*  4.13*, for character tables  71.7+  4.13-  4.13-A  3.1-a  3.1-B  3.1-b  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-i  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-U  3.1-W  3.1-X  3.1-x  3.1-y  3.1-z  3.1/  4.13/, for character tables  71.7\"  27.2\'  27.2\\  27.2\b  27.2\c  27.2\r  27.2\XYZ  27.2^, for class functions  72.4\<  31.11-1\<, for associative words  37.3-2\<, for nonassociative words  36.2-2\<, for pcwords  46.2-1\<, for permutations  42.2-1\<, for two elements in a f.p. group  47.3-2\<, for two strings  27.6-2\*  31.12-1\*, for pcwords  46.2-2\*, for transformations  53.4\+  31.12-1\.  29.7-3\.\:\=  29.7-3\/  31.12-1\/, for a free group and a list of elements  47.2-1\/, for a free monoid and a list of pairs of elements  52.5-1\/, for a free semigroup and a list of pairs of elements  52.2-1\/, for a transformation and a permutation  53.4\<, for transformations  53.4\=  31.11-1\=, for associative words  37.3-1\=, for nonassociative words  36.2-1\=, for pcwords  46.2-1\=, for permutations  42.2-1\=, for transformations  53.4\=, for two elements in a f.p. group  47.3-1\=, for two elements in a f.p. semigroup  52.3-1\=, for two strings  27.6-1\[\]  21.2-1\[\]\:\=  21.2-1\^  31.12-1\^, for a field and a pair of integers  61.9-5\^, for a field and an integer  61.9-4\^, for a positive integer and a transformation  53.4\^, for a transformation and a permutation  53.4\in, element test for lists  21.8-1\in, for a collection  30.6-1\in, for strictly sorted lists  21.19-1\mod  31.12-1\mod, for residue class rings  14.5-1\mod, for two pcgs  45.9-5\{\}  21.3-1\{\}\:\=  21.4-1^  4.13AbelianGroup  50.1-3AbelianInvariants  39.16-1AbelianInvariants, for a character table  71.8-5AbelianInvariants, for groups  39.16-1AbelianInvariantsMultiplier  39.24-3AbelianInvariantsNormalClosureFpGroup  47.15-4AbelianInvariantsNormalClosureFpGroupRrs  47.15-5AbelianInvariantsOfList  25.2-10AbelianInvariantsSubgroupFpGroup  47.15-1AbelianInvariantsSubgroupFpGroupMtc  47.15-2AbelianInvariantsSubgroupFpGroupRrs, for a group and a coset table  47.15-3AbelianInvariantsSubgroupFpGroupRrs, for two groups  47.15-3AbelianNumberField  60.1-2AbelianSubfactorAction  41.8-3AbsInt  14.2-6AbsoluteDiameter  19.2-4AbsoluteIrreducibleModules  71.15-2AbsolutelyIrreducibleModules  71.15-2AbsoluteValue  18.1-8AbsolutIrreducibleModules  71.15-2AbstractWordTietzeWord  48.3-2AClosestVectorCombinationsMatFFEVecFFE  23.6-5AClosestVectorCombinationsMatFFEVecFFECoords  23.6-5Acos  19.2-1Acosh  19.2-1ActingAlgebra  62.11-13ActingDomain  41.12-3Action, for a group, an action domain, etc.  41.7-2Action, for an external set  41.7-2ActionHomomorphism, for a group, an action domain, etc.  41.7-1ActionHomomorphism, for an action image  41.7-1ActionHomomorphism, for an external set  41.7-1ActivateProfileColour  7.7-18ActorOfExternalSet  41.12-15Add  21.4-2AddCoeffs  23.4-2AddDictionary  28.3-4AddGenerator  48.5-1AddGeneratorsExtendSchreierTree  43.11-10AdditiveInverse  31.10-9AdditiveInverseAttr  31.10-9AdditiveInverseImmutable  31.10-9AdditiveInverseMutable  31.10-9AdditiveInverseOp  31.10-9AdditiveInverseSameMutability  31.10-9AdditiveInverseSM  31.10-9AdditiveNeutralElement  55.3-5AddRelator  48.5-3AddRowVector  23.4-1AddRule  38.1-9AddRuleReduced  38.1-10AddSet  21.19-4AdjointAssociativeAlgebra  64.9-2AdjointBasis  62.9-5AdjointMatrix  64.9-1AdjointModule  62.11-19AffineAction  45.14-4AffineActionLayer  45.14-5Agemo  39.14-2Algebra  62.2-1AlgebraByStructureConstants  62.4-1AlgebraGeneralMappingByImages  62.10-1AlgebraHomomorphismByImages  62.10-2AlgebraHomomorphismByImagesNC  62.10-3AlgebraicExtension  67.1-1AlgebraWithOne  62.2-2AlgebraWithOneGeneralMappingByImages  62.10-4AlgebraWithOneHomomorphismByImages  62.10-5AlgebraWithOneHomomorphismByImagesNC  62.10-6AllAutomorphisms  40.9-3AllBlocks  41.11-4AllEndomorphisms  40.9-3AllHomomorphismClasses  40.9-2AllHomomorphisms  40.9-3AllIrreducibleSolvableGroups  50.11-3AllLibraryGroups  50.5AllPrimitiveGroups  50.5AllSmallGroups  50.7-2AllSmallNonabelianSimpleGroups  39.15-16AllSubgroups  39.19-5AllTransitiveGroups  50.5Alpha  75.2-1AlternatingGroup, for a degree  50.1-9AlternatingGroup, for a domain  50.1-9and  20.4-2and, for filters  13.2and, for filters  20.4-2ANFAutomorphism  60.4-2AntiIsomorphismTransformationSemigroup  53.7-6AntiSymmetricParts  72.11-3Append  21.4-5AppendTo  9.7-3AppendTo, for streams  10.4-4ApplicableMethod  7.2-1ApplicableMethodTypes  7.2-1Apply  21.20-10ApplySimpleReflection  64.7-4ApproximateSuborbitsStabilizerPermGroup  43.10-15ARCH_IS_MAC_OS_X  3.4-2ARCH_IS_UNIX  3.4-1ARCH_IS_WINDOWS  3.4-3arg, special function argument  4.23arg, special function argument, calling with  4.11-1Argument, for complex numbers  19.2-1ArithmeticElementCreator  80.9-1Arrangements  16.2-4AsAlgebra  62.9-7AsAlgebraWithOne  62.9-8AsBinaryRelationOnPoints, for a binary relation  33.3-3AsBinaryRelationOnPoints, for a permutation  33.3-3AsBinaryRelationOnPoints, for a transformation  33.3-3AsBlockMatrix  24.17-1AscendingChain  39.17-16AsDivisionRing  58.1-9AsDuplicateFreeList  21.20-5AsField  58.1-9AsGroup  39.2-5AsGroupGeneralMappingByImages  40.1-5Asin  19.2-1Asinh  19.2-1AsInternalFFE  59.2-6AsLeftIdeal  56.2-11AsLeftModule  57.1-5AsList  30.3-8AsMagma  35.2-10AsMonoid  51.2-5AsPartialPerm, for a permutation  54.4-1AsPartialPerm, for a permutation and a positive integer  54.4-1AsPartialPerm, for a permutation and a set of
    positive integers  54.4-1AsPartialPerm, for a transformation  54.4-2AsPartialPerm, for a transformation and a
      positive integer  54.4-2AsPartialPerm, for a transformation and a
      set of positive integer  54.4-2AsPermutation  42.5-5AsPolynomial  66.4-5AsRightIdeal  56.2-11AsSemigroup  51.1-6Assert  7.5-3AssertionLevel  7.5-2AsSet  30.3-10AssignGeneratorVariables  37.2-3AssignNiceMonomorphismAutomorphismGroup  40.8-1AssociatedPartition  16.2-28AssociatedReesMatrixSemigroupOfDClass  51.9-11Associates  56.5-4AssocWordByLetterRep  37.6-9AsSortedList  30.3-9AsSSortedList  30.3-10AsStruct  31.4AsSubalgebra  62.9-9AsSubalgebraWithOne  62.9-10AsSubgroup  39.3-4AsSubgroupOfWholeGroupByQuotient  47.13-3AsSubmagma  35.2-11AsSubmonoid  51.2-6AsSubsemigroup  51.1-7AsSubspace  61.2-4AsSubstruct  31.8AsTransformation  53.3-1AsTwoSidedIdeal  56.2-11AsVectorSpace  61.2-3Atan  19.2-1Atan2  19.2-1Atanh  19.2-1AtlasIrrationality  18.4-6AttributeValueNotSet  13.6-3AugmentationIdeal  65.1-7AugmentedCosetTableInWholeGroup  47.9-1AugmentedCosetTableMtc  47.9-2AugmentedCosetTableRrs  47.9-3AutomorphismDomain  40.7-3AutomorphismGroup  40.7-1AutomorphismGroup, for groups with pcgs  45.16AutomorphismsOfTable  71.9-4BANNER  77.4BaseFixedSpace  24.7-8BaseIntersectionIntMats  25.1-5BaseIntMat  25.1-4BaseMat  24.11-1BaseMatDestructive  24.11-2BaseOfGroup  43.10-2BaseOrthogonalSpaceMat  24.11-3BaseStabChain  43.10-1BaseSteinitzVectors  24.11-5BasicSpinRepresentationOfSymmetricGroup  39.24-9BasicWreathProductOrdering  34.4-11Basis  61.5-2BasisNC  61.5-2BasisVectors  61.6-1Bell  16.1-3Bernoulli  16.1-4BestQuoInt  14.3-2BestSplittingMatrix  71.17-5BiAlgebraModule  62.11-6BiAlgebraModuleByGenerators  62.11-3BibEntry  76.3-15BilinearFormMat  64.6-13BinaryRelationByElements  33.1-2BinaryRelationOnPoints  33.3-1BinaryRelationOnPointsNC  33.3-1BindGlobal  4.9-7Binomial  16.1-2BisectInterval  19.2-4BlistList  22.2-1BlockMatrix  24.17-2Blocks, for a group, an action domain, etc.  41.11-1Blocks, for an external set  41.11-1BlocksInfo  71.11-3BlownUpMat  24.13-3BlownUpVector  24.13-4BlowupInterval  19.2-4BlowUpIsomorphism  44.3-3BombieriNorm  66.12-1BrauerCharacterValue  72.15-2BrauerTable, for a character table, and a prime integer  71.3-2BrauerTable, for a group, and a prime integer  71.3-2BrauerTableOp  71.3-2BravaisGroup  44.6-11BravaisSubgroups  44.6-12BravaisSupergroups  44.6-13break statement  4.21CallFuncList  5.2-1CallWithTimeout  5.3-1CallWithTimeoutList  5.3-1CanComputeIndex  39.25-5CanComputeIsSubset  39.25-6CanComputeSize  39.25-3CanComputeSizeAnySubgroup  39.25-4CanEasilyCompareElements  31.11-2CanEasilyCompareElementsFamily  31.11-2CanEasilyComputePcgs  45.2-3CanEasilyComputeWithIndependentGensAbelianGroup  39.25-2CanEasilySortElements  31.11-2CanEasilySortElementsFamily  31.11-2CanEasilyTestMembership  39.25-1CanonicalBasis  61.5-3CanonicalGenerators  64.6-14CanonicalPcElement  45.5-9CanonicalPcgs  45.8-2CanonicalPcgsByGeneratorsWithImages  45.9-7CanonicalRepresentativeDeterminatorOfExternalSet  41.12-14CanonicalRepresentativeOfExternalSet  41.12-13CanonicalRightCosetElement  39.7-3CartanMatrix  64.6-12CartanSubalgebra  64.3-7Cartesian, for a list  21.20-16Cartesian, for various objects  21.20-16CategoriesOfObject  13.3-1CategoryCollections  30.2-4CategoryFamily  79.1-2Ceil  19.2-1Center  35.4-5CentralCharacter  72.8-17CentralIdempotentsOfAlgebra  62.9-17Centralizer, for a class of objects in a magma  35.4-4Centralizer, for a magma and a submagma  35.4-4Centralizer, for a magma and an element  35.4-4Centralizer, for groups with pcgs  45.16CentralizerInGLnZ  44.6-8CentralizerModulo  39.18-7CentralizerSizeLimitConsiderFunction  45.17-2CentralNormalSeriesByPcgs  45.11-8Centre  35.4-5Centre, for groups with pcgs  45.16CentreOfCharacter  72.8-11CF, for (subfield and) conductor  60.1-1CF, for (subfield and) generators  60.1-1ChangeStabChain  43.11-3Character, for a character table and a list  72.6-3Character, for a group and a list  72.6-3CharacterDegrees, for a character table  71.8-1CharacterDegrees, for a group  71.8-1Characteristic  31.10-1Characteristic, for a class function  72.4-1CharacteristicPolynomial  24.13-1CharacterNames  71.9-6CharacterParameters  71.9-7CharacterTable, for a group  71.3-1CharacterTable, for a string  71.3-1CharacterTable, for an ordinary character table  71.3-1CharacterTableDirectProduct  71.20-1CharacterTableFactorGroup  71.20-3CharacterTableIsoclinic  71.20-4CharacterTableRegular  71.3-3CharacterTableWithSortedCharacters  71.21-1CharacterTableWithSortedClasses  71.21-3CharacterTableWithStoredGroup  71.6-4CharacterTableWreathSymmetric  71.20-5CharInt  27.8-2CharsFamily  27.4-6CharSInt  27.8-4CheckDigitISBN  14.6-1CheckDigitISBN13  14.6-1CheckDigitPostalMoneyOrder  14.6-1CheckDigitTestFunction  14.6-2CheckDigitUPC  14.6-1CheckFixedPoints  73.5-10CheckForHandlingByNiceBasis  61.12-3CheckPermChar  73.7-2ChevalleyBasis  64.6-2ChiefNormalSeriesByPcgs  45.11-16ChiefSeries  39.17-1ChiefSeriesThrough  39.17-2ChiefSeriesUnderAction  39.17-3ChineseRem  14.3-9Chomp  27.7-18Cite  76.3-16CIUnivPols  66.1-5ClassElementLattice  39.20-2ClassesSolvableGroup  45.17-1ClassFunction, for a character table and a list  72.6-1ClassFunction, for a group and a list  72.6-1ClassFunctionSameType  72.6-4ClassMultiplicationCoefficient, for character tables  71.12-7ClassMultiplicationCoefficient, for character tables  71.12-7ClassNames  71.9-6ClassNamesTom  70.7-5ClassOrbit  71.9-12ClassParameters  71.9-7ClassPermutation  71.21-5ClassPositionsOfAgemo  71.10-2ClassPositionsOfCenter, for a character table  71.10-3ClassPositionsOfCentre, for a character  72.8-12ClassPositionsOfCentre, for a character table  71.10-3ClassPositionsOfDerivedSubgroup  