordCollection 29.1-1 IsRectangularTable 21.1-5 IsReduced 38.1-7 IsReductionOrdering 34.4-3 IsReesCongruence 51.6-2 IsReesCongruenceSemigroup 51.4-7 IsReesMatrixSemigroup 51.9-7 IsReesMatrixSemigroupElement 51.9-4 IsReesMatrixSubsemigroup 51.9-6 IsReesZeroMatrixSemigroup 51.9-7 IsReesZeroMatrixSemigroupElement 51.9-4 IsReesZeroMatrixSubsemigroup 51.9-6 IsReflexiveBinaryRelation 33.2-1 IsRegular, for a group, an action domain, etc. 41.10-5 IsRegularDClass 51.8-12 IsRegularSemigroup 51.4-1 IsRegularSemigroupElement 51.4-2 IsRelativelySM, for a character 75.4-6 IsRepresentation 13.4-2 IsRestrictedJacobianElement 31.15-5 IsRestrictedJacobianElementCollColl 31.15-5 IsRestrictedJacobianElementCollection 31.15-5 IsRestrictedLieAlgebra 64.8-1 IsRestrictedLieObject 64.1-2 IsRestrictedLieObjectCollection 64.1-2 IsRewritingSystem 38.1-1 IsRightAlgebraModuleElement 62.11-10 IsRightAlgebraModuleElementCollection 62.11-10 IsRightCoset 39.7-4 IsRightIdeal 56.2-3 IsRightIdealInParent 56.2-3 IsRightModule 57.1-7 IsRightOperatorAdditiveGroup 57.1-6 IsRightSemigroupIdeal 51.5-3 IsRing 56.1-1 IsRingElement 31.14-16 IsRingElementWithInverse 31.14-20 IsRingElementWithOne 31.14-18 IsRingGeneralMapping 32.12-1 IsRingHomomorphism 32.12-1 IsRingWithOne 56.3-1 IsRingWithOneGeneralMapping 32.12-2 IsRingWithOneHomomorphism 32.12-2 IsRootSystem 64.6-3 IsRootSystemFromLieAlgebra 64.6-4 IsRowListMatrix 26.2-4 IsRowModule 57.3-6 IsRowSpace 61.9-1 IsRowVector 23.1-1 IsScalar 31.14-20 IsSemiEchelonized 61.9-7 IsSemigroup 51.1-1 IsSemigroupCongruence 51.6-1 IsSemigroupIdeal 51.5-3 IsSemiRegular, for a group, an action domain, etc. 41.10-4 IsSet 21.17-4 IsShortLexLessThanOrEqual 37.3-3 IsShortLexOrdering 34.4-7 IsSimple, for a character table 71.8-5 IsSimpleAlgebra 62.8-6 IsSimpleGroup 39.15-10 IsSimpleSemigroup 51.4-4 IsSingleValued 32.3-2 IsSL 44.4-3 IsSolvable, for a character table 71.8-5 IsSolvableGroup 39.15-6 IsSolvableTom 70.8-1 IsSortedList 21.17-3 IsSpecialLinearGroup 44.4-3 IsSpecialPcgs 45.13-1 IsSPGeneralMapping 32.14-1 IsSporadicSimple, for a character table 71.8-5 IsSquareInt 14.2-11 IsSSortedList 21.17-4 IsStandardIterator 30.8-1 IsStraightLineProgElm 37.9-1 IsStraightLineProgram 37.8-1 IsStream 10.1-1 IsString 27.1-2 IsStringRep 27.4-1 IsStruct 31.6 IsSubgroup 39.3-5 IsSubgroupFpGroup 47.1-1 IsSubgroupOfWholeGroupByQuotientRep 47.13-2 IsSubgroupSL 44.4-5 IsSubmonoidFpMonoid 52.1-1 IsSubnormal 39.3-10 IsSubnormallyMonomial, for a character 75.4-5 IsSubsemigroup 51.1-4 IsSubsemigroupFpSemigroup 52.1-1 IsSubset 30.5-1 IsSubsetBlist 22.2-4 IsSubsetLocallyFiniteGroup 39.15-19 IsSubsetSet 21.19-3 IsSubspacesVectorSpace 61.4-2 IsSubstruct 31.8 IsSupersolvable, for a character table 71.8-5 IsSupersolvable, for groups with pcgs 45.16 IsSupersolvableGroup 39.15-8 IsSurjective 32.3-5 IsSyllableAssocWordRep 37.6-5 IsSyllableWordsFamily 37.6-6 IsSymmetricBinaryRelation 33.2-2 IsSymmetricGroup 43.4-2 IsSymmetricInverseMonoid 54.7-4 IsSymmetricInverseSemigroup 54.7-4 IsTable 21.1-4 IsTableOfMarks 70.6-2 IsTableOfMarksWithGens 70.10-3 IsToPcGroupGeneralMappingByImages 40.10-9 IsToPcGroupHomomorphismByImages 40.10-9 IsToPermGroupGeneralMappingByImages 40.10-6 IsToPermGroupHomomorphismByImages 40.10-6 IsTotal 32.3-1 IsTotalOrdering 34.3-2 IsTransformation 53.1-1 IsTransformationCollection 53.1-2 IsTransformationMonoid 53.7-1 IsTransformationSemigroup 53.7-1 IsTransitive, for a character 72.8-15 IsTransitiveBinaryRelation 33.2-3 IsTranslationInvariantOrdering 34.4-2 IsTrivial 30.4-3 IsTwoSidedIdeal 56.2-3 IsTwoSidedIdealInParent 56.2-3 IsUEALatticeElement 64.14-1 IsUEALatticeElementCollection 64.14-1 IsUEALatticeElementFamily 64.14-1 IsUniqueFactorizationRing 56.4-2 IsUnit 56.5-1 IsUnivariatePolynomial 66.4-8 IsUnivariatePolynomialRing 66.16-2 IsUnivariateRationalFunction 66.4-6 IsUnknown 74.1-3 IsUpperAlphaChar 27.5-3 IsUpperTriangularMat 24.4-10 IsUpperTriangularMatrix 24.4-10 IsValidIdentifier 4.6-1 IsVector 31.14-14 IsVectorObj 26.2-1 IsVectorSpace 61.1-1 IsVirtualCharacter 72.8-2 IsWeightLexOrdering 34.4-9 IsWeightRepElement 64.14-4 IsWeightRepElementCollection 64.14-4 IsWeightRepElementFamily 64.14-4 IsWellFoundedOrdering 34.3-1 IsWeylGroup 64.7-1 IsWholeFamily 30.4-5 IsWLetterAssocWordRep 37.6-3 IsWLetterWordsFamily 37.6-4 IsWord 36.1-1 IsWordCollection 36.1-2 IsWordWithInverse 36.1-1 IsWordWithOne 36.1-1 IsWreathProductOrdering 34.4-14 IsWritableFile 9.6-3 IsXInfinity 19.2-9 IsZero 31.10-6 IsZeroGroup 51.4-6 IsZeroSimpleSemigroup 51.4-5 IsZeroSquaredElement 31.15-6 IsZeroSquaredElementCollColl 31.15-6 IsZeroSquaredElementCollection 31.15-6 IsZeroSquaredRing 56.4-7 IsZmodnZObj 14.5-4 IsZmodnZObjNonprime 14.5-4 IsZmodpZObj 14.5-4 IsZmodpZObjLarge 14.5-4 IsZmodpZObjSmall 14.5-4 Iterated 21.20-27 Iterator 30.8-1 IteratorByBasis 61.6-6 IteratorByFunctions 30.8-8 IteratorList 30.8-6 IteratorOfCartesianProduct, for a list of lists 21.20-16 IteratorOfCombinations 16.2-2 IteratorOfPartitions 16.2-19 IteratorOfPartitionsSet 16.2-20 IteratorOfTuples 16.2-10 IteratorSorted 30.8-2 IteratorStabChain 43.10-10 Jacobi 15.4-1 JenningsLieAlgebra 64.8-4 JenningsSeries 39.17-14 JoinEquivalenceRelations 33.6-3 JoinOfIdempotentPartialPermsNC 54.2-4 JoinOfPartialPerms 54.2-4 JoinStringsWithSeparator 27.7-20 JordanDecomposition 24.13-3 KappaPerp 64.9-4 KB_REW 52.5-2 KernelOfAdditiveGeneralMapping 32.10-5 KernelOfCharacter 72.8-9 KernelOfMultiplicativeGeneralMapping 32.9-5 KernelOfTransformation 53.5-12 KeyDependentOperation 85.1-1 KillingMatrix 64.9-3 KnownAttributesOfObject 13.5-2 KnownPropertiesOfObject 13.7-2 KnownTruePropertiesOfObject 13.7-3 KnowsDictionary 28.3-5 KnowsHowToDecompose 39.26-7 KnuthBendixRewritingSystem, for a monoid and a reduction ordering 52.5-3 KroneckerProduct 24.5-8 KuKGenerators 49.4-4 Lambda 15.2-3 LargerQuotientBySubgroupAbelianization 47.14-7 LargestElementGroup 39.22-2 LargestElementStabChain 43.10-14 LargestImageOfMovedPoint, for a partial permutation 54.3-15 LargestMovedPoint, for a list or collection of