71.10-5ClassPositionsOfDirectProductDecompositions  71.10-4ClassPositionsOfElementaryAbelianSeries  71.10-6ClassPositionsOfFittingSubgroup  71.10-7ClassPositionsOfKernel  72.8-10ClassPositionsOfLowerCentralSeries  71.10-8ClassPositionsOfMaximalNormalSubgroups  71.10-1ClassPositionsOfMinimalNormalSubgroups  71.10-1ClassPositionsOfNormalClosure  71.10-12ClassPositionsOfNormalSubgroup  71.23-2ClassPositionsOfNormalSubgroups  71.10-1ClassPositionsOfPCore  71.10-11ClassPositionsOfSupersolvableResiduum  71.10-10ClassPositionsOfUpperCentralSeries  71.10-9ClassRoots  71.9-13ClassStructureCharTable  71.12-8ClassTypesTom  70.7-4CleanedTailPcElement  45.5-11ClearCacheStats  7.7-21ClearProfile  7.7-10CloseMutableBasis  61.8-6CloseStream  10.2-1ClosureGroup  39.4-1ClosureGroupAddElm  39.4-2ClosureGroupCompare  39.4-2ClosureGroupDefault  39.4-3ClosureGroupIntest  39.4-2ClosureLeftModule  57.2-3ClosureNearAdditiveGroup, for a near-additive group and an element  55.4-1ClosureNearAdditiveGroup, for two near-additive groups  55.4-1ClosureRing, for a ring and a ring element  56.1-8ClosureRing, for two rings  56.1-8ClosureStruct  31.3ClosureSubgroup  39.4-4ClosureSubgroupNC  39.4-4Coboundaries  64.12-7Cochain  64.12-2CochainSpace  64.12-3Cocycles, for Lie algebra module  64.12-6CodegreeOfPartialPerm  54.3-2CodegreeOfPartialPermCollection  54.3-2CodegreeOfPartialPermSemigroup  54.7-2CodePcGroup  46.9-2CodePcgs  46.9-1Coefficients  61.6-3CoefficientsAndMagmaElements  65.2-4CoefficientsFamily  66.19-3CoefficientsMultiadic  14.3-8CoefficientsOfLaurentPolynomial  66.13-2CoefficientsOfUnivariatePolynomial  66.4-9CoefficientsOfUnivariateRationalFunction  66.4-7CoefficientsQadic  14.3-7CoefficientsRing  66.15-3CoeffsCyc  18.1-10CoeffsMod  23.4-4COHORTS_PRIMITIVE_GROUPS  50.9-4CoKernelOfAdditiveGeneralMapping  32.10-6CoKernelOfMultiplicativeGeneralMapping  32.9-6CollapsedMat  73.5-16Collected  21.20-3CollectionsFamily  30.2-1ColorPrompt  3.6-1Columns  51.9-9Combinations  16.2-1CombinatorialCollector  46.4-2Comm  31.12-3Comm, for words  37.4CommutativeDiagram  73.5-9CommutatorFactorGroup  39.18-3CommutatorLength  39.12-4CommutatorLength, for a character table  71.8-5CommutatorSubgroup  39.12-2Compacted  21.20-2CompanionMat  24.13-5CompareVersionNumbers  76.3-7CompatibleConjugacyClasses  71.6-5CompatiblePairs  46.8-8ComplementClassesRepresentatives  39.11-6ComplementClassesRepresentativesEA  39.23-4ComplementIntMat  25.1-6ComplementSystem  39.13-5ComplexConjugate  18.5-2ComplexConjugate, for a class function  72.4-2ComplexI  19.2-1ComplexificationQuat, for a matrix  62.5-2ComplexificationQuat, for a vector  62.5-2ComponentPartialPermInt  54.5-3ComponentRepsOfPartialPerm  54.3-20ComponentRepsOfTransformation  53.5-19ComponentsOfPartialPerm  54.3-18ComponentsOfTransformation  53.5-17ComponentTransformationInt  53.4-3CompositionMapping  32.2-4CompositionMapping, for Frobenius automorphisms  59.4-1CompositionMapping2  32.2-5CompositionMapping2General  32.2-5CompositionMaps  73.5-1CompositionOfStraightLinePrograms  37.8-7CompositionSeries  39.17-5CompositionSeries, for groups with pcgs  45.16ComputedBrauerTables  71.3-2ComputedClassFusions  73.3-2ComputedIndicators  71.12-5ComputedIsPSolubleCharacterTables  71.12-3ComputedIsPSolvableCharacterTables  71.12-3ComputedPowerMaps  73.1-1ComputedPrimeBlockss  71.11-1Concatenation, for a list of lists  21.20-1Concatenation, for several lists  21.20-1Conductor, for a collection of cyclotomics  18.1-7Conductor, for a cyclotomic  18.1-7ConfluentRws  38.1-6Congruences, for character tables  73.6-2ConjugacyClass  39.10-1ConjugacyClasses, attribute  39.10-2ConjugacyClasses, for character tables  71.6-2ConjugacyClasses, for groups with pcgs  45.16ConjugacyClasses, for linear groups  50.3ConjugacyClassesByOrbits  39.10-4ConjugacyClassesByRandomSearch  39.10-3ConjugacyClassesMaximalSubgroups  39.19-4ConjugacyClassesPerfectSubgroups  39.20-7ConjugacyClassesSubgroups  39.19-3ConjugacyClassSubgroups  39.19-1ConjugateDominantWeight  64.7-6ConjugateDominantWeightWithWord  64.7-6ConjugateGroup  39.2-6Conjugates  58.3-6ConjugateSubgroup  39.3-8ConjugateSubgroups  39.3-9ConjugatorAutomorphism  40.6-2ConjugatorAutomorphismNC  40.6-2ConjugatorIsomorphism  40.6-1ConjugatorOfConjugatorIsomorphism  40.6-5ConsiderKernels  73.6-3ConsiderSmallerPowerMaps  73.6-4ConsiderStructureConstants  73.3-7ConsiderTableAutomorphisms  73.7-3ConstantTimeAccessList  21.17-6ConstantTransformation  53.2-9ConstituentsCompositionMapping  32.2-7ConstituentsOfCharacter  72.8-8ContainedCharacters  73.5-17ContainedDecomposables  73.5-17ContainedMaps  73.5-6ContainedPossibleCharacters  73.5-15ContainedPossibleVirtualCharacters  73.5-15ContainedSpecialVectors  73.5-15ContainedTom  70.9-5ContainingTom  70.9-6continue statement  4.22ContinuedFractionApproximationOfRoot  15.6-2ContinuedFractionExpansionOfRoot  15.6-1ConvertToBlistRep  22.5-1ConvertToCharacterTable  71.3-5ConvertToCharacterTableNC  71.3-5ConvertToMatrixRep, for a list (and a field)  24.14-2ConvertToMatrixRep, for a list (and a prime power)  24.14-2ConvertToMatrixRepNC, for a list (and a field)  24.14-2ConvertToMatrixRepNC, for a list (and a prime power)  24.14-2ConvertToRangeRep  21.22-2ConvertToStringRep  27.4-2ConvertToTableOfMarks  70.6-5ConvertToVectorRep, for a list (and a field)  23.3-1ConvertToVectorRep, for a list (and a prime power)  23.3-1ConvertToVectorRepNC, for a list (and a field)  23.3-1ConvertToVectorRepNC, for a list (and a prime power)  23.3-1ConwayPolynomial  59.5-1CopyListEntries  21.4-4CopyOptionsDefaults  43.11-2CopyStabChain  43.11-1CopyToStringRep  27.4-3Core  39.11-2CorrespondingGeneratorsByModuloPcgs  45.9-6Cos  19.2-1CosetDecomposition  39.7-5CosetLeadersMatFFE  23.6-6CosetTable  47.6-1CosetTableBySubgroup  47.6-4CosetTableDefaultLimit  47.6-7CosetTableDefaultMaxLimit  47.6-6CosetTableFromGensAndRels  47.6-5CosetTableInWholeGroup  47.8-1CosetTableOfFpSemigroup  52.7-1CosetTableStandard  47.7-1Cosh  19.2-1Cot  19.2-1Coth  19.2-1CoverageLineByLine  7.7-15CrcFile  9.7-7CrcString  27.9-4CrystGroupDefaultAction  44.7-1Csc  19.2-1Csch  19.2-1CubeRoot  19.2-1Cycle  41.9-3CycleIndex, for a permutation and an action domain  41.9-7CycleIndex, for a permutation group and an action domain  41.9-7CycleLength  41.9-4CycleLengths  41.9-6Cycles  41.9-5CyclesOfTransformation  53.5-20CycleStructureClass  72.8-14CycleStructurePerm  42.4-2CycleTransformationInt  53.5-21CyclicExtensionsTom, for a list of primes  70.9-7CyclicExtensionsTom, for a prime  70.9-7CyclicGroup  50.1-2CyclotomicField, for (subfield and) conductor  60.1-1CyclotomicField, for (subfield and) generators  60.1-1CyclotomicPolynomial  66.9-1Cyclotomics  18.1-2CyclotomicsFamily  18.1-3DataType  13.9-2DayDMY  27.10-4DaysInMonth  27.10-2DaysInYear  27.10-1DeclareAttribute  79.18-3DeclareAttribute, example  80.5DeclareAttribute!example  80.8-3DeclareAutoPackage  77.2DeclareAutoreadableVariables  76.3-9DeclareCategory  79.18-1DeclareFilter  79.18-5DeclareGlobalFunction  79.18-7DeclareGlobalVariable  79.18-8DeclareHandlingByNiceBasis  61.12-1DeclareInfoClass  7.4-2DeclareOperation  79.18-6DeclarePackage  77.2DeclarePackageAutoDocumentation  77.2DeclarePackageDocumentation  77.2DeclareProperty  79.18-4DeclareRepresentation  79.18-2DeclareRepresentation, belongs to implementation part  79.19DeclareRepresentation, example  80.6DeclareSynonym  79.18-10DeclareSynonymAttr  79.18-10DeclareUserPreference  3.2-4DecodeTree  48.10-1DecomposedFixedPointVector  70.9-8DecomposeTensorProduct  64.13-3Decomposition  25.4-1DecompositionInt  25.4-5DecompositionMatrix  71.11-4Decreased  72.10-7DEFAULTDISPLAYSTRING  27.7-2DefaultField, for a list of generators  58.1-4DefaultField, for cyclotomics  18.1-16DefaultField, for finite field elements  59.3-1DefaultField, for several generators  58.1-4DefaultFieldByGenerators  58.1-5DefaultFieldOfMatrix  24.4-2DefaultFieldOfMatrixGroup  44.2-2DefaultInfoHandler  7.4-6DefaultRing, for a collection  56.1-3DefaultRing, for finite field elements  59.3-1DefaultRing, for ring elements  56.1-3DefaultRingByGenerators  56.1-5DefaultStabChainOptions  43.8-3DEFAULTVIEWSTRING  27.7-4DefiningPolynomial  58.2-7DefiningQuotientHomomorphism  47.13-4DegreeFFE, for a FFE  59.2-1DegreeFFE, for a matrix of FFEs  59.2-1DegreeFFE, for a vector of FFEs  59.2-1DegreeIndeterminate  66.6-1DegreeOfBinaryRelation  33.2-10DegreeOfCharacter  72.8-4DegreeOfLaurentPolynomial  66.5-3DegreeOfPartialPerm  54.3-1DegreeOfPartialPermCollection  54.3-1DegreeOfPartialPermSemigroup  54.7-2DegreeOfTransformation  53.5-1DegreeOfTransformationCollection  53.5-1DegreeOfTransformationSemigroup  53.7-2DegreeOverPrimeField  58.2-6Delta  75.2-2DenominatorCyc  18.1-11DenominatorOfModuloPcgs  45.9-4DenominatorOfRationalFunction  66.4-3DenominatorRat  17.2-5DenseHashTable  28.6-1DenseIntKey  28.5-1DepthOfPcElement  45.5-4DepthOfUpperTriangularMatrix  24.12-3Derangements  16.2-14Derivations  64.2-6Derivative  66.6-5DerivedLength  39.17-8DerivedSeriesOfGroup  39.17-7DerivedSubgroup  39.12-3DerivedSubgroupsTom  70.9-2DerivedSubgroupsTomPossible  70.9-3DerivedSubgroupsTomUnique  70.9-3DerivedSubgroupTom  70.9-2DescriptionOfRootOfUnity  18.1-13Determinant  24.4-4DeterminantIntMat  25.3-1DeterminantMat  24.4-4DeterminantMatDestructive  24.4-5DeterminantMatDivFree  24.4-6DeterminantOfCharacter  72.8-18DiagonalizeIntMat  25.2-8DiagonalizeMat  24.9-3DiagonalMat  24.5-4DiagonalOfMat  24.12-1DictionaryByPosition  28.3-1DicyclicGroup  50.1-7Difference  30.5-4DifferenceBlist  22.3-3DihedralGroup  50.1-6Dimension  57.3-3DimensionOfHighestWeightModule  64.13-4DimensionOfMatrixGroup  44.2-1DimensionOfVectors  61.9-6DimensionsLoewyFactors  39.17-15DimensionsMat  24.4-1DirectoriesLibrary  9.3-5DirectoriesPackageLibrary  76.3-5DirectoriesPackagePrograms  76.3-6DirectoriesSystemPrograms  9.3-6Directory  9.3-2DirectoryContents  9.3-7DirectoryCurrent  9.3-4DirectoryDesktop  9.3-8DirectoryHome  9.3-9DirectoryTemporary  9.3-3DirectProduct  49.1-1DirectProductOp  49.1-1DirectSum  56.9-5DirectSumDecomposition, for Lie algebras  62.9-18DirectSumOfAlgebraModules, for a list of Lie algebra modules  62.11-23DirectSumOfAlgebraModules, for two Lie algebra modules  62.11-23DirectSumOfAlgebras, for a list of algebras  62.9-14DirectSumOfAlgebras, for two algebras  62.9-14DirectSumOp  56.9-5DisableAttributeValueStoring  13.6-5Discriminant  66.6-6Display  6.3-6Display, for a character table  71.13-3Display, for a ffe  59.6-1Display, for a table of marks  70.4-3Display, for class functions  72.5-3DisplayCacheStats  7.7-20DisplayCompositionSeries  39.17-6DisplayEggBoxOfDClass  51.8-7DisplayImfInvariants  50.12-2DisplayInformationPerfectGroups, for a pair [ order, index ]  50.8-7DisplayInformationPerfectGroups, for group order (and index)  50.8-7DisplayOptions  71.13-4DisplayOptionsStack  8.1-6DisplayPackageLoadingLog  76.2-4DisplayProfile  7.7-9DisplayString  27.7-1DistancePerms  42.2-2DistancesDistributionMatFFEVecFFE  23.6-4DistancesDistributionVecFFEsVecFFE  23.6-3DistanceVecFFE  23.6-2DivisionRingByGenerators  58.1-8DivisorsInt  14.4-12DixonInit  71.17-2DixonRecord  71.17-1DixonSplit  71.17-4DixontinI  71.17-3DMYDay  27.10-3DMYhmsSeconds  27.10-11DnLattice  72.10-8DnLatticeIterative  72.10-9do  4.20Domain  31.9-3DomainByGenerators  31.9-3DomainOfPartialPerm  54.3-4DomainOfPartialPermCollection  54.3-4DominantCharacter, for a root system and a highest weight  64.13-2DominantCharacter, for a semisimple Lie algebra and a highest weight  64.13-2DominantWeights  64.13-1DotFileLatticeSubgroups  39.20-3DoubleCoset  39.9-1DoubleCosetRepsAndSizes  39.9-5DoubleCosets  39.9-3DoubleCosetsNC  39.9-3DoubleCoverOfAlternatingGroup  39.24-11DoubleHashArraySize  28.7-2DownEnv  6.5-1DuplicateFreeList  21.20-4DxIncludeIrreducibles  71.17-6E  18.1-1EANormalSeriesByPcgs  45.11-4Earns, for a group, an action domain, etc.  41.10-6Earns, for an external set  41.10-6EB  18.4-1EC  18.4-1ED  18.4-1Edit  6.10-1EE  18.4-1EF  18.4-1EG  18.4-1EggBoxOfDClass  51.8-6EH  18.4-1EI  18.4-2Eigenspaces  24.8-4Eigenvalues  24.8-3EigenvaluesChar  72.8-19Eigenvectors  24.8-5EJ  18.4-4EK  18.4-4EL  18.4-4ElementaryAbelianGroup  50.1-4ElementaryAbelianSeries, for a group  39.17-9ElementaryAbelianSeries, for a list  39.17-9ElementaryAbelianSeriesLargeSteps  39.17-9ElementaryDivisorsMat  24.9-1ElementaryDivisorsMatDestructive  24.9-1ElementaryDivisorsTransformationsMat  24.9-2ElementaryDivisorsTransformationsMatDestructive  24.9-2ElementOfFpGroup  47.4-5ElementOfFpSemigroup  52.4-2ElementOfMagmaRing  65.2-6ElementOrdersPowerMap  73.1-3ElementProperty  43.12-2Elements  30.3-11ElementsFamily  30.2-3ElementsStabChain  43.10-9elif  4.17EliminatedWord  37.4-6EliminationOrdering  66.17-10ElmWPObj  86.2-1else  4.17EM  18.4-4emacs  6.11Embedding, example for direct products  49.1-1Embedding, example for semidirect products  49.2-1Embedding, example for wreath products  49.4-1Embedding, for Lie algebras  64.1-3Embedding, for a domain and a positive integer  32.2-10Embedding, for group products  49.6-1Embedding, for magma rings  65.3Embedding, for two domains  32.2-10EmptyBinaryRelation, for a degree  33.1-4EmptyBinaryRelation, for a domain  33.1-4EmptyMatrix  24.5-3EmptyPartialPerm  54.2-6EmptyPlist  21.9-1EmptySCTable  62.4-3EmptyStabChain  43.11-7EmptyString  27.4-5EnableAttributeValueStoring  13.6-6end  4.23End  61.10-6EndlineFunc  5.1-5EndsWith  27.7-19Enumerator  30.3-2EnumeratorByBasis  61.6-5EnumeratorByFunctions, for a domain and a record  30.3-4EnumeratorByFunctions, for a family and a record  30.3-4EnumeratorOfCombinations  16.2-2EnumeratorOfTuples  16.2-9EnumeratorSorted  30.3-3Epicentre  39.24-4EpimorphismFromFreeGroup  39.5-1EpimorphismNilpotentQuotient  47.14-4EpimorphismNonabelianExteriorSquare  39.24-6EpimorphismPGroup  47.14-3EpimorphismQuotientSystem  47.14-2EpimorphismSchurCover  39.24-1EpimorphismSolvableQuotient  47.14-6EqFloat  19.2-2EquivalenceClasses, attribute  33.7-3EquivalenceClassOfElement  33.7-4EquivalenceClassOfElementNC  33.7-4EquivalenceClassRelation  33.7-2EquivalenceRelationByPairs  33.5-3EquivalenceRelationByPairsNC  33.5-3EquivalenceRelationByPartition  33.5-1EquivalenceRelationByPartitionNC  33.5-1EquivalenceRelationByProperty  33.5-4EquivalenceRelationByRelation  33.5-2EquivalenceRelationPartition  33.6-1ER  18.4-2Erf  19.2-1Error  6.6-1ErrorCount  6.6-3ErrorNoReturn  6.6-2ErrorNoTraceBack  6.4-3ES  18.4-3ET  18.4-3EU  18.4-3EuclideanDegree  56.6-2EuclideanQuotient  56.6-3EuclideanRemainder  56.6-4EulerianFunction  39.16-3EulerianFunctionByTom  70.9-9EV  18.4-3EvalStraightLineProgElm  37.9-4EvalString  27.9-3EW  18.4-3EX  18.4-3ExactSizeConsiderFunction  39.21-5Exec  11.1-2Exp  19.2-1Exp10  19.2-1Exp2  19.2-1Expm1  19.2-1Exponent  39.16-2Exponent, for a character table  71.8-5ExponentOfPcElement  45.5-2ExponentsConjugateLayer  45.6-1ExponentsOfCommutator  45.6-4ExponentsOfConjugate  45.6-3ExponentsOfPcElement  45.5-3ExponentsOfRelativePower  45.6-2ExponentSumWord  37.4-2ExponentSyllable  37.5-2ExtendedPcgs  45.7-8ExtendRootDirectories  76.2-3ExtendStabChain  43.11-4Extension  46.8-5ExtensionNC  46.8-5ExtensionRepresentatives  46.8-9Extensions  46.8-4ExteriorCentre  39.24-4ExteriorPowerOfAlgebraModule  64.15-2ExternalOrbit  41.12-9ExternalOrbits, for a group, an action domain, etc.  41.12-11ExternalOrbits, for an external set  41.12-11ExternalOrbitsStabilizers, for a group, an action domain, etc.  41.12-12ExternalOrbitsStabilizers, for an external set  41.12-12ExternalSet  41.12-2ExternalSet, computing orbits  85.3ExternalSubset  41.12-7Extract  72.10-5ExtraspecialGroup  50.1-8ExtRepDenominatorRatFun  66.21-3ExtRepNumeratorRatFun  66.21-2ExtRepOfObj  79.16-1ExtRepOfObj, for a cyclotomic  18.1-12ExtRepPolynomialRatFun  66.21-6EY  18.4-3FactorCosetAction  41.8-1FactorCosetAction, for fp groups  47.6-3FactorFreeSemigroupByRelations  52.2-2FactorGroup  39.18-2FactorGroupFpGroupByRels  47.2-2FactorGroupNC  39.18-2FactorGroupNormalSubgroupClasses  71.23-4FactorGroupTom  70.9-11Factorial  16.1-1Factorization  39.5-2Factors  56.5-9Factors, for polynomials over abelian number fields  60.2-1Factors, of polynomial  66.10-1FactorsInt  14.4-7FactorsInt, using Pollard's Rho  14.4-7FactorsOfDirectProduct  71.20-2FactorsSquarefree  66.10-2fail  20.2-1FaithfulModule, for Lie algebras  62.11-20FamiliesOfGeneralMappingsAndRanges  32.14-5FamiliesOfRows  71.22-5FamilyForOrdering  34.3-4FamilyObj  13.1-1FamilyPcgs  46.1-1FamilyRange  32.14-3FamilySource  32.14-4fi  4.17Fibonacci  16.3-1Field, for (a field and) a list of generators  58.1-3Field, for several generators  58.1-3FieldByGenerators  58.1-8FieldExtension  58.2-9FieldOfMatrixGroup  44.2-3FieldOverItselfByGenerators  58.2-2FileDescriptorOfStream  10.2-2Filename, for a directory and a string  9.4-1Filename, for a list of directories and a string  9.4-1FilenameFunc  5.1-4Filtered  21.20-20FindSl2  64.9-7First  21.20-22FittingSubgroup  39.12-5FixedPointsOfPartialPerm, for a partial perm  54.3-8FixedPointsOfPartialPerm, for a partial perm coll  54.3-8Flat  21.20-6FlatKernelOfTransformation  53.5-11Float  19.2-7FLOAT, constants  19.2-6Floor  19.2-1FlushCaches  79.18-11for loop  4.20ForAll  21.20-23ForAny  21.20-24FORCE_QUIT_GAP  6.7-4FpElmComparisonMethod  47.3-3FpGroupPresentation  48.1-4FpGrpMonSmgOfFpGrpMonSmgElement  52.1-7FpLieAlgebraByCartanMatrix  64.11-1Frac  19.2-1FrattiniSubgroup  39.12-6FrattiniSubgroup, for groups with pcgs  45.16FreeAbelianGroup  50.1-5FreeAlgebra, for ring and several names  62.3-1FreeAlgebra, for ring, rank (and name)  62.3-1FreeAlgebraWithOne, for ring and several names  62.3-2FreeAlgebraWithOne, for ring, rank (and name)  62.3-2FreeAssociativeAlgebra, for ring and several names  62.3-3FreeAssociativeAlgebra, for ring, rank (and name)  62.3-3FreeAssociativeAlgebraWithOne, for ring and several names  62.3-4FreeAssociativeAlgebraWithOne, for ring, rank (and name)  62.3-4FreeGeneratorsOfFpGroup  47.4-2FreeGeneratorsOfFpSemigroup  52.4-4FreeGeneratorsOfWholeGroup  47.4-2FreeGroup, for a list of names  37.2-1FreeGroup, for given rank  37.2-1FreeGroup, for infinitely many generators  37.2-1FreeGroup, for various names  37.2-1FreeGroupOfFpGroup  47.4-1FreeLeftModule  57.3-2FreeLieAlgebra, for ring and several names  64.2-4FreeLieAlgebra, for ring, rank (and name)  64.2-4FreeMagma, for a list of names  36.4-1FreeMagma, for given rank  36.4-1FreeMagma, for infinitely many generators  36.4-1FreeMagma, for various names  36.4-1FreeMagmaRing  65.1-1FreeMagmaWithOne, for a list of names  36.4-2FreeMagmaWithOne, for given rank  36.4-2FreeMagmaWithOne, for infinitely many generators  36.4-2FreeMagmaWithOne, for various names  36.4-2FreeMonoid, for a list of names  51.2-9FreeMonoid, for given rank  51.2-9FreeMonoid, for infinitely many generators  51.2-9FreeMonoid, for various names  51.2-9FreeMonoidOfRewritingSystem  52.6-7FreeProduct, for a list  49.5-1FreeProduct, for several groups  49.5-1FreeSemigroup, for a list of names  51.1-10FreeSemigroup, for given rank  51.1-10FreeSemigroup, for infinitely many generators  51.1-10FreeSemigroup, for various names  51.1-10FreeSemigroupOfFpSemigroup  52.4-3FreeSemigroupOfRewritingSystem  52.6-6FrobeniusAutomorphism  59.4-1FrobeniusCharacterValue  72.15-1FullMatrixAlgebra  62.5-4FullMatrixAlgebraCentralizer  62.9-15FullMatrixLieAlgebra  64.2-5FullMatrixModule  57.3-11FullMatrixSpace  61.9-5FullRowModule  57.3-9FullRowSpace  61.9-4FullTransformationMonoid  53.7-3FullTransformationSemigroup  53.7-3FunctionAction  41.12-4FunctionField, for an integral ring and a list of indeterminate numbers  66.15-8FunctionField, for an integral ring and a list of indeterminates  66.15-8FunctionField, for an integral ring and a list of names (and an exclusion list)  66.15-8FunctionField, for an integral ring and a rank (and an exclusion list)  66.15-8FunctionOperation  77.1FunctionsFamily  5.5-3FusionCharTableTom  70.11-1FusionConjugacyClasses, for a homomorphism  73.3-1FusionConjugacyClasses, for two character tables  73.3-1FusionConjugacyClasses, for two groups  73.3-1FusionConjugacyClassesOp, for a homomorphism  73.3-1FusionConjugacyClassesOp, for two character tables  73.3-1FusionsAllowedByRestrictions  73.7-4FusionsTom  70.7-6gac  76.3-10GaloisCyc, for a class function  72.4-2GaloisCyc, for a cyclotomic  18.5-1GaloisCyc, for a list of cyclotomics  18.5-1GaloisField, for characteristic and degree  59.3-2GaloisField, for characteristic and polynomial  59.3-2GaloisField, for field size  59.3-2GaloisField, for subfield and degree  59.3-2GaloisField, for subfield and polynomial  59.3-2GaloisGroup, for abelian number fields  60.4-1GaloisGroup, of field  58.3-1GaloisGroup, of rational class of a group  39.10-8GaloisMat  18.5-5GaloisStabilizer  60.2-5GaloisType  66.11-3Gamma  19.2-1GammaL  50.2-9gap.ini  3.2-1Gap3CatalogueIdGroup  50.7-7GAP_EXIT_CODE  6.7-2GAPInfo  3.5-1GAPInfo.Architecture  76.3-6GAPInfo.CommandLineOptions  3.1GAPInfo.Keywords  4.5GAPInfo.ProfileThreshold  7.7-9GAPInfo.RootPaths  9.2GAPInfo.TimeoutsSupported  5.3-2GAPInfo.UserGapRoot  9.2GAPInfo.Version  7.8GapInputPcGroup  46.6-1GapInputSCTable  62.4-5GAPKB_REW  52.6-2GAPTCENUM  47.6-5GasmanLimits  7.11-3GasmanMessageStatus  7.11-2GasmanStatistics  7.11-1GaussianIntegers  60.5-1GaussianRationals  60.1-3Gcd, for (a ring and) a list of elements  56.7-1Gcd, for (a ring and) several elements  56.7-1Gcdex  14.3-5GcdInt  14.3-4GcdOp  56.7-2GcdRepresentation, for (a ring and) a list of elements  56.7-3GcdRepresentation, for (a ring and) several elements  56.7-3GcdRepresentationOp  56.7-4GeneralisedEigenspaces  24.8-2GeneralisedEigenvalues  24.8-1GeneralizedEigenspaces  24.8-2GeneralizedEigenvalues  24.8-1GeneralLinearGroup, for dimension and a ring  50.2-1GeneralLinearGroup, for dimension and field size  50.2-1GeneralMappingByElements  32.2-1GeneralMappingsFamily  32.14-6GeneralOrthogonalGroup  50.2-6GeneralSemilinearGroup  50.2-9GeneralUnitaryGroup  50.2-3GeneratorsOfAdditiveGroup  55.3-4GeneratorsOfAdditiveMagma  55.3-2GeneratorsOfAdditiveMagmaWithZero  55.3-3GeneratorsOfAlgebra  62.9-1GeneratorsOfAlgebraModule  62.11-7GeneratorsOfAlgebraWithOne  62.9-2GeneratorsOfDivisionRing  58.1-6GeneratorsOfDomain  31.9-2GeneratorsOfEquivalenceRelationPartition  33.6-2GeneratorsOfField  58.1-7GeneratorsOfGroup  39.2-4GeneratorsOfIdeal  56.2-7GeneratorsOfInverseMonoid  