permutations 42.3-2 LargestUnknown 74.1-2 last 6.1 Last 21.20-22 last2 6.1 last3 6.1 LastOp 21.20-22 LastSystemError 9.1-1 LaTeXStringDecompositionMatrix 71.11-5 LatticeByCyclicExtension 39.21-1 LatticeGeneratorsInUEA 64.14-2 LatticeSubgroups 39.20-1 LatticeSubgroupsByTom 70.3-3 LaurentPolynomialByCoefficients 66.13-1 LaurentPolynomialByExtRep 66.22-3 LaurentPolynomialByExtRepNC 66.22-3 LClassOfHClass 51.8-5 Lcm, for (a ring and) a list of elements 56.7-6 LcmInt 14.3-6 LcmOp 56.7-7 LdExp 19.2-10 LeadCoeffsIGS 45.7-7 LeadingCoefficient 66.6-3 LeadingCoefficientOfPolynomial 66.17-4 LeadingExponentOfPcElement 45.5-5 LeadingMonomial 66.6-4 LeadingMonomialOfPolynomial 66.17-2 LeadingTermOfPolynomial 66.17-3 LeftActingAlgebra 62.11-11 LeftActingDomain 57.1-11 LeftActingRingOfIdeal 56.2-10 LeftAlgebraModule 62.11-4 LeftAlgebraModuleByGenerators 62.11-1 LeftDerivations 64.2-6 LeftIdeal 56.2-1 LeftIdealByGenerators 56.2-5 LeftIdealNC 56.2-2 LeftModuleByGenerators 57.1-10 LeftModuleByHomomorphismToMatAlg 62.11-17 LeftModuleGeneralMappingByImages 61.10-1 LeftModuleHomomorphismByImages 61.10-2 LeftModuleHomomorphismByImagesNC 61.10-2 LeftModuleHomomorphismByMatrix 61.10-3 LeftOne, for a partial perm 54.3-21 LeftQuotient 31.12-2 LeftQuotient, for words 37.4 LeftShiftRowVector 23.5-1 Legendre 15.4-2 Length 21.17-5 LengthsTom 70.7-3 LengthWPObj 86.2-1 LenstraBase 60.3-2 LessThanFunction 34.3-5 LessThanOrEqualFunction 34.3-6 LetterRepAssocWord 37.6-8 LevelsOfGenerators 34.4-15 LeviMalcevDecomposition, for Lie algebras 62.9-19 LexicographicOrdering 34.4-5 LGFirst 45.13-5 LGLayers 45.13-4 LGLength 45.13-6 LGWeights 45.13-3 LieAlgebra, for an associative algebra 64.2-3 LieAlgebraByStructureConstants 64.2-1 LieBracket 31.12-4 LieCenter 64.3-1 LieCentralizer 64.3-2 LieCentre 64.3-1 LieCoboundaryOperator 64.12-5 LieDerivedSeries 64.4-1 LieDerivedSubalgebra 64.3-4 LieFamily 64.1-3 LieLowerCentralSeries 64.4-2 LieNilRadical 64.3-5 LieNormalizer 64.3-3 LieObject 64.1-1 LieSolvableRadical 64.3-6 LieUpperCentralSeries 64.4-3 LiftedInducedPcgs 45.10-4 LiftedPcElement 45.10-3 LinearAction 45.14-2 LinearActionLayer 45.14-3 LinearCharacters, for a character table 71.8-3 LinearCombination 61.6-4 LinearCombinationPcgs 45.5-7 LinearIndependentColumns 25.4-2 LinearOperation 45.14-2 LinearOperationLayer 45.14-3 LinesOfStraightLineProgram 37.8-3 List, for a collection 30.3-5 ListBlist 22.2-2 ListN 21.20-28 ListOfDigits 14.2-12 ListOp 21.20-18 30.3-5 ListOp, for a row list matrix 26.12-13 ListPerm 42.5-1 ListStabChain 43.10-8 ListTransformation 53.5-2 ListWithIdenticalEntries 21.15-1 ListWreathProductElement 49.4-5 ListWreathProductElementNC 49.4-5 ListX 21.21-1 LLL 72.10-4 LLLReducedBasis 25.5-1 LLLReducedGramMat 25.5-2 LoadAllPackages 76.18-3 LoadDynamicModule 76.3-14 LoadKernelExtension 76.3-13 LoadPackage 76.2-1 local 4.11 LocationFunc 5.1-6 Log 19.2-10 Log10 19.2-10 Log1p 19.2-10 Log2 19.2-10 LogFFE 59.2-2 LogInt 14.2-8 LogMod 15.3-2 LogModShanks 15.3-2 LogPackageLoadingMessage 76.2-5 LogPackageLoadingMessage 76.14-2 LogTo, for a filename 9.7-4 LongestWeylWordPerm 64.7-5 LookupDictionary 28.3-6 LowercaseChar 27.7-12 LowercaseString 27.7-11 LowerCentralSeriesOfGroup 39.17-11 LowIndexSubgroups 39.19-6 LowIndexSubgroupsFpGroup 47.10-1 LowIndexSubgroupsFpGroupIterator 47.10-1 LowLayerSubgroups 39.20-6 Lucas 16.3-2 Magma 35.2-1 MagmaByGenerators 35.2-4 MagmaByMultiplicationTable 35.3-1 MagmaElement 35.3-4 MagmaHomomorphismByFunctionNC 32.8-2 MagmaRingModuloSpanOfZero 65.5-3 MagmaWithInverses 35.2-3 MagmaWithInversesByGenerators 35.2-6 MagmaWithInversesByMultiplicationTable 35.3-3 MagmaWithOne 35.2-2 MagmaWithOneByGenerators 35.2-5 MagmaWithOneByMultiplicationTable 35.3-2 MagmaWithZeroAdjoined 35.2-13 MakeBitfields 14.8-1 MakeConfluent 38.1-11 MakeConstantGlobal 4.9-4 MakeFloat 19.2-1 MakeImmutable 12.6-4 MakeReadOnlyGlobal 4.9-2 MakeReadWriteGlobal 4.9-3 MappedWord 36.3-1 MappingByFunction, by function (and inverse function) between two domains 32.2-2 MappingGeneratorsImages 40.10-2 MappingPermListList 42.5-3 MarksTom 70.7-1 MatAlgebra 62.5-4 MatClassMultCoeffsCharTable 71.12-9 MatElm 26.11-1 MathieuGroup 50.1-13 MatLieAlgebra 64.2-5 Matrix, for a list 26.4-5 MatrixAlgebra 62.5-4 MatrixAutomorphisms 71.22-1 MatrixByBlockMatrix 24.17-3 MatrixLieAlgebra 64.2-5 MatrixOfAction 62.11-15 MatrixOfReesMatrixSemigroup 51.9-8 MatrixOfReesZeroMatrixSemigroup 51.9-8 MatScalarProducts 72.8-6 MatTom 70.7-10 MaximalAbelianQuotient 39.18-4 MaximalBlocks, for a group, an action domain, etc. 41.11-2 MaximalNormalSubgroups 39.19-10 MaximalSubgroupClassReps 39.19-5 MaximalSubgroups 39.19-8 MaximalSubgroups, for groups with pcgs 45.16 MaximalSubgroupsLattice 39.20-4 MaximalSubgroupsTom 70.9-12 Maximum, for a list 21.20-12 MaximumList 21.20-14 MeetEquivalenceRelations 33.6-3 MeetMaps 73.5-8 MeetOfPartialPerms 54.2-5 MemoizePosIntFunction 5.3-1 memory_allocated 6.1 memory_allocated 7.7-2 MemoryUsage 12.8-5 MicroSleep 7.6-5 Mid 19.5-3 MinimalElementCosetStabChain 43.10-13 MinimalFaithfulPermutationDegree 39.20-9 MinimalFaithfulPermutationRepresentation 39.20-9 MinimalGeneratingSet 39.22-3 MinimalGeneratingSet, for groups with pcgs 45.16 MinimalNonmonomialGroup 75.5-2 MinimalNormalSubgroups 39.19-11 MinimalPolynomial 66.8-1 MinimalPolynomial, over a ring 66.8 MinimalStabChain 43.8-5 MinimalSupergroupsLattice 39.20-5 MinimalSupergroupsTom 70.9-13 MinimizedBombieriNorm 66.12-2 Minimum, for a list 21.20-13 MinimumList 21.20-14 MinusCharacter 73.6-5 mod 4.14 mod, residue class rings 14.5 ModuleByRestriction 62.11-21 ModuleOfExtension 46.8-7 ModuloPcgs 45.9-1 MoebiusMu 15.5-3 MoebiusTom 70.7-11 MolienSeries 72.12-1 MolienSeriesInfo 72.12-2 MolienSeriesWithGivenDenominator 72.12-4 Monoid, for a list 51.2-2 MonoidByGenerators 51.2-4 MonoidByMultiplicationTable 51.2-10 MonoidOfRewritingSystem 52.5-4 MonomialComparisonFunction 66.17-5 MonomialExtGrlexLess 66.17-14 MonomialExtrepComparisonFun 66.17-6 MonomialGrevlexOrdering 66.17-9 MonomialGrlexOrdering 66.17-8 