51.3-4GeneratorsOfInverseSemigroup  51.3-3GeneratorsOfLeftIdeal  56.2-8GeneratorsOfLeftModule  57.1-4GeneratorsOfLeftOperatorAdditiveGroup  57.1-3GeneratorsOfLeftVectorSpace  61.3-1GeneratorsOfMagma  35.4-1GeneratorsOfMagmaWithInverses  35.4-3GeneratorsOfMagmaWithOne  35.4-2GeneratorsOfMonoid  51.2-7GeneratorsOfNearAdditiveGroup  55.3-4GeneratorsOfNearAdditiveMagma  55.3-2GeneratorsOfNearAdditiveMagmaWithZero  55.3-3GeneratorsOfPresentation  48.1-3GeneratorsOfRightIdeal  56.2-9GeneratorsOfRightModule  57.1-9GeneratorsOfRightOperatorAdditiveGroup  57.1-8GeneratorsOfRing  56.1-6GeneratorsOfRingWithOne  56.3-4GeneratorsOfRws  38.1-12GeneratorsOfSemigroup  51.1-8GeneratorsOfStruct  31.3GeneratorsOfTwoSidedIdeal  56.2-7GeneratorsOfVectorSpace  61.3-1GeneratorsPrimeResidues  15.2-4GeneratorsSmallest  39.22-1GeneratorsSubgroupsTom  70.10-1GeneratorSyllable  37.5-3GetCyclotomicsLimit  18.6-1GetFusionMap  73.3-3GF, for characteristic and degree  59.3-2GF, for characteristic and polynomial  59.3-2GF, for field size  59.3-2GF, for subfield and degree  59.3-2GF, for subfield and polynomial  59.3-2GL, for dimension and a ring  50.2-1GL, for dimension and field size  50.2-1GlobalMersenneTwister  14.7-4GlobalRandomSource  14.7-4GModuleByMats, for empty list, the dimension, and a field  69.1-1GModuleByMats, for generators and a field  69.1-1GO  50.2-6GQuotients  40.9-4Grading  62.9-20GreensDClasses  51.8-9GreensDClassOfElement  51.8-8GreensDRelation  51.8-1GreensHClasses  51.8-9GreensHClassOfElement  51.8-8GreensHRelation  51.8-1GreensJClasses  51.8-9GreensJClassOfElement  51.8-8GreensJRelation  51.8-1GreensLClasses  51.8-9GreensLClassOfElement  51.8-8GreensLRelation  51.8-1GreensRClasses  51.8-9GreensRClassOfElement  51.8-8GreensRRelation  51.8-1GroebnerBasis, for a list and a monomial ordering  66.18-1GroebnerBasis, for an ideal and a monomial ordering  66.18-1GroebnerBasisNC  66.18-1Group, for a list of generators (and an identity element)  39.2-1Group, for several generators  39.2-1GroupByGenerators  39.2-2GroupByGenerators, with explicitly specified identity element  39.2-2GroupByRws  46.4-6GroupByRwsNC  46.4-6GroupGeneralMappingByImages  40.1-3GroupGeneralMappingByImages, from group to itself  40.1-3GroupGeneralMappingByImagesNC  40.1-3GroupGeneralMappingByImagesNC, from group to itself  40.1-3GroupHClassOfGreensDClass  51.8-10GroupHomomorphismByFunction, by function (and inverse function) between two domains  40.1-4GroupHomomorphismByFunction, by function and function that computes one preimage  40.1-4GroupHomomorphismByImages  40.1-1GroupHomomorphismByImagesNC  40.1-2GroupOfPcgs  45.4-5GroupRing  65.1-2GroupStabChain  43.10-5GroupWithGenerators  39.2-3GrowthFunctionOfGroup  39.5-3GrowthFunctionOfGroup, with word length limit  39.5-3GU  50.2-3HallSubgroup  39.13-3HallSystem  39.13-6HallSystem, for groups with pcgs  45.16HasAbelianFactorGroup  39.18-5HasElementaryAbelianFactorGroup  39.18-6HasIndeterminateName  66.1-4HasParent  31.7-1HasseDiagramBinaryRelation  33.4-4HeadPcElementByNumber  45.5-12HELP_ADD_BOOK  84.1-1HELP_REMOVE_BOOK  84.1-2HELP_VIEWER_INFO  84.4-1HenselBound  66.12-3HermiteNormalFormIntegerMat  25.2-4HermiteNormalFormIntegerMatTransform  25.2-5HeuristicCancelPolynomialsExtRep  66.24-3HexStringInt  27.7-8HighestWeightModule  64.14-5HMSMSec  27.10-7Hom  61.10-5HomeEnumerator  41.12-5HomomorphismQuotientSemigroup  51.7-2Hypothenuse  19.2-1Ideal  56.2-1IdealByGenerators  56.2-4IdealNC  56.2-2Ideals  56.9-4Idempotent  53.2-4Idempotents  35.4-6IdempotentsTom  70.7-8IdempotentsTomInfo  70.7-8IdentificationOfConjugacyClasses  71.6-3Identifier, for character tables  71.9-8Identifier, for tables of marks  70.7-9Identity  31.10-2IdentityBinaryRelation, for a degree  33.1-3IdentityBinaryRelation, for a domain  33.1-3IdentityFromSCTable  62.4-7IdentityMapping  32.2-9IdentityMat  24.5-1IdentityTransformation  53.2-8IdFunc  5.4-6IdGap3SolvableGroup  50.7-7IdGroup  50.7-5IdSmallGroup  50.7-5IdsOfAllSmallGroups  50.7-6if statement  4.17Image, for Frobenius automorphisms  59.4-1Image, set of images of a collection under a mapping  32.4-6Image, set of images of the source of a general mapping  32.4-6Image, unique image of an element under a mapping  32.4-6ImageElm  32.4-5ImageListOfPartialPerm  54.3-6ImageListOfTransformation  53.5-2ImageOfPartialPermCollection  54.3-5Images, set of images of a collection under a mapping  32.4-7Images, set of images of an element under a mapping  32.4-7Images, set of images of the source of a general mapping  32.4-7ImagesElm  32.4-3ImageSetOfPartialPerm  54.3-7ImageSetOfTransformation  53.5-3ImagesRepresentative  32.4-2ImagesSet  32.4-4ImagesSmallestGenerators  40.3-5ImagesSource  32.4-1ImaginaryPart  18.5-2ImfInvariants  50.12-3ImfMatrixGroup  50.12-4ImfNumberQClasses  50.12-1ImfNumberQQClasses  50.12-1ImfNumberZClasses  50.12-1Immutable  12.6-3ImmutableBasis  61.8-4ImmutableMatrix  24.14-1in, for lists  21.8-1in, operation for  30.6\in, operation for testing membership  30.6IncreaseInterval  19.2-4IndependentGeneratorExponents  39.22-6IndependentGeneratorsOfAbelianGroup  39.22-5Indeterminate, for a family and a number  66.1-1Indeterminate, for a ring (and a name, and an exclusion list)  66.1-1Indeterminate, for a ring (and a number)  66.1-1IndeterminateName  66.1-4Indeterminateness  73.5-13IndeterminateNumberOfLaurentPolynomial  66.13-3IndeterminateNumberOfUnivariateRationalFunction  66.1-2IndeterminateOfUnivariateRationalFunction  66.1-3IndeterminatesOfFunctionField  66.15-2IndeterminatesOfPolynomialRing  66.15-2Index, for a group and its subgroup  39.3-2Index, for two character tables  71.12-1IndexInWholeGroup  39.3-3IndexNC, for a group and its subgroup  39.3-2IndexPeriodOfPartialPerm  54.3-16IndexPeriodOfTransformation  53.5-15Indicator  71.12-5IndicatorOp  71.12-5IndicesCentralNormalSteps  45.11-7IndicesChiefNormalSteps  45.11-15IndicesEANormalSteps  45.11-3IndicesInvolutaryGenerators  47.6-9IndicesNormalSteps  45.11-17IndicesOfAdjointBasis  62.9-6IndicesPCentralNormalStepsPGroup  45.11-11IndicesStabChain  43.10-7Indirected  73.5-4InducedAutomorphism  40.7-6InducedClassFunction, for a given monomorphism  72.9-3InducedClassFunction, for a supergroup  72.9-3InducedClassFunction, for the character table of a supergroup  72.9-3InducedClassFunctions  72.9-4InducedClassFunctionsByFusionMap  72.9-5InducedCyclic  72.9-6InducedPcgs  45.7-4InducedPcgsByGenerators  45.7-5InducedPcgsByGeneratorsNC  45.7-5InducedPcgsByPcSequence  45.7-2InducedPcgsByPcSequenceAndGenerators  45.7-6InducedPcgsByPcSequenceNC  45.7-2InducedPcgsWrtFamilyPcgs  46.1-3InducedPcgsWrtSpecialPcgs  45.13-8Inequalities  72.14-5InertiaSubgroup  72.8-13Inf  19.2-4infinity  18.2-1Info  7.4-5InfoAlgebra  62.1-1InfoAttributes  13.6-4InfoBckt  43.12-4InfoCharacterTable  71.4-2InfoCoh  39.23-5InfoComplement  39.11-7InfoCoset  39.9-6InfoFpGroup  47.1-3InfoGroebner  66.18-4InfoGroup  39.2-8InfoLattice  39.20-9InfoLevel  7.4-4InfoMatrix  24.1-1InfoMonomial  75.1-1InfoNumtheor  15.1-1InfoObsolete  77.4-1InfoOptions  8.1-7InfoPackageLoading  76.2-4InfoPcSubgroup  39.21-6InfoPoly  66.5-8InfoText  12.8-3InfoText, (for Conway polynomials)  59.5-1InfoText, for character tables  71.9-9InfoTom  70.6-1InfoWarning  7.4-7Init  14.7-3InitFusion  73.7-1InitPowerMap  73.6-1InjectionZeroMagma  35.2-13InnerAutomorphism  40.6-3InnerAutomorphismNC  40.6-3InnerAutomorphismsAutomorphismGroup  40.7-5InParentFOA  85.2-1InputFromUser  10.6-3InputLogTo, for a filename  9.7-5InputLogTo, for streams  10.4-6InputLogTo, stop logging input  9.7-5InputOutputLocalProcess  10.8-2InputTextFile  10.5-1InputTextNone  10.9-1InputTextString  10.7-1InputTextUser  10.6-1InsertTrivialStabilizer  43.11-8InstallAtExit  6.7-5InstallCharReadHookFunc  10.10-1InstalledPackageVersion  76.3-4InstallFactorMaintenance  31.13-5InstallFlushableValue  79.18-9InstallFlushableValueFromFunction  79.18-9InstallGlobalFunction  79.18-7InstallHandlingByNiceBasis  61.12-1InstallImmediateMethod  78.6-1InstallIsomorphismMaintenance  31.13-6InstallMethod  78.2-1InstallOtherMethod  78.2-2InstallReadlineMacro  6.9-4InstallSubsetMaintenance  31.13-4InstallTrueMethod  78.7-1InstallValue  79.18-9Int  14.2-3Int, for a FFE  59.2-3Int, for a cyclotomic  18.1-5Int, for strings  27.9-1IntChar  27.8-1Integers, global variable  14.1-1IntegralizedMat  25.4-4IntegratedStraightLineProgram  37.8-8IntermediateGroup  39.17-17IntermediateResultOfSLP  37.8-10IntermediateResultOfSLPWithoutOverwrite  37.8-11IntermediateResultsOfSLPWithoutOverwrite  37.8-12IntermediateSubgroups  39.17-18InterpolatedPolynomial  56.7-10IntersectBlist  22.4-3Intersection, for a list  30.5-2Intersection, for groups with pcgs  45.16Intersection, for various collections  30.5-2Intersection2  30.5-2IntersectionBlist, for a list  22.3-2IntersectionBlist, for various boolean lists  22.3-2IntersectionsTom  70.9-10IntersectSet  21.19-7IntFFE  59.2-3IntFFESymm, for a FFE  59.2-4IntFFESymm, for a vector of FFEs  59.2-4IntHexString  27.9-1IntScalarProducts  73.5-15IntVecFFE  59.2-5InvariantBilinearForm  44.5-1InvariantElementaryAbelianSeries  39.17-10InvariantLattice  44.6-6InvariantQuadraticForm  44.5-5InvariantSesquilinearForm  44.5-3InvariantSubgroupsElementaryAbelianGroup  39.21-2Inverse  31.10-8Inverse, for a pcword  46.2-2Inverse, for a transformation  53.5-14InverseAttr  31.10-8InverseClasses  71.9-10InverseGeneralMapping  32.2-3InverseImmutable  31.10-8InverseMap  73.5-2InverseMatMod  24.15-1InverseMonoid  51.3-2InverseMutable  31.10-8InverseOfTransformation  53.5-13InverseOp  31.10-8InverseRepresentative  43.10-11InverseSameMutability  31.10-8InverseSemigroup  51.3-1InverseSM  31.10-8InversesOfSemigroupElement  51.4-3InvocationReadlineMacro  6.9-4Irr, for a character table  71.8-2Irr, for a group  71.8-2IrrBaumClausen  71.14-3IrrConlon  71.14-2IrrDixonSchneider  71.14-1IrreducibleDifferences  72.10-3IrreducibleModules  71.15-1IrreducibleModules, for groups with pcgs  45.16IrreducibleRepresentations  71.14-4IrreducibleRepresentationsDixon  71.14-5IrreducibleSolvableGroup  50.11-6IrreducibleSolvableGroupMS  50.11-1Is16BitsFamily  37.6-7Is32BitsFamily  37.6-7IsAbelian  35.4-9IsAbelian, for a character table  71.8-5IsAbelianNumberField  60.2-3IsAbelianNumberFieldPolynomialRing  66.15-6IsAbelianTom  70.8-1IsAdditiveElement  31.14-3IsAdditiveElementWithInverse  31.14-7IsAdditiveElementWithZero  31.14-5IsAdditiveGroup  55.1-6IsAdditiveGroupGeneralMapping  32.10-4IsAdditiveGroupHomomorphism  32.10-4IsAdditivelyCommutative  55.3-1IsAdditivelyCommutativeElement  31.15-2IsAdditivelyCommutativeElementCollColl  31.15-2IsAdditivelyCommutativeElementCollection  31.15-2IsAdditivelyCommutativeElementFamily  31.15-2IsAdditiveMagma  55.1-4IsAdditiveMagmaWithInverses  55.1-6IsAdditiveMagmaWithZero  55.1-5IsAlgebra  62.8-3IsAlgebraGeneralMapping  32.12-3IsAlgebraHomomorphism  32.12-3IsAlgebraicElement  67.2-1IsAlgebraicExtension  67.1-2IsAlgebraModuleElement  62.11-8IsAlgebraModuleElementCollection  62.11-8IsAlgebraModuleElementFamily  62.11-8IsAlgebraWithOne  62.8-4IsAlgebraWithOneGeneralMapping  32.12-4IsAlgebraWithOneHomomorphism  32.12-4IsAlmostSimple, for a character table  71.8-5IsAlmostSimpleGroup  39.15-11IsAlphaChar  27.5-4IsAlternatingGroup  43.4-3IsAnticommutative  56.4-6IsAntisymmetricBinaryRelation  33.2-4IsAssociated  56.5-3IsAssociative  35.4-7IsAssociativeElement  31.15-1IsAssociativeElementCollColl  31.15-1IsAssociativeElementCollection  31.15-1IsAssocWord  37.1-1IsAssocWordWithInverse  37.1-1IsAssocWordWithOne  37.1-1IsAttributeStoringRep  80.5IsAttributeStoringRep  80.6IsAutomorphismGroup  40.7-4IsBasicWreathLessThanOrEqual  37.3-4IsBasicWreathProductOrdering  34.4-12IsBasis  61.5-1IsBasisByNiceBasis  61.11-5IsBasisOfAlgebraModuleElementSpace  62.11-14IsBergerCondition, for a character  75.2-3IsBergerCondition, for a group  75.2-3IsBijective  32.3-6IsBinaryRelation  33.1-1IsBinaryRelation, same as IsEndoGeneralMapping  33.IsBLetterAssocWordRep  37.6-3IsBLetterWordsFamily  37.6-4IsBlist  22.1-1IsBlistRep  22.5-1IsBool  20.1-1IsBound, for a global variable  4.8-1IsBound, for a list index  21.5-1IsBound, for a record component  29.6-1IsBound, for multiple indices  21.5-1IsBound\.  