MonomialLexOrdering 66.17-7 MonomialTotalDegreeLess 77.4 MorClassLoop 40.9-6 MostFrequentGeneratorFpGroup 47.6-8 MovedPoints, for a list or collection of permutations 42.3-3 MTX 69.3-1 MTX.BasesCompositionSeries 69.7-9 MTX.BasesMaximalSubmodules 69.7-5 MTX.BasesMinimalSubmodules 69.7-4 MTX.BasesMinimalSupermodules 69.7-8 MTX.BasesSubmodules 69.7-3 MTX.BasisInOrbit 69.11-4 MTX.BasisModuleEndomorphisms 69.9-2 MTX.BasisModuleHomomorphisms 69.9-1 MTX.BasisRadical 69.7-6 MTX.BasisSocle 69.7-7 MTX.CollectedFactors 69.7-11 MTX.CompositionFactors 69.7-10 MTX.DegreeSplittingField 69.5-3 MTX.Dimension 69.4-2 MTX.Distinguish 69.10-5 MTX.Field 69.4-3 MTX.Generators 69.4-1 MTX.HomogeneousComponents 69.6-3 MTX.Homomorphism 69.10-3 MTX.Homomorphisms 69.10-4 MTX.Indecomposition 69.6-2 MTX.InducedAction 69.8-5 MTX.InducedActionFactorMatrix 69.8-4 MTX.InducedActionFactorModule 69.8-3 MTX.InducedActionSubMatrix 69.8-4 MTX.InducedActionSubMatrixNB 69.8-4 MTX.InducedActionSubmodule 69.8-2 MTX.InducedActionSubmoduleNB 69.8-2 MTX.InvariantBilinearForm 69.11-1 MTX.InvariantQuadraticForm 69.11-3 MTX.InvariantSesquilinearForm 69.11-2 MTX.IsAbsolutelyIrreducible 69.5-2 MTX.IsEquivalent 69.10-1 MTX.IsIndecomposable 69.6-1 MTX.IsIrreducible 69.5-1 MTX.IsomorphismIrred 69.10-2 MTX.IsomorphismModules 69.9-3 MTX.ModuleAutomorphisms 69.9-4 MTX.NormedBasisAndBaseChange 69.8-1 MTX.OrthogonalSign 69.11-5 MTX.ProperSubmoduleBasis 69.7-2 MTX.SubGModule 69.7-1 MTX.SubmoduleGModule 69.7-1 MultiplicationTable, for a list of elements 35.3-5 MultiplicativeNeutralElement 35.4-10 MultiplicativeZero 35.4-11 MultiplicativeZeroOp 31.10-4 MultMatrixColumn 26.14-3 MultMatrixColumnLeft 26.14-4 MultMatrixColumnRight 26.14-3 MultMatrixRow 26.14-1 MultMatrixRowLeft 26.14-1 MultMatrixRowRight 26.14-2 MultRowVector 77.4 MultVector 23.4-3 MultVectorLeft 23.4-3 MultVectorRight, for a vector object 26.8-4 MutableBasis 61.8-2 MutableBasisOfClosureUnderAction 62.9-11 MutableBasisOfIdealInNonassociativeAlgebra 62.9-13 MutableBasisOfNonassociativeAlgebra 62.9-12 MutableCopyMatrix, for a matrix object 26.11-4 MutableIdentityMat 77.4 MutableNullMat 77.4 Name 12.8-2 NameFunction 5.1-1 NameRNam 29.7-1 NamesFilter 13.2-2 NamesGVars 4.9-9 NamesLocalVariablesFunction 5.1-3 NamesOfComponents 79.2-1 NamesOfFusionSources 73.3-5 NamesSystemGVars 4.9-10 NamesUserGVars 4.9-11 NanosecondsSinceEpoch 7.6-3 NanosecondsSinceEpochInfo 7.6-3 NaturalCharacter, for a group 72.7-2 NaturalHomomorphismByGenerators 32.8-3 NaturalHomomorphismByIdeal 56.8-4 NaturalHomomorphismByNormalSubgroup 39.18-1 NaturalHomomorphismByNormalSubgroupNC 39.18-1 NaturalHomomorphismBySubAlgebraModule 62.11-22 NaturalHomomorphismBySubspace 61.10-4 NaturalHomomorphismOfLieAlgebraFromNilpotentGroup 64.8-6 NaturalLeqPartialPerm 54.5-13 NaturalPartialOrder 54.7-5 NearAdditiveGroup 55.2-3 NearAdditiveGroupByGenerators 55.2-6 NearAdditiveMagma 55.2-1 NearAdditiveMagmaByGenerators 55.2-4 NearAdditiveMagmaWithZero 55.2-2 NearAdditiveMagmaWithZeroByGenerators 55.2-5 NearlyCharacterTablesFamily 71.4-3 NegativeRoots 64.6-8 NegativeRootVectors 64.6-10 NestingDepthA 21.12-4 NestingDepthM 21.12-5 NewAttribute 13.5-3 NewAttribute, example 80.5 NewCategory 13.3-4 NewConstructor 78.2-1 NewDictionary 28.2-1 NewFamily 13.1-2 NewFilter 13.8-1 NewFloat 19.2-1 NewIdentityMatrix 26.4-4 NewInfoClass 7.4-1 NewmanInfinityCriterion 47.16-2 NewMatrix 26.4-4 NewOperation 78.1-4 NewProperty 13.7-4 NewRepresentation 13.4-4 NewRepresentation, example 80.6 NewType 13.9-3 NewVector 26.4-1 NewZeroMatrix 26.4-4 NewZeroVector 26.4-1 NextIterator 30.8-5 NextPrimeInt 14.4-5 NF 60.1-2 NiceAlgebraMonomorphism 62.10-9 NiceBasis 61.11-4 NiceBasisFiltersInfo 61.12-2 NiceFreeLeftModule 61.11-1 NiceFreeLeftModuleInfo 61.11-3 NiceMonomorphism 40.5-2 NiceMonomorphismAutomGroup 40.8-2 NiceObject 40.5-3 NiceVector 61.11-2 NilpotencyClassOfGroup 39.15-4 NilpotentQuotientOfFpLieAlgebra 64.11-2 NK 18.4-5 NOAUTO 76.2-2 NonabelianExteriorSquare 39.24-5 NonnegativeIntegers 14.1-1 NonnegIntScalarProducts 73.5-15 NonNilpotentElement 64.9-6 Norm 58.3-4 Norm, of character 72.8-7 NormalBase 58.3-7 NormalClosure 39.11-4 NormalFormIntMat 25.2-9 NormalIntersection 39.11-5 NormalizedElementOfMagmaRingModuloRelations 65.4-3 NormalizedWhitespace 27.7-18 Normalizer, for a group and a group element 39.11-1 NormalizerInGLnZ 44.6-7 NormalizerInGLnZBravaisGroup 44.6-14 NormalizersTom 70.9-4 NormalizerTom 70.9-4 NormalizerViaRadical 39.27-1 NormalizeWhitespace 27.7-17 NormalSeriesByPcgs 45.11-18 NormalSubgroupClasses 71.23-3 NormalSubgroupClassesInfo 71.23-1 NormalSubgroups 39.19-9 NormedRowVector 23.2-1 NormedRowVectors 61.9-11 NormedVectors 77.4 not 20.4-3 NrArrangements 16.2-5 NrBasisVectors 61.8-3 NrCols, for a matrix object 26.3-5 NrCombinations 16.2-3 NrComponentsOfPartialPerm 54.3-19 NrComponentsOfTransformation 53.5-18 NrConjugacyClasses 39.10-5 NrConjugacyClassesGL 50.3-1 NrConjugacyClassesGU 50.3-1 NrConjugacyClassesPGL 50.3-1 NrConjugacyClassesPGU 50.3-1 NrConjugacyClassesPSL 50.3-1 NrConjugacyClassesPSU 50.3-1 NrConjugacyClassesSL 50.3-1 NrConjugacyClassesSLIsogeneous 50.3-1 NrConjugacyClassesSU 50.3-1 NrConjugacyClassesSUIsogeneous 50.3-1 NrDerangements 16.2-15 NrFixedPoints, for a partial perm 54.3-10 NrInputsOfStraightLineProgram 37.8-4 NrMovedPoints, for a list or collection of permutations 42.3-4 NrOrderedPartitions 16.2-23 NrPartitions 16.2-21 NrPartitionsSet 16.2-17 NrPartitionTuples 16.2-32 NrPerfectGroups 50.6-4 NrPerfectLibraryGroups 50.6-4 NrPermutationsList 16.2-13 NrPolyhedralSubgroups 71.12-6 NrRestrictedPartitions 16.2-27 NrRows, for a matrix object 26.3-5 NrSubsTom 70.7-2 NrTuples 16.2-11 NrUnorderedTuples 16.2-7 NthRootsInGroup 39.10-10 NullAlgebra 62.5-5 NullMat 24.5-2 NullspaceIntMat 25.1-1 NullspaceMat 24.7-4 NullspaceMatDestructive 24.7-5 NullspaceModN 24.15-3 NullspaceModQ 24.15-3 Number 21.20-20 NumberArgumentsFunction 5.1-2 NumberColumns, for a matrix object 26.3-5 NumberFFVector 23.3-3 NumberOp 21.20-20 NumberPerfectGroups 50.6-4 NumberPerfectLibraryGroups 50.6-4 NumberRows, for a matrix object 26.3-5 NumberSmallRings 56.9-2 NumbersString 27.7-24 NumberSyllables 37.5-1 NumberTransformation 53.2-6 NumeratorOfModuloPcgs 45.9-3 NumeratorOfRationalFunction 66.4-2 NumeratorRat 17.2-4 ObjByExtRep 79.8-1 Objectify 79.1-1 ObjectifyWithAttributes 79.1-2 OCOneCocycles 39.23-3 OctaveAlgebra 62.5-3 od 4.15-6 OldGeneratorsOfPresentation 48.9-2 Omega 39.14-1 ONanScottType 43.5-1 OnBreak 6.4-3 OnBreakMessage 6.4-4 One 31.10-2 OneAttr 31.10-2 OneCoboundaries 39.23-2 OneCocycles, for a group and a pcgs 39.23-1 OneFactorBound 66.12-4 OneImmutable 31.10-2 OneLibraryGroup 50.5 OneMutable 31.10-2 OneOfBaseDomain, for a matrix object 26.5-1 OneOfPcgs 45.4-6 OneOp 31.10-2 OnePrimitiveGroup 50.5 OneSameMutability 31.10-2 OneSM 31.10-2 OneTransitiveGroup 50.5 OnIndeterminates, as a permutation action 41.2-13 OnLeftInverse 41.2-3 OnLines 41.2-12 OnLines, example 50.2-1 OnlyNeeded, option 76.11 OnPairs 41.2-6 OnPoints 41.2-1 OnQuit 8.1-4 OnRight 41.2-2 OnSets 41.2-4 OnSetsDisjointSets 41.2-8 OnSetsSets 41.2-7 OnSetsTuples 41.2-9 OnSubspacesByCanonicalBasis 41.2-15 OnSubspacesByCanonicalBasisConcatenations 41.2-15 OnTuples 41.2-5 OnTuplesSets 41.2-10 OnTuplesTuples 41.2-11 OpenExternal 10.12-1 Operation 77.1 OperationAlgebraHomomorphism, action on a free left module 62.10-8 OperationHomomorphism 77.1 or 20.4-1 Orbit 41.4-1 OrbitFusions 73.4-1 OrbitishFO 85.3-2 OrbitLength 41.4-4 OrbitLengths, for a group, a set of seeds, etc. 41.4-5 OrbitLengthsDomain, for a group and a set of seeds 41.4-6 OrbitPerms 43.2-1 OrbitPowerMaps 73.2-1 Orbits, as attributes for external sets 85.3 Orbits, attribute 41.4-2 OrbitsDomain, for a group and an action domain 41.4-3 OrbitsishOperation 85.3-1 OrbitsPerms 43.2-2 OrbitStabChain 43.10-6 OrbitStabilizer 41.5-1 OrbitStabilizerAlgorithm 41.5-3 Order 31.10-10 OrderedPartitions 16.2-22 OrderingByLessThanFunctionNC 34.2-1 OrderingByLessThanOrEqualFunctionNC 34.2-2 OrderingOfRewritingSystem 38.1-3 OrderingOnGenerators 34.4-4 OrderingsFamily 34.1-2 OrderMod 15.3-1 OrderOfRewritingSystem 38.1-3 OrdersClassRepresentatives 71.9-1 OrdersTom 70.7-2 Ordinal 27.9-4 OrdinaryCharacterTable, for a character table 71.8-4 OrthogonalComponents 72.11-4 OrthogonalEmbeddings 25.6-1 OrthogonalEmbeddingsSpecialDimension 72.10-6 OutputGzipFile 10.5-2 OutputLogTo, for a filename 9.7-6 OutputTextFile 10.5-2 OutputTextNone 10.9-2 OutputTextString 10.7-2 OutputTextUser 10.6-2 PACKAGE_DEBUG 76.2-5 PACKAGE_ERROR 76.2-5 PACKAGE_INFO 76.2-5 PACKAGE_WARNING 76.2-5 PackageInfo.g, for a GAP package 76.5 PackageVariablesInfo 76.3-17 PadicCoefficients 25.4-3 PadicExtensionNumberFamily 68.2-1 PadicNumber, for a p-adic extension family and a list 68.2-2 PadicValuation 56.5-10 Pager 2.4-1 PageSource 5.1-7 Parametrized 73.5-5 Parent 31.7-1 ParentPcgs 45.7-3 ParseRelators 47.2-3 PartialFactorization 14.4-9 PartialOrderByOrderingFunction 33.4-6 PartialOrderOfHasseDiagram 33.2-11 PartialPerm, for a dense image 54.2-1 PartialPermFamily 54.1-3 PartialPermOp 54.2-2 PartialPermOpNC 54.2-2 Partitions 16.2-18 PartitionsGreatestEQ 16.2-25 PartitionsGreatestLE 16.2-24 PartitionsSet 16.2-16 PartitionTuples 16.2-31 PcElementByExponents 45.5-6 PcElementByExponentsNC 45.5-6 PCentralLieAlgebra 64.8-5 PCentralNormalSeriesByPcgsPGroup 45.11-12 PCentralSeries 39.17-13 PcGroupCode 46.9-3 PcGroupFpGroup 46.4-1 PcGroupWithPcgs 46.5-1 Pcgs 45.2-1 Pcgs_OrbitStabilizer 45.15-2 PcgsByPcSequence 45.3-1 PcgsByPcSequenceNC 45.3-1 PcgsCentralSeries 45.11-6 PcgsChiefSeries 45.11-14 PcgsElementaryAbelianSeries, for a group 45.11-2 PcgsPCentralSeriesPGroup 45.11-10 PClassPGroup 39.15-23 PCore 39.11-3 PcSeries 45.4-4 PerfectGroup, for a pair [ order, index ] 50.6-2 PerfectIdentification 50.6-3 PerfectResiduum 39.12-8 Perform 21.20-10 PERM_INVERSE_THRESHOLD 42.1-4 Permanent 16.4-1 PermBounds 72.14-3 PermCharInfo 72.13-1 PermCharInfoRelative 72.13-2 PermChars 72.14-1 PermCharsTom, from a character table 70.11-2 PermComb 72.14-4 PermLeftQuoPartialPerm 54.5-10 PermLeftQuoPartialPermNC 54.5-10 PermLeftQuoTransformation 53.4-8 PermLeftQuoTransformationNC 53.4-8 PermList 42.5-2 PermListList 21.20-11 Permutation, for a group, an action domain, etc. 41.9-1 PermutationCharacter, for a group, an action domain, and a function 72.7-3 PermutationCycle 41.9-2 PermutationGModule 69.2-1 PermutationMat 24.5-5 PermutationOfImage 53.3-3 PermutationsFamily 42.1-3 PermutationsList 16.2-12 PermutationTom 70.5-2 Permuted 21.20-17 PGammaL 50.2-19 PGL 50.2-11 PGO 50.2-16 PGU 50.2-13 Phi 15.2-2 PlainListCopy 21.24-1 Pluralize 27.9-8 PolynomialByExtRep 66.22-2 PolynomialByExtRepNC 66.22-2 PolynomialCoefficientsOfPolynomial 66.6-2 PolynomialDivisionAlgorithm 66.17-13 PolynomialModP 66.11-2 PolynomialReducedRemainder 66.17-12 PolynomialReduction 66.17-11 PolynomialRing, for a ring and a list of indeterminate numbers 66.15-1 POmega 50.2-18 PopOptions 8.1-2 Position 21.16-1 PositionBound 21.16-11 PositionCanonical 21.16-3 PositionFirstComponent 77.4 PositionLastNonZero, for a vector object 26.7-3 PositionMaximum 21.16-8 PositionMinimum 21.16-8 PositionNonZero 21.16-14 PositionNot 21.16-13 PositionNthOccurrence 21.16-4 PositionProperty 21.16-9 Positions 21.16-2 PositionsBound 21.16-12 PositionSet 21.16-7 PositionsOp 21.16-2 PositionSorted 21.16-5 PositionSortedBy 21.16-6 PositionSortedByOp 21.16-6 PositionSortedOp 21.16-5 PositionsProperty 21.16-10 PositionStream 10.3-7 PositionSublist 21.16-15 PositionWord 37.4-4 PositiveIntegers 14.1-1 PositiveRoots 64.6-7 PositiveRootVectors 64.6-9 PossibleClassFusions 73.3-6 PossibleFusionsCharTableTom 70.11-1 PossiblePowerMaps 73.1-2 PowerMap 73.1-1 PowerMapByComposition 73.1-4 PowerMapOp 73.1-1 PowerMapsAllowedBySymmetrizations 73.6-6 PowerMod 56.7-9 PowerModCoeffs 23.7-5 PowerModInt 14.3-10 PowerPartition 16.2-30 PowerSubalgebraSeries 62.9-4 PQuotient 47.14-1 PrecisionFloat 19.2-7 PrefrattiniSubgroup 39.12-7 PrefrattiniSubgroup, for groups with pcgs 45.16 PreImage, set of