29.7-3IsBound\[\]  21.2-1IsBoundElmWPObj  86.2-1IsBoundGlobal  4.9-5IsBrauerTable  71.4-1IsBravaisGroup  44.6-10IsBuiltFromAdditiveMagmaWithInverses  38.3-1IsBuiltFromGroup  38.3-1IsBuiltFromMagma  38.3-1IsBuiltFromMagmaWithInverses  38.3-1IsBuiltFromMagmaWithOne  38.3-1IsBuiltFromSemigroup  38.3-1IsCanonicalBasis  61.7-1IsCanonicalBasisFullMatrixModule  61.9-10IsCanonicalBasisFullRowModule  61.9-9IsCanonicalNiceMonomorphism  40.5-4IsCanonicalPcgs  45.8-1IsCentral  35.4-8IsCentralFactor  39.24-7IsChar  27.1-1IsCharacter  72.8-1IsCharacteristicSubgroup  39.3-7IsCharacterTable  71.4-1IsCharacterTableInProgress  71.4-1IsCharCollection  27.1-1IsCheapConwayPolynomial  59.5-2IsClassFunction  72.1-1IsClassFusionOfNormalSubgroup  71.12-4IsClosedStream  10.1-2IsCochain  64.12-1IsCochainCollection  64.12-1IsCollection  30.1-1IsCollectionFamily  30.2-2IsCommutative  35.4-9IsCommutativeElement  31.15-3IsCommutativeElementCollColl  31.15-3IsCommutativeElementCollection  31.15-3IsComponentObjectRep  80.6IsCompositionMappingRep  32.2-6IsConfluent, for a rewriting system  38.1-5IsConfluent, for an algebra with canonical rewriting system  38.1-5IsConfluent, for pc groups  46.4-7IsConjugacyClassSubgroupsByStabilizerRep  39.19-2IsConjugacyClassSubgroupsRep  39.19-2IsConjugate, for a group and two elements  39.10-9IsConjugate, for a group and two groups  39.10-9IsConjugatorAutomorphism  40.6-4IsConjugatorIsomorphism  40.6-4IsConstantRationalFunction  66.4-11IsConstantTimeAccessGeneralMapping  32.13-2IsConstantTimeAccessList  21.1-6IsContainedInSpan  61.8-5IsCopyable  12.6-1IsCyc  18.1-3IsCyclic  39.15-1IsCyclic, for a character table  71.8-5IsCyclicTom  70.8-1IsCyclotomic  18.1-3IsCyclotomicField  60.2-4IsCyclotomicMatrixGroup  44.6-1IsDenseList  21.1-2IsDiagonalMat  24.4-8IsDictionary  28.3-2IsDigitChar  27.5-1IsDirectory  9.3-1IsDirectoryPath  9.6-5IsDirectProductElement  32.1-1IsDisjoint  19.2-4IsDistributive  56.4-5IsDivisionRing  58.1-1IsDomain  31.9-1IsDoneIterator  30.8-4IsDoubleCoset, operation  39.9-4IsDuplicateFree  21.17-2IsDuplicateFreeList  21.17-2IsDxLargeGroup  71.17-8IsElementaryAbelian  39.15-2IsElementaryAbelian, for a character table  71.8-5IsElementOfFpMonoid  52.1-6IsElementOfFpSemigroup  52.1-5IsElementOfFreeMagmaRing  65.2-2IsElementOfFreeMagmaRingCollection  65.2-2IsElementOfFreeMagmaRingFamily  65.2-3IsElementOfMagmaRingModuloRelations  65.4-1IsElementOfMagmaRingModuloRelationsCollection  65.4-1IsElementOfMagmaRingModuloRelationsFamily  65.4-2IsElementOfMagmaRingModuloSpanOfZeroFamily  65.5-1IsEmpty  30.4-1IsEmptyString  27.4-4IsEndOfStream  10.3-6IsEndoGeneralMapping  32.13-3IsEndoGeneralMapping, same as IsBinaryRelation  33.IsEqualSet  21.19-2IsEquivalenceClass  33.7-1IsEquivalenceRelation  33.2-8IsEuclideanRing  56.6-1IsEvenInt  14.2-4IsExecutableFile  9.6-4IsExistingFile  9.6-1IsExtAElement  31.14-1IsExternalOrbit  41.12-8IsExternalSet  41.12-1IsExternalSubset  41.12-6IsExtLElement  31.14-8IsExtRElement  31.14-9IsFamilyPcgs  46.1-2IsFFE  59.1-1IsFFECollColl  59.1-1IsFFECollCollColl  59.1-1IsFFECollection  59.1-1IsFFEMatrixGroup  44.2-5IsField  58.1-2IsFieldControlledByGaloisGroup  58.3IsFieldHomomorphism  32.12-5IsFinite  30.4-2IsFinite, float  19.2-5IsFinite, for a character table  71.8-5IsFiniteDimensional  57.3-4IsFiniteDimensional, for matrix algebras  62.8-7IsFiniteFieldPolynomialRing  66.15-5IsFinitelyGeneratedGroup  39.15-17IsFiniteOrderElement  31.15-4IsFiniteOrderElementCollColl  31.15-4IsFiniteOrderElementCollection  31.15-4IsFiniteOrdersPcgs  45.4-2IsFixedStabilizer  43.11-9IsFLMLOR  62.8-1IsFLMLORWithOne  62.8-2IsFpGroup  47.1-2IsFpMonoid  52.1-4IsFpSemigroup  52.1-3IsFreeGroup  37.2-2IsFreeLeftModule  57.3-1IsFreeMagmaRing  65.1-3IsFreeMagmaRingWithOne  65.1-4IsFromFpGroupGeneralMappingByImages  40.10-10IsFromFpGroupHomomorphismByImages  40.10-10IsFromFpGroupStdGensGeneralMappingByImages  40.10-11IsFromFpGroupStdGensHomomorphismByImages  40.10-11IsFullHomModule  61.10-7IsFullMatrixModule  57.3-10IsFullRowModule  57.3-8IsFullSubgroupGLorSLRespectingBilinearForm  44.5-2IsFullSubgroupGLorSLRespectingQuadraticForm  44.5-6IsFullSubgroupGLorSLRespectingSesquilinearForm  44.5-4IsFullTransformationMonoid  53.7-4IsFullTransformationSemigroup  53.7-4IsFunction  5.5-1IsFunctionField  66.15-9IsGAPRandomSource  14.7-4IsGaussianIntegers  60.5-2IsGaussianRationals  60.1-3IsGaussianSpace  61.9-3IsGaussInt  18.1-14IsGaussRat  18.1-15IsGeneralizedDomain  31.9-1IsGeneralizedRowVector  21.12-1IsGeneralLinearGroup  44.4-1IsGeneralMapping  32.13-1IsGeneralMappingFamily  32.14-2IsGeneratorsOfSemigroup  51.1-9IsGeneratorsOfStruct  31.3IsGL  44.4-1IsGlobalRandomSource  14.7-4IsGreensClass  51.8-3IsGreensDClass  51.8-3IsGreensDRelation  51.8-2IsGreensHClass  51.8-3IsGreensHRelation  51.8-2IsGreensJClass  51.8-3IsGreensJRelation  51.8-2IsGreensLClass  51.8-3IsGreensLessThanOrEqual  51.8-4IsGreensLRelation  51.8-2IsGreensRClass  51.8-3IsGreensRelation  51.8-2IsGreensRRelation  51.8-2IsGroup  39.2-7IsGroupGeneralMapping  32.9-4IsGroupGeneralMappingByAsGroupGeneralMappingByImages  40.10-3IsGroupGeneralMappingByImages  40.10-1IsGroupGeneralMappingByPcgs  40.10-7IsGroupHClass  51.8-11IsGroupHomomorphism  32.9-4IsGroupOfAutomorphisms  40.7-2IsGroupRing  65.1-5IsHandledByNiceBasis  61.11-6IsHandledByNiceMonomorphism  40.5-1IsHasseDiagram  33.2-7IsHomogeneousList  21.1-3IsIdempotent  31.10-7IsIdenticalObj  12.5-1IsIncomparableUnder  34.3-3IsInducedFromNormalSubgroup  75.3-4IsInducedPcgs  45.7-1IsInducedPcgsWrtSpecialPcgs  45.13-7IsInfBitsFamily  37.6-7IsInfiniteAbelianizationGroup  47.16-1IsInfiniteAbelianizationGroup, for groups  47.16-1IsInfinity  18.2-1IsInjective  32.3-4IsInjectiveListTrans  53.4-2IsInnerAutomorphism  40.6-4IsInputOutputStream  10.8-1IsInputStream  10.1-3IsInputTextNone  10.1-5IsInputTextStream  10.1-4IsInt  14.2-1IsIntegerMatrixGroup  44.6-3IsIntegers  14.1-2IsIntegralBasis  61.7-2IsIntegralCyclotomic  18.1-4IsIntegralRing  56.4-1IsInternallyConsistent  12.8-4IsInternallyConsistent, for character tables  71.12-2IsInternallyConsistent, for tables of marks  70.9-1IsInverseMonoid  51.4-8IsInverseSemigroup  51.4-8IsInverseSubsemigroup  51.3-5IsIrreducibleCharacter  72.8-3IsIrreducibleRingElement  56.5-7IsIterator  30.8-3IsJacobianElement  31.15-5IsJacobianElementCollColl  31.15-5IsJacobianElementCollection  31.15-5IsJacobianRing  56.4-8IsLaurentPolynomial  66.4-10IsLaurentPolynomialDefaultRep  66.21-7IsLDistributive  56.4-3IsLeftAlgebraModuleElement  62.11-9IsLeftAlgebraModuleElementCollection  62.11-9IsLeftIdeal  56.2-3IsLeftIdealInParent  56.2-3IsLeftModule  57.1-2IsLeftModuleGeneralMapping  32.11-2IsLeftModuleHomomorphism  32.11-2IsLeftOperatorAdditiveGroup  57.1-1IsLeftSemigroupIdeal  51.5-3IsLeftVectorSpace  61.1-1IsLessThanOrEqualUnder  34.3-8IsLessThanUnder  34.3-7IsLetterAssocWordRep  37.6-1IsLetterWordsFamily  37.6-2IsLexicographicallyLess  21.20-9IsLexOrderedFFE  59.1-3IsLieAbelian  64.5-1IsLieAlgebra  62.8-5IsLieMatrix  24.2-3IsLieNilpotent  64.5-2IsLieObject  64.1-2IsLieObjectCollection  64.1-2IsLieSolvable  64.5-3IsLinearMapping  32.11-3IsLinearMappingsModule  61.10-9IsLineByLineProfileActive  7.7-19IsList  21.1-1IsListDefault  21.12-3IsListOrCollection  30.3-1IsLogOrderedFFE  59.1-3IsLookupDictionary  28.3-3IsLowerAlphaChar  27.5-2IsLowerTriangularMat  24.4-10IsMagma  35.1-1IsMagmaHomomorphism  32.8-1IsMagmaRingModuloRelations  65.4-4IsMagmaRingModuloSpanOfZero  65.5-2IsMagmaRingObjDefaultRep  65.2-1IsMagmaWithInverses  35.1-4IsMagmaWithInversesIfNonzero  35.1-3IsMagmaWithOne  35.1-2IsMagmaWithZeroAdjoined  35.2-12IsMapping  32.3-3IsMatchingSublist  21.17-1IsMatrix  24.2-1IsMatrixGroup  44.1-1IsMatrixModule  57.3-7IsMatrixSpace  61.9-2IsMersenneTwister  14.7-4IsMinimalNonmonomial  75.5-1IsModuloPcgs  45.9-2IsMonoid  51.2-1IsMonomial, for a character table  71.8-5IsMonomial, for positive integers  75.4-3IsMonomialGroup  39.15-9IsMonomialMatrix  24.4-7IsMonomialNumber  75.4-3IsMonomialOrdering  66.17-1IsMultiplicativeElement  31.14-10IsMultiplicativeElementWithInverse  31.14-13IsMultiplicativeElementWithOne  31.14-11IsMultiplicativeElementWithZero  31.14-12IsMultiplicativeGeneralizedRowVector  21.12-2IsMultiplicativeZero  35.4-11IsMutable  12.6-2IsMutableBasis  61.8-1IsNaN  19.2-5IsNaturalAlternatingGroup  43.4-1IsNaturalGL  44.4-2IsNaturalGLnZ  44.6-4IsNaturalSL  44.4-4IsNaturalSLnZ  44.6-5IsNaturalSymmetricGroup  43.4-1IsNearAdditiveElement  31.14-2IsNearAdditiveElementWithInverse  31.14-6IsNearAdditiveElementWithZero  31.14-4IsNearAdditiveGroup  55.1-3IsNearAdditiveMagma  55.1-1IsNearAdditiveMagmaWithInverses  55.1-3IsNearAdditiveMagmaWithZero  55.1-2IsNearlyCharacterTable  71.4-1IsNearRingElement  31.14-15IsNearRingElementWithInverse  31.14-19IsNearRingElementWithOne  31.14-17IsNegInfinity  18.2-1IsNegRat  17.2-3IsNilpotent, for a character table  71.8-5IsNilpotent, for groups with pcgs  45.16IsNilpotentElement  64.9-5IsNilpotentGroup  39.15-3IsNilpotentTom  70.8-1IsNInfinity  19.2-5IsNonassocWord  36.1-3IsNonassocWordCollection  36.1-4IsNonassocWordWithOne  36.1-3IsNonassocWordWithOneCollection  36.1-4IsNonnegativeIntegers  14.1-2IsNonSPGeneralMapping  32.14-1IsNonTrivial  30.4-4IsNormal  39.3-6IsNormalBasis  61.7-3IsNotIdenticalObj  12.5-2IsNumberField  60.2-2IsObject  12.1-1IsOddInt  14.2-5IsomorphicSubgroups  40.9-5IsomorphismFpAlgebra  62.10-10IsomorphismFpGroup  47.11-1IsomorphismFpGroup, for subgroups of fp groups  47.12IsomorphismFpGroupByGenerators  47.11-2IsomorphismFpGroupByGeneratorsNC  47.11-2IsomorphismFpGroupByPcgs  46.3-2IsomorphismFpSemigroup  52.2-3IsomorphismGroups  40.9-1IsomorphismMatrixAlgebra  62.10-11IsomorphismPartialPermMonoid  54.7-6IsomorphismPartialPermSemigroup  54.7-6IsomorphismPcGroup  46.5-2IsomorphismPermGroup  43.3-1IsomorphismPermGroup, for Imf matrix groups  50.12-5IsomorphismPermGroupImfGroup  50.12-6IsomorphismReesMatrixSemigroup  51.9-3IsomorphismReesZeroMatrixSemigroup  51.9-3IsomorphismRefinedPcGroup  46.4-8IsomorphismRepStruct  31.5IsomorphismSCAlgebra, for an algebra  62.10-12IsomorphismSCAlgebra, w.r.t. a given basis  62.10-12IsomorphismSimplifiedFpGroup  47.12-1IsomorphismSpecialPcGroup  