preimages of a collection under a general mapping 32.5-6 PreImageElm 32.5-3 PreImagePartialPerm 54.5-11 PreImages, set of preimages of a collection under a general mapping 32.5-7 PreImagesElm 32.5-2 PreImagesOfTransformation 53.4-11 PreImagesRange 32.5-1 PreImagesRepresentative 32.5-4 PreImagesSet 32.5-5 PresentationFpGroup 48.1-1 PresentationNormalClosure 48.2-6 PresentationNormalClosureRrs 48.2-5 PresentationSubgroup 48.2-1 PresentationSubgroupMtc 48.2-4 PresentationSubgroupRrs, for a group and a coset table (and a string) 48.2-2 PresentationViaCosetTable 48.1-5 PrevPrimeInt 14.4-6 PrimalityProof 14.4-3 PrimaryGeneratorWords 48.2-3 PrimeBlocks 71.11-1 PrimeBlocksOp 71.11-1 PrimeDivisors 14.4-8 PrimeField 58.2-4 PrimePGroup 39.15-22 PrimePowersInt 14.4-11 PrimeResidues 15.2-1 Primes 14.4-1 PrimitiveElement 58.2-3 PrimitivePolynomial 66.11-1 PrimitiveRoot 59.3-3 PrimitiveRootMod 15.3-3 Print 6.3-4 PrintAmbiguity 73.5-14 PrintArray 24.5-10 PrintCharacterTable 71.13-5 PrintCSV 10.11-2 PrintFactorsInt 14.4-10 PrintFormatted 27.7-23 PrintFormattingStatus 10.4-8 PrintObj 6.3-5 PrintString 27.7-5 PrintTo 9.7-3 PrintToFormatted 27.7-23 ProbabilityShapes 66.11-4 Process 11.1-1 PROD_GF2MAT_GF2MAT_ADVANCED 24.16-2 PROD_GF2MAT_GF2MAT_SIMPLE 24.16-1 Product 21.20-25 ProductCoeffs 23.7-2 ProductOfStraightLinePrograms 37.8-13 ProductOp 21.20-25 ProductSpace 62.9-3 ProductX 21.21-4 ProfileFunctions 7.8-5 ProfileGlobalFunctions 7.8-2 ProfileLineByLine 7.8-14 ProfileMethods 7.8-7 ProfileOperations 7.8-3 ProfileOperationsAndMethods 7.8-4 ProjectedInducedPcgs 45.10-2 ProjectedPcElement 45.10-1 Projection, example for direct products 49.1-1 Projection, for a domain 32.2-12 ProjectionMap 73.5-3 ProjectiveActionHomomorphismMatrixGroup 44.3-2 ProjectiveActionOnFullSpace 44.3-1 ProjectiveGeneralLinearGroup 50.2-11 ProjectiveGeneralOrthogonalGroup 50.2-16 ProjectiveGeneralSemilinearGroup 50.2-19 ProjectiveGeneralUnitaryGroup 50.2-13 ProjectiveOmega 50.2-18 ProjectiveOrder 24.14-3 ProjectiveSpecialLinearGroup 50.2-12 ProjectiveSpecialOrthogonalGroup 50.2-17 ProjectiveSpecialSemilinearGroup 50.2-20 ProjectiveSpecialUnitaryGroup 50.2-14 ProjectiveSymplecticGroup 50.2-15 PRump 39.12-12 PseudoRandom 30.7-2 PSigmaL 50.2-20 PSL 50.2-12 PSO 50.2-17 PSp 50.2-15 PSP 50.2-15 PSU 50.2-14 PthPowerImage, for basis and element 64.8-3 PthPowerImages 64.8-2 PurePadicNumberFamily 68.1-1 PushOptions 8.1-1 PValuation 15.7-1 Quadratic 18.5-4 QuaternionAlgebra 62.5-1 QuaternionGenerators 50.1-9 QuaternionGroup 50.1-8 QUIET 77.4 QUIT 6.7-1 QUIT, emergency quit 6.7-1 QuitGap 6.7-3 QUITTING 6.7-5 QuoInt 14.3-1 Quotient 56.1-9 QuotientFromSCTable 62.4-8 QuotientMod 56.7-8 QuotientPolynomialsExtRep 66.23-3 QuotientRemainder 56.6-5 QuotientSemigroupCongruence 51.7-3 QuotientSemigroupHomomorphism 51.7-3 QuotientSemigroupPreimage 51.7-3 QuotRemLaurpols 66.5-6 RadicalGroup 77.4 RadicalOfAlgebra 62.9-16 Random 30.7-1 RandomBinaryRelationOnPoints 33.3-2 RandomInvertibleMat 24.6-2 RandomIsomorphismTest 46.10-1 Randomize, for a matrix object 26.6-4 RandomList 30.7-3 RandomMat 24.6-1 RandomPartialPerm, for a positive integer 54.2-7 RandomPrimitivePolynomial 59.5-3 RandomSource 14.7-5 RandomTransformation 53.2-7 RandomUnimodularMat 24.6-3 Range, of a general mapping 32.3-7 RankAction, for a group, an action domain, etc. 41.10-3 RankFilter 13.2-1 RankMat 24.7-1 RankMatrix 24.7-1 RankOfPartialPerm 54.3-3 RankOfPartialPermCollection 54.3-3 RankOfPartialPermSemigroup 54.7-2 RankOfTransformation, for a transformation and a list 53.5-4 RankPGroup 39.15-24 Rat 17.2-6 RationalCanonicalFormTransform 24.13-2 RationalClass 39.10-6 RationalClasses 39.10-7 RationalFunctionByExtRep 66.22-1 RationalFunctionByExtRepNC 66.22-1 RationalFunctionByExtRepWithCancellation 66.24-1 RationalFunctionsFamily 66.19-1 RationalizedMat 18.5-6 Rationals 17.1-1 RClassOfHClass 51.8-5 Read 9.7-1 read.g, for a GAP package 76.5 ReadAll 10.3-5 ReadAllLine 10.8-3 ReadAsFunction 9.7-2 ReadByte 10.3-3 ReadCommandLineHistory 6.9-3 ReadCSV 10.11-1 ReadLine 10.3-4 ReadlineInitLine 6.9-1 README, for a GAP package 76.5 ReadPackage 76.3-1 ReadPkg 77.2 RealClasses 71.9-11 RealizableBrauerCharacters 72.15-4 RealPart 18.5-2 RecNames 29.1-2 RedispatchOnCondition 78.6-1 ReduceCoeffs 23.7-3 ReduceCoeffsMod 23.7-4 ReducedAdditiveInverse 38.2-1 ReducedCharacters 72.10-2 ReducedClassFunctions 72.10-1 ReducedComm 38.2-1 ReducedConfluentRewritingSystem 52.5-1 ReducedConjugate 38.2-1 ReducedDifference 38.2-1 ReducedForm 38.1-4 ReducedGroebnerBasis, for a list and a monomial ordering 66.18-2 ReducedInverse 38.2-1 ReducedLeftQuotient 38.2-1 ReducedOne 38.2-1 ReducedPcElement 45.5-10 ReducedPower 38.2-1 ReducedProduct 38.2-1 ReducedQuotient 38.2-1 ReducedScalarProduct 38.2-1 ReducedSum 38.2-1 ReducedZero 38.2-1 ReduceRules 38.1-8 ReduceStabChain 43.11-5 Ree 50.1-15 ReeGroup 50.1-15 ReesCongruenceOfSemigroupIdeal 51.5-2 ReesMatrixSemigroup 51.9-1 ReesMatrixSemigroupElement 51.9-5 ReesMatrixSubsemigroup 51.9-2 ReesZeroMatrixSemigroup 51.9-1 ReesZeroMatrixSemigroupElement 51.9-5 ReesZeroMatrixSubsemigroup 51.9-2 RefinedPcGroup 46.4-9 ReflectionMat 24.5-9 ReflexiveClosureBinaryRelation 33.4-1 RegularActionHomomorphism 41.8-2 RegularModule 71.15-3 RelationsOfFpMonoid 52.4-5 RelationsOfFpSemigroup 52.4-5 RelativeBasis 61.5-4 RelativeBasisNC 61.5-4 RelativeDiameter 19.5-5 RelativeOrderOfPcElement 45.5-1 RelativeOrders 45.4-1 RelativeOrders, of a pcgs 45.4-1 RelatorsOfFpGroup 47.4-3 RemInt 14.3-3 Remove 21.4-3 Remove, for a row list matrix 26.12-10 RemoveCharacters 27.7-19 RemoveFile 9.7-8 RemoveOuterCoeffs 23.5-4 RemoveRelator 48.5-4 RemoveSet 21.19-5 RemoveStabChain 43.11-6 repeat loop 4.15-5 ReplacedString 27.7-16 RepresentationsOfObject 13.4-3 Representative 30.4-7 RepresentativeAction 41.6-1 RepresentativeLinearOperation 62.10-13 RepresentativeOperation 77.1 RepresentativesContainedRightCosets 39.9-2 RepresentativesFusions 73.4-2 RepresentativeSmallest 30.4-8 RepresentativesMinimalBlocks, for a group, an