46.5-3IsomorphismTransformationMonoid  53.7-5IsomorphismTransformationSemigroup  53.7-5IsomorphismTypeInfoFiniteSimpleGroup, for a character table  71.8-5IsomorphismTypeInfoFiniteSimpleGroup, for a group  39.15-12IsomorphismTypeInfoFiniteSimpleGroup, for a group order  39.15-12IsOne  31.10-5IsOperation  5.5-2IsOrdering  34.1-1IsOrderingOnFamilyOfAssocWords  34.4-1IsOrdinaryMatrix  24.2-2IsOrdinaryTable  71.4-1IsOutputStream  10.1-6IsOutputTextNone  10.1-8IsOutputTextStream  10.1-7IsPackageMarkedForLoading  76.3-8IsPadicExtensionNumber  68.2-3IsPadicExtensionNumberFamily  68.2-4IsParentPcgsFamilyPcgs  46.1-4IsPartialOrderBinaryRelation  33.2-6IsPartialPerm  54.1-1IsPartialPermCollection  54.1-2IsPartialPermMonoid  54.7-1IsPartialPermSemigroup  54.7-1IsPcGroup  46.3-1IsPcGroupGeneralMappingByImages  40.10-8IsPcGroupHomomorphismByImages  40.10-8IsPcgs  45.2-2IsPcgsCentralSeries  45.11-5IsPcgsChiefSeries  45.11-13IsPcgsElementaryAbelianSeries  45.11-1IsPcgsPCentralSeriesPGroup  45.11-9IsPerfect, for a character table  71.8-5IsPerfectGroup  39.15-5IsPerfectTom  70.8-1IsPerm  42.1-1IsPermCollColl  42.1-2IsPermCollection  42.1-2IsPermGroup  43.1-1IsPermGroupGeneralMapping  40.10-5IsPermGroupGeneralMappingByImages  40.10-5IsPermGroupHomomorphism  40.10-5IsPermGroupHomomorphismByImages  40.10-5IsPGroup  39.15-19IsPInfinity  19.2-5IsPNilpotent  39.15-24IsPolycyclicGroup  39.15-7IsPolynomial  66.4-4IsPolynomialDefaultRep  66.21-5IsPolynomialFunction  66.4-1IsPolynomialFunctionsFamily  66.19-2IsPolynomialRing  66.15-4IsPosInt  14.2-2IsPositiveIntegers  14.1-2IsPosRat  17.2-2IsPreimagesByAsGroupGeneralMappingByImages  40.10-4IsPreOrderBinaryRelation  33.2-5IsPrime  56.5-8IsPrimeField  58.2-5IsPrimeInt  14.4-2IsPrimeOrdersPcgs  45.4-3IsPrimePowerInt  14.4-4IsPrimitive, for a group, an action domain, etc.  41.10-7IsPrimitive, for an external set  41.10-7IsPrimitiveCharacter  75.3-2IsPrimitivePolynomial  66.4-12IsPrimitiveRootMod  15.3-4IsProbablyPrimeInt  14.4-2IsPseudoCanonicalBasisFullHomModule  61.10-8IsPSolubleCharacterTable  71.12-3IsPSolubleCharacterTableOp  71.12-3IsPSolvable  39.15-23IsPSolvableCharacterTable  71.12-3IsPSolvableCharacterTableOp  71.12-3IsPurePadicNumber  68.1-5IsPurePadicNumberFamily  68.1-6IsQuasiPrimitive  75.3-3IsQuaternion  62.8-8IsQuaternionCollColl  62.8-8IsQuaternionCollection  62.8-8IsQuickPositionList  21.23-1IsQuotientSemigroup  51.7-1IsRandomSource  14.7-1IsRange  21.22-1IsRat  17.2-1IsRationalFunction  66.4-1IsRationalFunctionDefaultRep  66.21-1IsRationalFunctionsFamily  66.19-2IsRationalMatrixGroup  44.6-2IsRationals  17.1-1IsRationalsPolynomialRing  66.15-7IsRDistributive  56.4-4IsReadableFile  9.6-2IsReadOnlyGlobal  4.9-1IsRecord  29.1-1IsRecordCollColl  29.1-1IsRecordCollection  29.1-1IsRectangularTable  21.1-5IsReduced  38.1-7IsReductionOrdering  34.4-3IsReesCongruence  51.6-2IsReesCongruenceSemigroup  51.4-7IsReesMatrixSemigroup  51.9-7IsReesMatrixSemigroupElement  51.9-4IsReesMatrixSubsemigroup  51.9-6IsReesZeroMatrixSemigroup  51.9-7IsReesZeroMatrixSemigroupElement  51.9-4IsReesZeroMatrixSubsemigroup  51.9-6IsReflexiveBinaryRelation  33.2-1IsRegular, for a group, an action domain, etc.  41.10-5IsRegular, for an external set  41.10-5IsRegularDClass  51.8-12IsRegularSemigroup  51.4-1IsRegularSemigroupElement  51.4-2IsRelativelySM, for a character  75.4-6IsRelativelySM, for a group  75.4-6IsRestrictedJacobianElement  31.15-5IsRestrictedJacobianElementCollColl  31.15-5IsRestrictedJacobianElementCollection  31.15-5IsRestrictedLieAlgebra  64.8-1IsRestrictedLieObject  64.1-2IsRestrictedLieObjectCollection  64.1-2IsRewritingSystem  38.1-1IsRightAlgebraModuleElement  62.11-10IsRightAlgebraModuleElementCollection  62.11-10IsRightCoset  39.7-4IsRightIdeal  56.2-3IsRightIdealInParent  56.2-3IsRightModule  57.1-7IsRightOperatorAdditiveGroup  57.1-6IsRightSemigroupIdeal  51.5-3IsRing  56.1-1IsRingElement  31.14-16IsRingElementWithInverse  31.14-20IsRingElementWithOne  31.14-18IsRingGeneralMapping  32.12-1IsRingHomomorphism  32.12-1IsRingWithOne  56.3-1IsRingWithOneGeneralMapping  32.12-2IsRingWithOneHomomorphism  32.12-2IsRootSystem  64.6-3IsRootSystemFromLieAlgebra  64.6-4IsRowModule  57.3-6IsRowSpace  61.9-1IsRowVector  23.1-1IsScalar  31.14-20IsSemiEchelonized  61.9-7IsSemigroup  51.1-1IsSemigroupCongruence  51.6-1IsSemigroupIdeal  51.5-3IsSemilatticeAsSemigroup  77.6-1IsSemiRegular, for a group, an action domain, etc.  41.10-4IsSemiRegular, for an external set  41.10-4IsSet  21.17-4IsShortLexLessThanOrEqual  37.3-3IsShortLexOrdering  34.4-7IsSimple, for a character table  71.8-5IsSimpleAlgebra  62.8-6IsSimpleGroup  39.15-10IsSimpleSemigroup  51.4-4IsSingleValued  32.3-2IsSL  44.4-3IsSolvable, for a character table  71.8-5IsSolvableGroup  39.15-6IsSolvableTom  70.8-1IsSortedList  21.17-3IsSpecialLinearGroup  44.4-3IsSpecialPcgs  45.13-1IsSPGeneralMapping  32.14-1IsSporadicSimple, for a character table  71.8-5IsSSortedList  21.17-4IsStandardIterator  30.8-1IsStraightLineProgElm  37.9-1IsStraightLineProgram  37.8-1IsStream  10.1-1IsString  27.1-2IsStringRep  27.4-1IsStruct  31.6IsSubgroup  39.3-5IsSubgroupFpGroup  47.1-1IsSubgroupOfWholeGroupByQuotientRep  47.13-2IsSubgroupSL  44.4-5IsSubmonoidFpMonoid  52.1-2IsSubnormal  39.3-10IsSubnormallyMonomial, for a character  75.4-5IsSubnormallyMonomial, for a group  75.4-5IsSubsemigroup  51.1-4IsSubsemigroupFpSemigroup  52.1-1IsSubset  30.5-1IsSubsetBlist  22.2-4IsSubsetLocallyFiniteGroup  39.15-18IsSubsetSet  21.19-3IsSubspacesVectorSpace  61.4-2IsSubstruct  31.8IsSupersolvable, for a character table  71.8-5IsSupersolvable, for groups with pcgs  45.16IsSupersolvableGroup  39.15-8IsSurjective  32.3-5IsSyllableAssocWordRep  37.6-5IsSyllableWordsFamily  37.6-6IsSymmetricBinaryRelation  33.2-2IsSymmetricGroup  43.4-2IsSymmetricInverseMonoid  54.7-4IsSymmetricInverseSemigroup  54.7-4IsTable  21.1-4IsTableOfMarks  70.6-2IsTableOfMarksWithGens  70.10-3IsToPcGroupGeneralMappingByImages  40.10-9IsToPcGroupHomomorphismByImages  40.10-9IsToPermGroupGeneralMappingByImages  40.10-6IsToPermGroupHomomorphismByImages  40.10-6IsTotal  32.3-1IsTotalOrdering  34.3-2IsTransformation  53.1-1IsTransformationCollection  53.1-2IsTransformationMonoid  53.7-1IsTransformationSemigroup  53.7-1IsTransitive, for a character  72.8-15IsTransitive, for a group, an action domain, etc.  41.10-1IsTransitive, for a permutation group  41.10-1IsTransitive, for an external set  41.10-1IsTransitiveBinaryRelation  33.2-3IsTranslationInvariantOrdering  34.4-2IsTrivial  30.4-3IsTwoSidedIdeal  56.2-3IsTwoSidedIdealInParent  56.2-3IsUEALatticeElement  64.14-1IsUEALatticeElementCollection  64.14-1IsUEALatticeElementFamily  64.14-1IsUniqueFactorizationRing  56.4-2IsUnit  56.5-1IsUnivariatePolynomial  66.4-8IsUnivariatePolynomialRing  66.16-2IsUnivariateRationalFunction  66.4-6IsUnknown  74.1-3IsUpperAlphaChar  27.5-3IsUpperTriangularMat  24.4-9IsValidIdentifier  4.6-1IsVector  31.14-14IsVectorSpace  61.1-1IsVirtualCharacter  72.8-2IsWeightLexOrdering  34.4-9IsWeightRepElement  64.14-4IsWeightRepElementCollection  64.14-4IsWeightRepElementFamily  64.14-4IsWellFoundedOrdering  34.3-1IsWeylGroup  64.7-1IsWholeFamily  30.4-5IsWLetterAssocWordRep  37.6-3IsWLetterWordsFamily  37.6-4IsWord  36.1-1IsWordCollection  36.1-2IsWordWithInverse  36.1-1IsWordWithOne  36.1-1IsWreathProductOrdering  34.4-14IsWritableFile  9.6-3IsXInfinity  19.2-5IsZero  31.10-6IsZeroGroup  51.4-6IsZeroSimpleSemigroup  51.4-5IsZeroSquaredElement  31.15-6IsZeroSquaredElementCollColl  31.15-6IsZeroSquaredElementCollection  31.15-6IsZeroSquaredRing  56.4-7IsZmodnZObj  14.5-4IsZmodnZObjNonprime  14.5-4IsZmodpZObj  14.5-4IsZmodpZObjLarge  14.5-4IsZmodpZObjSmall  14.5-4Iterated  21.20-27Iterator  30.8-1IteratorByBasis  61.6-6IteratorByFunctions  30.8-8IteratorList  30.8-6IteratorOfCartesianProduct, for a list of lists  21.20-17IteratorOfCartesianProduct, for several lists  21.20-17IteratorOfCombinations  16.2-2IteratorOfPartitions  16.2-19IteratorOfTuples  16.2-10IteratorSorted  30.8-2IteratorStabChain  43.10-10Jacobi  15.4-1JenningsLieAlgebra  64.8-4JenningsSeries  39.17-14JoinEquivalenceRelations  33.6-3JoinOfIdempotentPartialPermsNC  54.2-4JoinOfPartialPerms  54.2-4JoinStringsWithSeparator  27.7-17JordanDecomposition  24.13-2KappaPerp  64.9-4KB_REW  52.6-2KernelOfAdditiveGeneralMapping  32.10-5KernelOfCharacter  72.8-9KernelOfMultiplicativeGeneralMapping  32.9-5KernelOfTransformation  53.5-12KeyDependentOperation  85.1-1KillingMatrix  64.9-3KnownAttributesOfObject  13.5-1KnownPropertiesOfObject  13.7-1KnownTruePropertiesOfObject  13.7-2KnowsDictionary  28.3-5KnowsHowToDecompose  39.25-7KnuthBendixRewritingSystem, for a monoid and a reduction ordering  52.6-3KnuthBendixRewritingSystem, for a semigroup and a reduction ordering  52.6-3KroneckerProduct  24.5-8KuKGenerators  49.4-4Lambda  15.2-3LargerQuotientBySubgroupAbelianization  47.14-7LargestElementGroup  39.22-2LargestElementStabChain  43.10-14LargestImageOfMovedPoint, for a partial permutation  54.3-15LargestImageOfMovedPoint, for a partial permutation coll  54.3-15LargestImageOfMovedPoint, for a transformation  53.5-10LargestImageOfMovedPoint, for a transformation coll  53.5-10LargestMovedPoint, for a list or collection of permutations  42.3-2LargestMovedPoint, for a partial perm  54.3-13LargestMovedPoint, for a partial perm coll  54.3-13LargestMovedPoint, for a permutation  42.3-2LargestMovedPoint, for a transformation  53.5-8LargestMovedPoint, for a transformation coll  53.5-8LargestUnknown  74.1-2last  6.1last2  6.1last3  6.1LastSystemError  9.1-1LaTeXStringDecompositionMatrix  71.11-5LatticeByCyclicExtension  39.21-1LatticeGeneratorsInUEA  64.14-2LatticeSubgroups  39.20-1LatticeSubgroupsByTom  70.3-3LaurentPolynomialByCoefficients  66.13-1LaurentPolynomialByExtRep  66.22-3LaurentPolynomialByExtRepNC  66.22-3LClassOfHClass  51.8-5Lcm, for (a ring and) a list of elements  56.7-6Lcm, for (a ring and) several elements  56.7-6LcmInt  14.3-6LcmOp  56.7-7LeadCoeffsIGS  45.7-7LeadingCoefficient  66.6-3LeadingCoefficientOfPolynomial  66.17-4LeadingExponentOfPcElement  45.5-5LeadingMonomial  66.6-4LeadingMonomialOfPolynomial  66.17-2LeadingTermOfPolynomial  66.17-3LeftActingAlgebra  62.11-11LeftActingDomain  57.1-11LeftActingRingOfIdeal  56.2-10LeftAlgebraModule  62.11-4LeftAlgebraModuleByGenerators  62.11-1LeftDerivations  64.2-6LeftIdeal  56.2-1LeftIdealByGenerators  56.2-5LeftIdealNC  56.2-2LeftModuleByGenerators  57.1-10LeftModuleByHomomorphismToMatAlg  62.11-17LeftModuleGeneralMappingByImages  61.10-1LeftModuleHomomorphismByImages  61.10-2LeftModuleHomomorphismByImagesNC  61.10-2LeftModuleHomomorphismByMatrix  61.10-3LeftOne, for a partial perm  54.3-21LeftOne, for a transformation  53.5-22LeftQuotient  31.12-2LeftQuotient, for words  37.4LeftShiftRowVector  23.5-1Legendre  15.4-2Length  21.17-5Length, for a associative word  37.4-1LengthsTom  70.7-3LengthWPObj  86.2-1LenstraBase  60.3-2LessThanFunction  34.3-5LessThanOrEqualFunction  34.3-6LetterRepAssocWord  37.6-8LevelsOfGenerators  34.4-15LeviMalcevDecomposition, for Lie algebras  62.9-19LexicographicOrdering  34.4-5LGFirst  45.13-5LGLayers  