action domain, etc. 41.11-3 RepresentativesPerfectSubgroups 39.20-10 RepresentativesPowerMaps 73.2-2 RepresentativesSimpleSubgroups 39.20-10 RepresentativeTom 70.10-4 RepresentativeTomByGenerators 70.10-4 RepresentativeTomByGeneratorsNC 70.10-4 RequirePackage 77.2 Reread 9.7-10 REREADING 9.7-10 RereadPackage 76.3-1 RereadPkg 77.2 Reset 14.7-3 ResetFilterObj 13.8-4 ResetMethodReordering 78.8-2 ResetOptionsStack 8.1-3 RespectsAddition 32.10-1 RespectsAdditiveInverses 32.10-2 RespectsInverses 32.9-3 RespectsMultiplication 32.9-1 RespectsOne 32.9-2 RespectsScalarMultiplication 32.11-1 RespectsZero 32.10-3 RestrictedClassFunction 72.9-1 RestrictedClassFunctions 72.9-2 RestrictedInverseGeneralMapping 32.2-4 RestrictedLieAlgebraByStructureConstants 64.2-2 RestrictedMapping 32.2-13 RestrictedPartialPerm 54.2-3 RestrictedPartitions 16.2-26 RestrictedPerm 42.5-4 RestrictedPermNC 42.5-4 RestrictedTransformation 53.3-2 RestrictOutputsOfSLP 37.8-9 Resultant 66.6-7 ResultOfStraightLineProgram 37.8-5 ResumeMethodReordering 78.8-2 return 6.4-2 ReturnFail 5.4-3 ReturnFalse 5.4-2 ReturnFirst 5.4-5 ReturnNothing 5.4-4 ReturnTrue 5.4-1 Reversed 21.20-7 ReversedOp 21.20-7 ReverseNaturalPartialOrder 54.7-5 RewindStream 10.3-8 RewriteWord 47.9-4 RightActingAlgebra 62.11-12 RightActingRingOfIdeal 56.2-10 RightAlgebraModule 62.11-5 RightAlgebraModuleByGenerators 62.11-2 RightCoset 39.7-1 RightCosets 39.7-2 RightCosetsNC 39.7-2 RightDerivations 64.2-6 RightIdeal 56.2-1 RightIdealByGenerators 56.2-6 RightIdealNC 56.2-2 RightModuleByHomomorphismToMatAlg 62.11-18 RightOne, for a partial perm 54.3-21 RightShiftRowVector 23.5-2 RightTransversal 39.8-1 Ring, for a collection 56.1-2 RingByGenerators 56.1-4 RingByStructureConstants 56.9-6 RingGeneralMappingByImages 56.8-1 RingHomomorphismByImages 56.8-2 RingHomomorphismByImagesNC 56.8-3 RingWithOne, for a collection 56.3-2 RingWithOneByGenerators 56.3-3 RNamObj, for a positive integer 29.7-2 RootFFE 59.2-7 RootInt 14.2-9 RootMod 15.4-3 RootOfDefiningPolynomial 58.2-8 RootsMod 15.4-4 RootsOfPolynomial 66.5-4 RootsOfUPol 66.5-5 RootsUnityMod 15.4-5 RootSystem 64.6-5 Round 19.2-10 RoundCyc 18.1-9 Rows 51.9-9 RowsOfMatrix, for a matrix object 26.11-7 RREF 24.7-2 Rules 38.1-2 Runtime 7.6-2 Runtimes 7.6-1 SameBlock 71.11-2 SaveCommandLineHistory 6.9-3 SaveOnExitFile 6.7-6 SaveWorkspace 3.3-1 ScalarProduct, for characters 72.8-5 SchurCover 39.24-2 SchurCoverOfSymmetricGroup 39.24-10 Sec 19.2-10 Sech 19.2-10 SecHMSM 27.10-8 SecondsDMYhms 27.10-10 SeekPositionStream 10.3-9 SemidirectProduct, for a group of automorphisms and a group 49.2-1 SemiEchelonBasis 61.9-8 SemiEchelonBasisNC 61.9-8 SemiEchelonMat 24.10-1 SemiEchelonMatDestructive 24.10-2 SemiEchelonMats 24.10-4 SemiEchelonMatsDestructive 24.10-5 SemiEchelonMatTransformation 24.10-3 Semigroup, for a list 51.1-2 SemigroupByGenerators 51.1-5 SemigroupByMultiplicationTable 51.1-11 SemigroupIdealByGenerators 51.5-1 SemigroupOfRewritingSystem 52.5-4 SemiSimpleType 64.6-1 Set 30.3-7 SetAllBlist 22.4-6 SetAssertionLevel 7.5-1 SetCommutator 46.4-4 SetConjugate 46.4-3 SetCrystGroupDefaultAction 44.7-2 SetCyclotomicsLimit 18.6-1 SetDefaultInfoOutput 7.4-7 SetElmWPObj 86.2-1 SetEntrySCTable 62.4-4 SetFilterObj 13.8-3 SetFloats 19.2-4 SetGasmanMessageStatus 7.12-4 SetHelpViewer 2.3-1 SetIndeterminateName 66.1-4 SetInfoHandler 7.4-7 SetInfoLevel 7.4-3 SetInfoOutput 7.4-7 SetMatElm 26.11-2 SetName 12.8-1 SetNameObject 6.3-7 SetPackagePath 76.2-3 SetParent 31.7-1 SetPower 46.4-5 SetPrintFormattingStatus 10.4-8 SetRecursionTrapInterval 7.11-1 SetReducedMultiplication 47.3-4 Setter 13.6-2 SetUserPreference 3.2-3 SetX 21.21-2 ShallowCopy 12.7-1 ShallowCopy, for lists 21.7 ShiftedCoeffs 23.7-6 ShiftedPadicNumber 68.1-4 ShortestVectors 25.6-2 ShortLexLeqPartialPerm 54.5-14 ShortLexOrdering 34.4-6 ShowAdditionTable 55.4-2 ShowArgument 7.1-2 ShowArguments 7.1-1 ShowDeclarationsOfOperation 78.1-3 ShowDetails 7.1-3 ShowGcd 56.7-5 ShowImpliedFilters 13.2-4 ShowMethods 7.1-4 ShowMultiplicationTable 55.4-2 ShowOtherMethods 7.1-5 ShowPackageVariables 76.3-17 ShowPackageVariables 76.10 ShowUsedInfoClasses 7.4-5 ShowUserPreferences 3.2-3 ShrinkAllocationPlist 21.9-1 ShrinkAllocationString 27.4-5 ShrinkRowVector 23.5-3 Shuffle 21.20-8 SiftedPcElement 45.5-8 SiftedPermutation 43.10-12 SiftedVector 61.9-12 Sigma 15.5-1 SigmaL 50.2-10 SignBit 19.2-8 SignFloat 19.2-8 SignInt 14.2-7 SignPartition 16.2-28 SignPerm 42.4-1 SimpleGroup 39.15-14 SimpleGroupsIterator 39.15-15 SimpleLieAlgebra 64.2-7 SimpleSystem 64.6-11 SimplexMethod 24.18-1 SimplifiedFpGroup 48.1-6 SimplifyPresentation 48.6-2 SimultaneousEigenvalues 24.14-4 Sin 19.2-10 SinCos 19.2-10 SingleCollector 46.4-2 Sinh 19.2-10 SIntChar 27.8-3 Size 30.4-6 Size, for groups with pcgs 45.16 SizeBlist 22.2-3 SizeConsiderFunction 39.21-4 SizeNumbersPerfectGroups 50.6-5 SizeOfFieldOfDefinition 72.15-3 SizesCentralisers 71.9-2 SizesCentralizers 71.9-2 SizesConjugacyClasses 71.9-3 SizeScreen 6.12-1 SizesPerfectGroups 50.6-1 SizeStabChain 43.10-3 SL, for dimension and a field size 50.2-2 Sleep 7.6-5 SlotUsagePattern 37.8-14 SmallerDegreePermutationRepresentation 43.3-2 SmallestGeneratorPerm 42.2-3 SmallestIdempotentPower, for a partial perm 54.3-17 SmallestImageOfMovedPoint, for a partial permutation 54.3-14 SmallestMovedPoint, for a list or collection of permutations 42.3-1 SmallestRootInt 14.2-10 SmallGeneratingSet 39.22-4 SmallRing 56.9-1 SmallSimpleGroup 39.15-16 SmithNormalFormIntegerMat 25.2-6 SmithNormalFormIntegerMatTransforms 25.2-7 SMTX.AbsoluteIrreducibilityTest 69.12-8 SMTX.AlgEl 69.13-2 SMTX.AlgElCharPol 69.13-4 SMTX.AlgElCharPolFac 69.13-5 SMTX.AlgElMat 69.13-3 SMTX.AlgElNullspaceDimension 69.13-7 SMTX.AlgElNullspaceVec 69.13-6 SMTX.CentMat 69.13-8 SMTX.CentMatMinPoly 69.13-9 SMTX.CompleteBasis 69.12-11 SMTX.Getter 69.12-6 SMTX.GoodElementGModule 69.12-2 SMTX.IrreducibilityTest 69.12-7 SMTX.MatrixSum 69.12-10 SMTX.MinimalSubGModule 69.12-9 SMTX.MinimalSubGModules 69.12-4 SMTX.RandomIrreducibleSubGModule 69.12-1 SMTX.Setter 69.12-5 SMTX.SortHomGModule 69.12-3 SMTX.Subbasis 69.13-1 SO 50.2-7 50.2-7 Socle 39.12-10 SocleTypePrimitiveGroup 43.5-2 SolutionIntMat 25.1-2 SolutionMat 24.7-6 SolutionMatDestructive 24.7-7 SolutionNullspaceIntMat 25.1-3 SolvableQuotient, for a f.p. group and a list of primes 47.14-5 SolvableRadical 39.12-9 Sort 21.18-1 SortBy 21.18-1 SortedCharacters 71.21-2 SortedCharacterTable, relative to the table of a factor group 71.21-4 SortedList 30.3-6 SortedSparseActionHomomorphism 41.7-3 SortedTom 70.5-1 Sortex 21.18-3 SortingPerm 21.18-4 SortParallel 21.18-2 Source 32.3-8 SourceOfIsoclinicTable 71.20-4 Sp, for dimension and a ring 50.2-5 SP, for dimension and a ring 50.2-5 Sp, for dimension and field size 50.2-5 SP, for form 50.2-5 SparseActionHomomorphism 41.7-3 SparseCartanMatrix 64.7-2 SparseHashTable 28.7-1 SparseIntKey 28.5-2 SpecialLinearGroup, for dimension and a field size 50.2-2 SpecialOrthogonalGroup 50.2-7 50.2-7 SpecialPcgs, for a group 45.13-2 SpecialSemilinearGroup 50.2-10 SpecialUnitaryGroup 50.2-4 50.2-4 SplitCharacters 71.17-7 SplitExtension 46.8-6 SplitString 27.7-15 SplittingField 66.4-13 SQ, synonym of SolvableQuotient 47.14-5 Sqrt 31.12-5 Square 19.2-10 SquareRoots 35.4-12 SSortedList 30.3-7 StabChain, for a group (and a record) 43.8-1 StabChainBaseStrongGenerators 43.8-4 StabChainImmutable 43.8-1 StabChainMutable, for a group 43.8-1 StabChainOp 43.8-1 StabChainOptions 43.8-2 Stabilizer 41.5-2 StabilizerOfExternalSet 41.12-10 StabilizerPcgs 45.15-1 StableSort 21.18-1 StableSortBy 21.18-1 StableSortParallel 21.18-2 StandardAssociate 56.5-5 StandardAssociateUnit 56.5-6 StandardizeTable 47.7-2 StandardWreathProduct 49.4-1 StarCyc 18.5-3 START_TEST 7.10-1 StartlineFunc 5.1-5 StartsWith 27.7-22 State 14.7-3 Stirling1 16.1-5 Stirling2 16.1-6 STOP_TEST 7.10-1 StoredGroebnerBasis 66.18-3 StoreFusion 73.3-4 StraightLineProgElm 37.9-2 StraightLineProgGens 37.9-3 StraightLineProgram, for a list of lines (and the number of generators) 37.8-2 StraightLineProgramNC, for a list of lines (and the number of generators) 37.8-2 StraightLineProgramsTom 70.10-2 StreamsFamily 10.1-9 StretchImportantSLPElement 37.9-5 String 27.7-6 StringDate 27.10-6 StringFactorizationWord 47.2-4 StringFormatted 27.7-23 StringNumbers 27.7-25 StringOfMemoryAmount 27.7-26 StringOfResultOfStraightLineProgram 37.8-6 StringPP 27.7-9 StringTime 27.10-9 StripLineBreakCharacters 27.7-7 StrongGeneratorsStabChain 43.10-4 StronglyConnectedComponents 33.4-5 StructByGenerators 31.3 StructuralCopy 12.7-2 StructuralCopy, for lists 21.7 StructuralSeriesOfGroup 39.17-19 StructureConstantsTable 62.4-2 StructureDescription 39.6-1 StructWithGenerators 31.3 SU 50.2-4 50.2-4 SubadditiveGroup 55.2-9 SubadditiveGroupNC 55.2-9 SubadditiveMagma 55.2-7 SubadditiveMagmaNC 55.2-7 SubadditiveMagmaWithZero 55.2-8 SubadditiveMagmaWithZeroNC 55.2-8 Subalgebra 62.6-1 SubAlgebraModule 62.11-16 SubalgebraNC 62.6-2 SubalgebraWithOne 62.6-3 SubalgebraWithOneNC 62.6-4 SubdirectProduct 49.3-1 SubdirectProducts 49.3-2 Subfield 58.2-1 SubfieldNC 58.2-1 Subfields 58.2-10 Subgroup 39.3-1 SubgroupByPcgs 45.7-9 SubgroupByProperty 39.3-11 SubgroupNC 39.3-1 SubgroupOfWholeGroupByCosetTable 47.8-2 SubgroupOfWholeGroupByQuotientSubgroup 47.13-1 SubgroupProperty 43.12-1 SubgroupShell 39.3-12 SubgroupsSolvableGroup 39.21-3 Submagma 35.2-7 SubmagmaNC 35.2-7 SubmagmaWithInverses 35.2-9 SubmagmaWithInversesNC 35.2-9 SubmagmaWithOne 35.2-8 SubmagmaWithOneNC 35.2-8 Submodule 57.2-1 SubmoduleNC 57.2-2 Submonoid 51.2-3 SubmonoidNC 51.2-3 SubnearAdditiveGroup 55.2-9 SubnearAdditiveGroupNC 55.2-9 SubnearAdditiveMagma 55.2-7 SubnearAdditiveMagmaNC 55.2-7 SubnearAdditiveMagmaWithZero 55.2-8 SubnearAdditiveMagmaWithZeroNC 55.2-8 SubnormalSeries 39.17-4 Subring 56.1-7 SubringNC 56.1-7 Subrings 56.9-3 SubringWithOne 56.3-5 SubringWithOneNC 56.3-5 Subsemigroup 51.1-3 SubsemigroupNC 51.1-3 Subspace 61.2-2 SubspaceNC 61.2-2 Subspaces 61.4-1 SubstitutedWord, replace a subword by a given word 37.4-5 SubsTom 70.7-1 Substruct 31.8 SubstructNC 31.8 SubSyllables 37.5-4 SubtractBlist 22.4-4 SubtractSet 21.19-8 Subword 37.4-3 Successors 33.2-9 Sum 21.20-26 SumFactorizationFunctionPcgs 45.12-1 SumIntersectionMat 24.11-4 SumOp 21.20-26 SumX 21.21-3 Sup 19.5-1 SupersolvableResiduum 39.12-11 SupportedCharacterTableInfo 71.3-4 SurjectiveActionHomomorphismAttr 41.12-17 SuspendMethodReordering 78.8-2 SuzukiGroup 50.1-14 SwapMatrixColumns 26.14-10 SwapMatrixRows 26.14-9 SylowComplement 39.13-2 SylowSubgroup 39.13-1 SylowSystem 39.13-4 SymmetricClosureBinaryRelation 33.4-2 SymmetricGroup, for a degree 50.1-12 SymmetricInverseMonoid 54.7-3 SymmetricInverseSemigroup 54.7-3 SymmetricParentGroup 43.4-4 SymmetricParts 72.11-2 SymmetricPower 61.13-3 SymmetricPowerOfAlgebraModule 64.15-3 Symmetrizations 72.11-1 SymplecticComponents 72.11-5 SymplecticGroup, for dimension and a ring 50.2-5 SyntaxTree 4.16-1 sysinfo.gap 76.14-1 Sz 50.1-14 TableAutomorphisms 71.22-2 TableOfMarks, for a group 70.3-1 TableOfMarksByLattice 70.3-2 TableOfMarksComponents 70.6-4 TableOfMarksCyclic 70.12-1 TableOfMarksDihedral 70.12-2 TableOfMarksFamily 70.6-3 TableOfMarksFrobenius 70.12-3 Tan 19.2-10 Tanh 19.2-10 Tau 15.5-2 TaylorSeriesRationalFunction 66.14-2 TCENUM 47.6-5 TeachingMode 6.13-1 TemporaryGlobalVarName 77.4 Tensored 72.8-20 TensorProduct, for a list of vector spaces 61.13-1 TensorProductGModule 69.2-2 TensorProductOfAlgebraModules, for a list of algebra modules 64.15-1 Test 7.10-2 TestConsistencyMaps 73.5-12 TestDirectory 7.10-3 Tester 13.6-1 TestHomogeneous 75.3-1 TestInducedFromNormalSubgroup 75.3-4 TestJacobi 62.4-6 TestMonomial, for a character 75.4-1 TestMonomialQuick, for a character 75.4-4 TestMonomialUseLattice 75.4-2 TestPackage 76.3-5 TestPackageAvailability 76.3-2 TestPerm1 72.14-2 TestPerm2 72.14-2 TestPerm3 72.14-2 TestPerm4 72.14-2 TestPerm5 72.14-2 TestQuasiPrimitive 75.3-3 TestRelativelySM, for a character 75.4-6 TestSubnormallyMonomial, for a character 75.4-5 then 4.15-3 