45.13-4LGLength  45.13-6LGWeights  45.13-3LieAlgebra, for an associative algebra  64.2-3LieAlgebra, for field and generators  64.2-3LieAlgebraByStructureConstants  64.2-1LieBracket  31.12-4LieCenter  64.3-1LieCentralizer  64.3-2LieCentre  64.3-1LieCoboundaryOperator  64.12-5LieDerivedSeries  64.4-1LieDerivedSubalgebra  64.3-4LieFamily  64.1-3LieLowerCentralSeries  64.4-2LieNilRadical  64.3-5LieNormalizer  64.3-3LieObject  64.1-1LieSolvableRadical  64.3-6LieUpperCentralSeries  64.4-3LiftedInducedPcgs  45.10-4LiftedPcElement  45.10-3LinearAction  45.14-2LinearActionLayer  45.14-3LinearCharacters, for a character table  71.8-3LinearCharacters, for a group  71.8-3LinearCombination  61.6-4LinearCombinationPcgs  45.5-7LinearIndependentColumns  25.4-2LinearOperation  45.14-2LinearOperationLayer  45.14-3LinesOfStraightLineProgram  37.8-3List, for a collection  30.3-5List, for a list (and a function)  21.20-19ListBlist  22.2-2ListN  21.20-28ListOfDigits  14.2-11ListPerm  42.5-1ListStabChain  43.10-8ListTransformation  53.5-2ListWithIdenticalEntries  21.15-1ListX  21.21-1LLL  72.10-4LLLReducedBasis  25.5-1LLLReducedGramMat  25.5-2LoadDynamicModule  76.3-11LoadPackage  76.2-1local  4.23Log  19.2-1Log10  19.2-1Log1p  19.2-1Log2  19.2-1LogFFE  59.2-2LogInt  14.2-8LogMod  15.3-2LogModShanks  15.3-2LogPackageLoadingMessage  76.2-4LogTo, for a filename  9.7-4LogTo, for streams  10.4-5LogTo, stop logging  9.7-4LongestWeylWordPerm  64.7-5LookupDictionary  28.3-6LowercaseString  27.7-11LowerCentralSeriesOfGroup  39.17-11LowIndexSubgroupsFpGroup  47.10-1LowIndexSubgroupsFpGroupIterator  47.10-1LQUO, for a permutation and transformation  53.4LQUO, for a permutation or partial permutation
        and partial permutation  54.5Lucas  16.3-2Magma  35.2-1MagmaByGenerators  35.2-4MagmaByMultiplicationTable  35.3-1MagmaElement  35.3-4MagmaHomomorphismByFunctionNC  32.8-2MagmaRingModuloSpanOfZero  65.5-3MagmaWithInverses  35.2-3MagmaWithInversesByGenerators  35.2-6MagmaWithInversesByMultiplicationTable  35.3-3MagmaWithOne  35.2-2MagmaWithOneByGenerators  35.2-5MagmaWithOneByMultiplicationTable  35.3-2MagmaWithZeroAdjoined  35.2-13MakeConfluent  38.1-11MakeFloat  19.2-7MakeImmutable  12.6-4MakeReadOnlyGlobal  4.9-2MakeReadWriteGlobal  4.9-3MappedWord  36.3-1MappingByFunction, by function (and inverse function) between two domains  32.2-2MappingByFunction, by function and function that computes one preimage  32.2-2MappingGeneratorsImages  40.10-2MappingPermListList  42.5-3MarksTom  70.7-1MatAlgebra  62.5-4MatClassMultCoeffsCharTable  71.12-9MathieuGroup  50.1-11MatLieAlgebra  64.2-5Matrix  51.9-8MatrixAlgebra  62.5-4MatrixAutomorphisms  71.22-1MatrixByBlockMatrix  24.17-3MatrixLieAlgebra  64.2-5MatrixOfAction  62.11-15MatScalarProducts  72.8-6MatTom  70.7-10MaximalAbelianQuotient  39.18-4MaximalBlocks, for a group, an action domain, etc.  41.11-2MaximalBlocks, for an external set  41.11-2MaximalNormalSubgroups  39.19-9MaximalSubgroupClassReps  39.19-6MaximalSubgroups  39.19-7MaximalSubgroups, for groups with pcgs  45.16MaximalSubgroupsLattice  39.20-4MaximalSubgroupsTom  70.9-12Maximum, for a list  21.20-13Maximum, for various objects  21.20-13MaximumList  21.20-15MeetEquivalenceRelations  33.6-3MeetMaps  73.5-8MeetOfPartialPerms  54.2-5MemoryUsage  12.8-5Mid  19.2-4MinimalElementCosetStabChain  43.10-13MinimalGeneratingSet  39.22-3MinimalGeneratingSet, for groups with pcgs  45.16MinimalNonmonomialGroup  75.5-2MinimalNormalSubgroups  39.19-10MinimalPolynomial  66.8-1MinimalPolynomial, over a field  58.3-2MinimalPolynomial, over a ring  66.8MinimalStabChain  43.8-5MinimalSupergroupsLattice  39.20-5MinimalSupergroupsTom  70.9-13MinimizedBombieriNorm  66.12-2Minimum, for a list  21.20-14Minimum, for various objects  21.20-14MinimumList  21.20-15MinusCharacter  73.6-5mod  4.13mod, arithmetic operators  4.13mod, for character tables  71.7mod, residue class rings  14.5ModuleByRestriction  62.11-21ModuleOfExtension  46.8-7ModuloPcgs  45.9-1MoebiusMu  15.5-3MoebiusTom  70.7-11MolienSeries  72.12-1MolienSeriesInfo  72.12-2MolienSeriesWithGivenDenominator  72.12-4Monoid, for a list  51.2-2Monoid, for various generators  51.2-2MonoidByGenerators  51.2-4MonoidByMultiplicationTable  51.2-10MonoidOfRewritingSystem  52.6-5MonomialComparisonFunction  66.17-5MonomialExtGrlexLess  66.17-14MonomialExtrepComparisonFun  66.17-6MonomialGrevlexOrdering  66.17-9MonomialGrlexOrdering  66.17-8MonomialLexOrdering  66.17-7MonomialTotalDegreeLess  77.4MorClassLoop  40.9-6MostFrequentGeneratorFpGroup  47.6-8MovedPoints, for a list or collection of permutations  42.3-3MovedPoints, for a partial perm  54.3-9MovedPoints, for a partial perm coll  54.3-9MovedPoints, for a permutation  42.3-3MovedPoints, for a transformation  53.5-5MovedPoints, for a transformation coll  53.5-5MTX  69.3-1MTX.BasesCompositionSeries  69.7-9MTX.BasesMaximalSubmodules  69.7-5MTX.BasesMinimalSubmodules  69.7-4MTX.BasesMinimalSupermodules  69.7-8MTX.BasesSubmodules  69.7-3MTX.BasisInOrbit  69.11-4MTX.BasisModuleEndomorphisms  69.9-2MTX.BasisModuleHomomorphisms  69.9-1MTX.BasisRadical  69.7-6MTX.BasisSocle  69.7-7MTX.CollectedFactors  69.7-11MTX.CompositionFactors  69.7-10MTX.DegreeSplittingField  69.5-3MTX.Dimension  69.4-2MTX.Distinguish  69.10-5MTX.Field  69.4-3MTX.Generators  69.4-1MTX.HomogeneousComponents  69.6-3MTX.Homomorphism  69.10-3MTX.Homomorphisms  69.10-4MTX.Indecomposition  69.6-2MTX.InducedAction  69.8-5MTX.InducedActionFactorMatrix  69.8-4MTX.InducedActionFactorModule  69.8-3MTX.InducedActionMatrix  69.8-4MTX.InducedActionMatrixNB  69.8-4MTX.InducedActionSubmodule  69.8-2MTX.InducedActionSubmoduleNB  69.8-2MTX.InvariantBilinearForm  69.11-1MTX.InvariantQuadraticForm  69.11-3MTX.InvariantSesquilinearForm  69.11-2MTX.IsAbsolutelyIrreducible  69.5-2MTX.IsEquivalent  69.10-1MTX.IsIndecomposable  69.6-1MTX.IsIrreducible  69.5-1MTX.IsomorphismIrred  69.10-2MTX.IsomorphismModules  69.9-3MTX.ModuleAutomorphisms  69.9-4MTX.NormedBasisAndBaseChange  69.8-1MTX.OrthogonalSign  69.11-5MTX.ProperSubmoduleBasis  69.7-2MTX.SubGModule  69.7-1MTX.SubmoduleGModule  69.7-1MultiplicationTable, for a list of elements  35.3-5MultiplicationTable, for a magma  35.3-5MultiplicativeNeutralElement  35.4-10MultiplicativeZero  35.4-11MultiplicativeZeroOp  31.10-4MultRowVector  23.4-3MutableBasis  61.8-2MutableBasisOfClosureUnderAction  62.9-11MutableBasisOfIdealInNonassociativeAlgebra  62.9-13MutableBasisOfNonassociativeAlgebra  62.9-12MutableIdentityMat  77.4MutableNullMat  77.4Name  12.8-2NameFunction  5.1-1NameRNam  29.7-1NamesFilter  13.2-2NamesGVars  4.9-8NamesLocalVariablesFunction  5.1-3NamesOfComponents  79.10-1NamesOfFusionSources  73.3-5NamesSystemGVars  4.9-9NamesUserGVars  4.9-10NaturalCharacter, for a group  72.7-2NaturalCharacter, for a homomorphism  72.7-2NaturalHomomorphismByGenerators  32.8-3NaturalHomomorphismByIdeal  56.8-4NaturalHomomorphismByIdeal, for an algebra and an ideal  62.10-7NaturalHomomorphismByNormalSubgroup  39.18-1NaturalHomomorphismByNormalSubgroupNC  39.18-1NaturalHomomorphismBySubAlgebraModule  62.11-22NaturalHomomorphismBySubspace  61.10-4NaturalHomomorphismOfLieAlgebraFromNilpotentGroup  64.8-6NaturalLeqPartialPerm  54.5-4NaturalPartialOrder  54.7-5NearAdditiveGroup  55.2-3NearAdditiveGroupByGenerators  55.2-6NearAdditiveMagma  55.2-1NearAdditiveMagmaByGenerators  55.2-4NearAdditiveMagmaWithZero  55.2-2NearAdditiveMagmaWithZeroByGenerators  55.2-5NearlyCharacterTablesFamily  71.4-3NegativeRoots  64.6-8NegativeRootVectors  64.6-10NestingDepthA  21.12-4NestingDepthM  21.12-5NewAttribute  79.3-1NewAttribute, example  80.5NewCategory  79.1-1NewConstructor  79.6-1NewDictionary  28.2-1NewFamily  79.7-1NewFilter  79.4-1NewFloat  19.2-7NewInfoClass  7.4-1NewmanInfinityCriterion  47.16-2NewOperation  79.5-1NewProperty  79.3-2NewRepresentation  79.2-1NewRepresentation, example  80.6NewType  79.8-1NextIterator  30.8-5NextPrimeInt  14.4-5NF  60.1-2NiceAlgebraMonomorphism  62.10-9NiceBasis  61.11-4NiceBasisFiltersInfo  61.12-2NiceFreeLeftModule  61.11-1NiceFreeLeftModuleInfo  61.11-3NiceMonomorphism  40.5-2NiceMonomorphismAutomGroup  40.8-2NiceObject  40.5-3NiceVector  61.11-2NilpotencyClassOfGroup  39.15-4NilpotentQuotientOfFpLieAlgebra  64.11-2NK  18.4-5NOAUTO  76.2-1NonabelianExteriorSquare  39.24-5NonnegativeIntegers  14.1-1NonnegIntScalarProducts  73.5-15NonNilpotentElement  64.9-6Norm  58.3-4Norm, for a class function  72.8-7Norm, of character  72.8-7NormalBase  58.3-7NormalClosure  39.11-4NormalFormIntMat  25.2-9NormalIntersection  39.11-5NormalizedElementOfMagmaRingModuloRelations  65.4-3NormalizedWhitespace  27.7-15Normalizer, for a group and a group element  39.11-1Normalizer, for two groups  39.11-1NormalizerInGLnZ  44.6-7NormalizerInGLnZBravaisGroup  44.6-14NormalizersTom  70.9-4NormalizerTom  70.9-4NormalizeWhitespace  27.7-14NormalSeriesByPcgs  45.11-18NormalSubgroupClasses  71.23-3NormalSubgroupClassesInfo  71.23-1NormalSubgroups  39.19-8NormedRowVector  23.2-1NormedRowVectors  61.9-11NormedVectors  77.4not  20.4-3NrArrangements  16.2-5NrBasisVectors  61.8-3NrCombinations  16.2-3NrComponentsOfPartialPerm  54.3-19NrComponentsOfTransformation  53.5-18NrConjugacyClasses  39.10-5NrConjugacyClasses, for a character table  71.8-5NrConjugacyClassesGL  50.3-1NrConjugacyClassesGU  50.3-1NrConjugacyClassesPGL  50.3-1NrConjugacyClassesPGU  50.3-1NrConjugacyClassesPSL  50.3-1NrConjugacyClassesPSU  50.3-1NrConjugacyClassesSL  50.3-1NrConjugacyClassesSLIsogeneous  50.3-1NrConjugacyClassesSU  50.3-1NrConjugacyClassesSUIsogeneous  50.3-1NrDerangements  16.2-15NrFixedPoints, for a partial perm  54.3-10NrFixedPoints, for a partial perm coll  54.3-10NrInputsOfStraightLineProgram  37.8-4NrMovedPoints, for a list or collection of permutations  42.3-4NrMovedPoints, for a partial perm  54.3-11NrMovedPoints, for a partial perm coll  54.3-11NrMovedPoints, for a permutation  42.3-4NrMovedPoints, for a transformation  53.5-6NrMovedPoints, for a transformation coll  53.5-6NrOrderedPartitions  16.2-22NrPartitions  16.2-20NrPartitionsSet  16.2-17NrPartitionTuples  16.2-31NrPermutationsList  16.2-13NrPolyhedralSubgroups  71.12-6NrPrimitiveGroups  50.9-2NrRestrictedPartitions  16.2-26NrSubsTom  70.7-2NrTransitiveGroups  50.6-2NrTuples  16.2-11NrUnorderedTuples  16.2-7NthRootsInGroup  39.10-10NullAlgebra  62.5-5NullMat  24.5-2NullspaceIntMat  25.1-1NullspaceMat  24.7-4NullspaceMatDestructive  24.7-5NullspaceModQ  24.15-2Number  21.20-21NumberArgumentsFunction  5.1-2NumberFFVector  23.3-2NumberIrreducibleSolvableGroups  50.11-2NumberPerfectGroups  50.8-4NumberPerfectLibraryGroups  50.8-5NumberSmallGroups  50.7-4NumberSmallRings  56.9-2NumbersString  27.7-20NumberSyllables  37.5-1NumberTransformation  53.2-6NumeratorOfModuloPcgs  45.9-3NumeratorOfRationalFunction  66.4-2NumeratorRat  17.2-4ObjByExtRep  79.16-1ObjByExtRep, for creating a UEALattice element  64.14-3Objectify  79.9-1ObjectifyWithAttributes  79.9-2OCOneCocycles  39.23-3OctaveAlgebra  62.5-3od  4.20OldGeneratorsOfPresentation  48.9-2Omega  39.14-1Omega, construct an orthogonal group  50.2-8ONanScottType  43.5-1OnBreak  6.4-3OnBreakMessage  6.4-4One  31.10-2One, for a partial perm  