TietzeWordAbstractWord 48.3-1 time 6.1 time 7.6-4 TotalMemoryAllocated 7.7-1 Trace, for a field element 58.3-5 TraceAllMethods 7.3-2 TracedCosetFpGroup 47.6-2 TraceImmediateMethods 7.3-5 TraceInternalMethods 7.3-6 TraceMat 24.4-3 TraceMatrix 24.4-3 TraceMethods, for a list of operations 7.3-1 TracePolynomial 58.3-3 TransferDiagram 73.5-11 Transformation, for a list and function 53.2-1 TransformationByImageAndKernel, for an image and kernel 53.2-3 TransformationFamily 53.1-3 TransformationList, for an image list 53.2-1 TransformationListList, for a source and destination 53.2-2 TransformationNumber 53.2-6 TransformationOp 53.2-5 TransformationOpNC 53.2-5 TransformingPermutations 71.22-3 TransformingPermutationsCharacterTables 71.22-4 TransitiveClosureBinaryRelation 33.4-3 Transitivity, for a character 72.8-16 TranslatorSubalgebra 62.11-24 TransposedMat 24.5-6 TransposedMatAttr 24.5-6 TransposedMatDestructive 24.5-7 TransposedMatImmutable 24.5-6 TransposedMatMutable 24.5-6 TransposedMatOp 24.5-6 TransposedMatrixGroup 44.2-4 TriangulizedIntegerMat 25.2-1 TriangulizedIntegerMatTransform 25.2-2 TriangulizedMat 24.7-2 TriangulizedNullspaceMat 24.7-4 TriangulizedNullspaceMatDestructive 24.7-5 TriangulizeIntegerMat 25.2-3 TriangulizeMat 24.7-3 TrimPartialPerm 54.5-15 TrimTransformation 53.5-23 TrivialCharacter, for a character table 72.7-1 TrivialGroup 50.1-1 TrivialIterator 30.8-7 TrivialSubalgebra 62.6-5 TrivialSubgroup 39.12-1 TrivialSubmagmaWithOne 35.4-13 TrivialSubmodule 57.2-4 TrivialSubmonoid 51.2-8 TrivialSubnearAdditiveMagmaWithZero 55.3-6 TrivialSubspace 61.3-2 Trunc 19.2-10 TryCosetTableInWholeGroup 47.8-1 TryGcdCancelExtRepPolynomials 66.24-2 TryNextMethod 78.5-1 Tuples 16.2-8 TwoClosure 43.12-3 TwoCoboundaries 46.8-1 TwoCocycles 46.8-2 TwoCohomology 46.8-3 TwoCohomologyGeneric 39.25-1 TwoSidedIdeal 56.2-1 TwoSidedIdealByGenerators 56.2-4 TwoSidedIdealNC 56.2-2 TwoSquares 15.7-2 TypeObj 13.9-1 TypeOfDefaultGeneralMapping 32.14-7 TypeOfOperation 78.1-2 TzEliminate, for a presentation (and a generator) 48.7-1 TzFindCyclicJoins 48.7-4 TzGo 48.6-1 TzGoGo 48.6-3 TzImagesOldGens 48.9-3 TzInitGeneratorImages 48.9-1 TzNewGenerator 48.5-2 TzOptions 48.11-1 TzPreImagesNewGens 48.9-4 TzPrint 48.4-6 TzPrintGeneratorImages 48.9-5 TzPrintGenerators 48.4-1 TzPrintLengths 48.4-3 TzPrintOptions 48.11-2 TzPrintPairs 48.4-7 TzPrintPresentation 48.4-5 TzPrintRelators 48.4-2 TzPrintStatus 48.4-4 TzSearch 48.7-2 TzSearchEqual 48.7-3 TzSort 48.1-2 TzSubstitute, for a presentation (and an integer and 0/1/2) 48.8-1 TzSubstituteCyclicJoins 48.8-2 UglyVector 61.11-2 Unbind, unbind a list entry 21.5-3 Unbind\. 29.7-3 Unbind\[\] 21.2-1 UnbindElmWPObj 86.2-1 UnbindGlobal 4.9-7 UnbindInfoOutput 7.4-7 UncoverageLineByLine 7.8-17 UnderlyingCharacteristic, for a character 71.9-5 UnderlyingCharacterTable 72.2-1 UnderlyingElement, fp group elements 47.4-4 UnderlyingExternalSet 41.12-16 UnderlyingFamily 64.1-4 UnderlyingGeneralMapping 32.3-10 UnderlyingGroup, for character tables 71.6-1 UnderlyingInjectionZeroMagma 35.2-14 UnderlyingLeftModule 61.6-2 UnderlyingLieAlgebra 64.6-6 UnderlyingMagma 65.1-6 UnderlyingRelation 32.3-9 UnderlyingRingElement 64.1-5 UnderlyingSemigroup, for a Rees 0-matrix semigroup 51.9-10 UnInstallCharReadHookFunc 10.10-2 Union, for a list 30.5-3 Union2 30.5-3 UnionBlist, for a list 22.3-1 Unique 21.20-4 UniteBlist 22.4-1 UniteBlistList 22.4-2 UniteSet 21.19-6 Units 56.5-2 UnivariatenessTestRationalFunction 66.5-7 UnivariatePolynomial 66.5-1 UnivariatePolynomialByCoefficients 66.5-2 UnivariatePolynomialRing, for a ring (and a name and an exclusion list) 66.16-1 UnivariateRationalFunctionByCoefficients 66.14-1 UniversalEnvelopingAlgebra 64.10-1 UNIXSelect 10.2-3 Unknown 74.1-1 UnorderedTuples 16.2-6 Unpack, for a matrix object 26.6-2 UnprofileFunctions 7.8-6 UnprofileLineByLine 7.8-16 UnprofileMethods 7.8-8 until 4.15-5 UntraceAllMethods 7.3-4 UntraceImmediateMethods 7.3-5 UntraceInternalMethods 7.3-6 UntraceMethods, for a list of operations 7.3-3 UpdateMap 73.5-7 UpEnv 6.5-1 UppercaseChar 27.7-14 UppercaseString 27.7-13 UpperCentralSeriesOfGroup 39.17-12 UpperSubdiagonal 24.12-2 UseBasis 57.3-5 UseFactorRelation 31.13-2 UseIsomorphismRelation 31.13-3 UserHomeExpand 9.7-9 UserPreference 3.2-3 UseSubsetRelation 31.13-1 ValidatePackageInfo 76.3-16 ValidatePackageInfo 76.9 Valuation 68.1-3 Value, for a univariate rat. function, a value (and a one) 66.7-1 ValueCochain 64.12-4 ValueGlobal 4.9-5 ValueMolienSeries 72.12-3 ValueOption 8.1-5 ValuePol 23.7-1 ValuesOfClassFunction 72.2-2 Vector, for a list 26.4-2 VectorSpace 61.2-1 VectorSpaceByPcgsOfElementaryAbelianGroup 45.14-1 vi 6.11 View 6.3-3 ViewObj 6.3-5 ViewString 27.7-3 vim 6.11 VirtualCharacter, for a character table and a list 72.6-2 WeakPointerObj 86.1-1 WedgeGModule 69.2-3 WeekDay 27.10-5 WeightLexOrdering 34.4-8 WeightOfGenerators 34.4-10 WeightOfVector, for a vector object 26.9-4 WeightsTom 70.7-12 WeightVecFFE 23.6-1 WeylGroup 64.7-3 WeylOrbitIterator 64.7-7 Where 6.4-5 WhereWithVars 6.4-5 while loop 4.15-4 WordAlp 27.7-10 WreathProduct 49.4-1 WreathProductElementList 49.4-6 WreathProductElementListNC 49.4-6 WreathProductImprimitiveAction 49.4-2 WreathProductOrdering 34.4-13 WreathProductProductAction 49.4-3 WriteAll 10.4-3 WriteByte 10.4-1 WriteGapIniFile 3.2-3 WriteLine 10.4-2 X, for a family and a number 66.1-1 Z, for field size 59.1-2 ZClassRepsQClass 44.6-9 Zero 31.10-3 ZeroAttr 31.10-3 ZeroCoefficient 65.2-5 ZeroCoefficientRatFun 66.21-4 ZeroImmutable 31.10-3 ZeroMapping 32.2-9 ZeroMatrix, for base domain and dimensions 26.4-6 ZeroMutable 31.10-3 ZeroOfBaseDomain, for a matrix object 26.5-1 ZeroOp 31.10-3 ZeroSameMutability 31.10-3 ZeroSM 31.10-3 ZeroVector, for base domain and length 26.4-3 Zeta 19.2-10 ZippedProduct 66.23-2 ZippedSum 66.23-1 ZmodnZ 14.5-2 ZmodnZObj, for a residue class family and integer 14.5-3 ZmodpZ 14.5-2 ZmodpZNC 14.5-2 ZumbroichBase 60.3-1 Zuppos 39.20-12
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