54.3-22OneAttr  31.10-2OneCoboundaries  39.23-2OneCocycles, for a group and a pcgs  39.23-1OneCocycles, for generators and a group  39.23-1OneCocycles, for generators and a pcgs  39.23-1OneCocycles, for two groups  39.23-1OneFactorBound  66.12-4OneImmutable  31.10-2OneIrreducibleSolvableGroup  50.11-4OneLibraryGroup  50.5OneMutable  31.10-2OneOfPcgs  45.4-6OneOp  31.10-2OnePrimitiveGroup  50.5OneSameMutability  31.10-2OneSM  31.10-2OneSmallGroup  50.7-3OneTransitiveGroup  50.5OnIndeterminates, as a permutation action  41.2-13OnLeftInverse  41.2-3OnLines  41.2-12OnLines, example  50.2-1OnPairs  41.2-6OnPoints  41.2-1OnQuit  8.1-4OnRight  41.2-2OnSets  41.2-4OnSetsDisjointSets  41.2-8OnSetsSets  41.2-7OnSetsTuples  41.2-9OnSubspacesByCanonicalBasis  41.2-15OnSubspacesByCanonicalBasisConcatenations  41.2-15OnTuples  41.2-5OnTuplesSets  41.2-10OnTuplesTuples  41.2-11PCore, see PCore  39.11-3Operation  77.1OperationAlgebraHomomorphism, action on a free left module  62.10-8OperationAlgebraHomomorphism, action w.r.t. a basis of the module  62.10-8OperationHomomorphism  77.1or  20.4-1Orbit  41.4-1OrbitFusions  73.4-1OrbitishFO  85.3-2OrbitLength  41.4-4OrbitLengths, for a group, a set of seeds, etc.  41.4-5OrbitLengths, for an external set  41.4-5OrbitLengthsDomain, for a group and a set of seeds  41.4-6OrbitLengthsDomain, of an external set  41.4-6OrbitPerms  43.2-1OrbitPowerMaps  73.2-1Orbits, as attributes for external sets  85.3Orbits, attribute  41.4-2Orbits, operation  41.4-2OrbitsDomain, for a group and an action domain  41.4-3OrbitsDomain, of an external set  41.4-3OrbitsishOperation  85.3-1OrbitsPerms  43.2-2OrbitStabChain  43.10-6OrbitStabilizer  41.5-1OrbitStabilizerAlgorithm  41.5-3Order  31.10-10Order, for a class function  72.4-3OrderedPartitions  16.2-21OrderingByLessThanFunctionNC  34.2-1OrderingByLessThanOrEqualFunctionNC  34.2-2OrderingOfRewritingSystem  38.1-3OrderingOnGenerators  34.4-4OrderingsFamily  34.1-2OrderMod  15.3-1OrderOfRewritingSystem  38.1-3OrdersClassRepresentatives  71.9-1OrdersTom  70.7-2Ordinal  27.9-2OrdinaryCharacterTable, for a character table  71.8-4OrdinaryCharacterTable, for a group  71.8-4OrthogonalComponents  72.11-4OrthogonalEmbeddings  25.6-1OrthogonalEmbeddingsSpecialDimension  72.10-6OutputLogTo, for a filename  9.7-6OutputLogTo, for streams  10.4-7OutputLogTo, stop logging output  9.7-6OutputTextFile  10.5-2OutputTextNone  10.9-2OutputTextString  10.7-2OutputTextUser  10.6-2Overlaps  19.2-4PACKAGE_DEBUG  76.2-4PACKAGE_ERROR  76.2-4PACKAGE_INFO  76.2-4PACKAGE_WARNING  76.2-4PackageVariablesInfo  76.3-14PadicCoefficients  25.4-3PadicExtensionNumberFamily  68.2-1PadicNumber, for a p-adic extension family and a list  68.2-2PadicNumber, for a p-adic extension family and a rational  68.2-2PadicNumber, for a pure p-adic numbers family and a list  68.2-2PadicNumber, for pure padics  68.1-2PadicValuation  56.5-10Pager  2.4-1PageSource  5.1-6Parametrized  73.5-5Parent  31.7-1ParentPcgs  45.7-3ParseRelators  47.2-3PartialFactorization  14.4-9PartialOrderByOrderingFunction  33.4-6PartialOrderOfHasseDiagram  33.2-11PartialPerm, for a dense image  54.2-1PartialPerm, for a domain and image  54.2-1PartialPermFamily  54.1-3PartialPermOp  54.2-2PartialPermOpNC  54.2-2Partitions  16.2-18PartitionsGreatestEQ  16.2-24PartitionsGreatestLE  16.2-23PartitionsSet  16.2-16PartitionTuples  16.2-30PcElementByExponents  45.5-6PcElementByExponentsNC  45.5-6PCentralLieAlgebra  64.8-5PCentralNormalSeriesByPcgsPGroup  45.11-12PCentralSeries  39.17-13PcGroupCode  46.9-3PcGroupFpGroup  46.4-1PcGroupWithPcgs  46.5-1Pcgs  45.2-1Pcgs_OrbitStabilizer  45.15-2PcgsByPcSequence  45.3-1PcgsByPcSequenceNC  45.3-1PcgsCentralSeries  45.11-6PcgsChiefSeries  45.11-14PcgsElementaryAbelianSeries, for a group  45.11-2PcgsElementaryAbelianSeries, for a list of normal subgroups  45.11-2PcgsPCentralSeriesPGroup  45.11-10PClassPGroup  39.15-21PCore  39.11-3PcSeries  45.4-4PerfectGroup, for a pair [ order, index ]  50.8-2PerfectGroup, for group order (and index)  50.8-2PerfectIdentification  50.8-3PerfectResiduum  39.12-8Perform  21.20-11Permanent  16.4-1PermBounds  72.14-3PermCharInfo  72.13-1PermCharInfoRelative  72.13-2PermChars  72.14-1PermCharsTom, from a character table  70.11-2PermCharsTom, via fusion map  70.11-2PermComb  72.14-4PermLeftQuoPartialPerm  54.5-1PermLeftQuoPartialPermNC  54.5-1PermLeftQuoTransformation  53.4-1PermLeftQuoTransformationNC  53.4-1PermList  42.5-2PermListList  21.20-12Permutation, for a group, an action domain, etc.  41.9-1Permutation, for an external set  41.9-1PermutationCharacter, for a group, an action domain, and a function  72.7-3PermutationCharacter, for two groups  72.7-3PermutationCycle  41.9-2PermutationGModule  69.2-1PermutationMat  24.5-5PermutationOfImage  53.3-3PermutationsFamily  42.1-3PermutationsList  16.2-12PermutationTom  70.5-2Permuted  21.20-18Permuted, as a permutation action  41.2-14Permuted, for a class function  72.4-2PGL  50.2-11PGU  50.2-13Phi  15.2-2PolynomialByExtRep  66.22-2PolynomialByExtRepNC  66.22-2PolynomialCoefficientsOfPolynomial  66.6-2PolynomialDivisionAlgorithm  66.17-13PolynomialModP  66.11-2PolynomialReducedRemainder  66.17-12PolynomialReduction  66.17-11PolynomialRing, for a ring and a list of indeterminate numbers  66.15-1PolynomialRing, for a ring and a list of indeterminates  66.15-1PolynomialRing, for a ring and a list of names (and an exclusion list)  66.15-1PolynomialRing, for a ring and a rank (and an exclusion list)  66.15-1POmega  50.2-16PopOptions  8.1-2Position  21.16-1PositionBound  21.16-9PositionCanonical  21.16-3PositionFirstComponent  77.4PositionNonZero  21.16-11PositionNot  21.16-10PositionNthOccurrence  21.16-4PositionProperty  21.16-7Positions  21.16-2PositionSet  21.16-6PositionsOp  21.16-2PositionSorted  21.16-5PositionSortedOp  21.16-5PositionsProperty  21.16-8PositionStream  10.3-7PositionSublist  21.16-12PositionWord  37.4-4PositiveIntegers  14.1-1PositiveRoots  64.6-7PositiveRootVectors  64.6-9PossibleClassFusions  73.3-6PossibleFusionsCharTableTom  70.11-1PossiblePowerMaps  73.1-2PowerMap  73.1-1PowerMapByComposition  73.1-4PowerMapOp  73.1-1PowerMapsAllowedBySymmetrizations  73.6-6PowerMod  56.7-9PowerModCoeffs  23.7-5PowerModInt  14.3-10PowerPartition  16.2-29PowerSubalgebraSeries  62.9-4PQuotient  47.14-1PrecisionFloat  19.2-3PrefrattiniSubgroup  39.12-7PrefrattiniSubgroup, for groups with pcgs  45.16PreImage, set of preimages of a collection under a general mapping  32.5-6PreImage, set of preimages of the range of a general mapping  32.5-6PreImage, unique preimage of an element under a general mapping  32.5-6PreImageElm  32.5-3PreImagePartialPerm  54.5-2PreImages, set of preimages of a collection under a general mapping  32.5-7PreImages, set of preimages of an elm under a general mapping  32.5-7PreImages, set of preimages of the range of a general mapping  32.5-7PreImagesElm  32.5-2PreImagesOfTransformation  53.4-4PreImagesRange  32.5-1PreImagesRepresentative  32.5-4PreImagesSet  32.5-5PresentationFpGroup  48.1-1PresentationNormalClosure  48.2-6PresentationNormalClosureRrs  48.2-5PresentationSubgroup  48.2-1PresentationSubgroupMtc  48.2-4PresentationSubgroupRrs, for a group and a coset table (and a string)  48.2-2PresentationSubgroupRrs, for two groups (and a string)  48.2-2PresentationViaCosetTable  48.1-5PrevPrimeInt  14.4-6PrimalityProof  14.4-3PrimaryGeneratorWords  48.2-3PrimeBlocks  71.11-1PrimeBlocksOp  71.11-1PrimeDivisors  14.4-8PrimeField  58.2-4PrimePGroup  39.15-20PrimePowersInt  14.4-11PrimeResidues  15.2-1Primes  14.4-1PRIMITIVE_INDICES_MAGMA  50.10-3PrimitiveElement  58.2-3PrimitiveGroup  50.9-1PrimitiveGroupsIterator  50.9-3PrimitiveIdentification  50.10-1PrimitiveIndexIrreducibleSolvableGroup  50.11-5PrimitivePolynomial  66.11-1PrimitiveRoot  59.3-3PrimitiveRootMod  15.3-3Print  6.3-4PrintAmbiguity  73.5-14PrintArray  24.5-10PrintCharacterTable  71.13-5PrintCSV  10.11-2PrintFactorsInt  14.4-10PrintFormattingStatus  10.4-8PrintObj  6.3-5PrintObj, for a character table  71.13-2PrintObj, for a ffe  59.6-1PrintObj, for a string  27.1-4PrintObj, for a table of marks  70.4-2PrintObj, for class functions  72.5-2PrintString  27.7-5PrintTo  9.7-3PrintTo, for streams  10.4-4ProbabilityShapes  66.11-4Process  11.1-1PROD_GF2MAT_GF2MAT_ADVANCED  24.16-2PROD_GF2MAT_GF2MAT_SIMPLE  24.16-1Product  21.20-25ProductCoeffs  23.7-2ProductOfStraightLinePrograms  37.8-13ProductSpace  62.9-3ProductX  21.21-4ProfileFunctions  7.7-5ProfileGlobalFunctions  7.7-2ProfileLineByLine  7.7-14ProfileMethods  7.7-7ProfileOperations  7.7-3ProfileOperationsAndMethods  7.7-4ProjectedInducedPcgs  45.10-2ProjectedPcElement  45.10-1Projection, example for direct products  49.1-1Projection, example for semidirect products  49.2-1Projection, example for subdirect products  49.3-1Projection, example for wreath products  49.4-1Projection, for a domain  32.2-11Projection, for a domain and a positive integer  32.2-11Projection, for group products  49.6-2Projection, for two domains  32.2-11ProjectionMap  73.5-3ProjectiveActionHomomorphismMatrixGroup  44.3-2ProjectiveActionOnFullSpace  44.3-1ProjectiveGeneralLinearGroup  50.2-11ProjectiveGeneralUnitaryGroup  50.2-13ProjectiveOmega  50.2-16ProjectiveOrder  24.14-3ProjectiveSpecialLinearGroup  50.2-12ProjectiveSpecialUnitaryGroup  50.2-14ProjectiveSymplecticGroup  50.2-15PRump  39.12-12PseudoRandom  30.7-2PseudoRandom, for finitely presented groups  47.5-1PSL  50.2-12PSP  50.2-15PSp  50.2-15PSU  50.2-14PthPowerImage, for basis and element  64.8-3PthPowerImage, for element  64.8-3PthPowerImage, for element and integer  64.8-3PthPowerImages  64.8-2PurePadicNumberFamily  68.1-1PushOptions  8.1-1Quadratic  18.5-4QuaternionAlgebra  62.5-1QuaternionGroup  50.1-7QUIET  77.4QUIT  6.7-1QUIT, emergency quit  6.7-1QUIT_GAP  6.7-3QUITTING  6.7-5QuoInt  14.3-1Quotient  56.1-9QuotientFromSCTable  62.4-8QuotientMod  56.7-8QuotientPolynomialsExtRep  66.23-3QuotientRemainder  56.6-5QuotientSemigroupCongruence  51.7-3QuotientSemigroupHomomorphism  51.7-3QuotientSemigroupPreimage  51.7-3QuotRemLaurpols  66.5-6RadicalGroup  39.12-9RadicalOfAlgebra  62.9-16Random  30.7-1Random, for a list or collection  30.7-1Random, for integers  14.2-12Random, for lower and upper bound  30.7-1Random, for random source and list  14.7-2Random, for random source and two integers  14.7-2Random, for rationals  17.2-7RandomBinaryRelationOnPoints  33.3-2RandomInvertibleMat  24.6-2RandomIsomorphismTest  46.10-1RandomList  30.7-3RandomMat  24.6-1RandomPartialPerm, for a positive integer  54.2-7RandomPartialPerm, for a set of positive
      integers  54.2-7RandomPartialPerm, for domain and image  54.2-7RandomPrimitivePolynomial  59.5-3RandomSource  14.7-5RandomTransformation  53.2-7RandomUnimodularMat  24.6-3Range, of a general mapping  32.3-7RankAction, for a group, an action domain, etc.  41.10-3RankAction, for an external set  41.10-3RankFilter  13.2-1RankMat  24.7-1RankOfPartialPerm  54.3-3RankOfPartialPermCollection  54.3-3RankOfPartialPermSemigroup  54.7-2RankOfTransformation, for a transformation and a list  53.5-4RankOfTransformation, for a transformation and a positive integer  53.5-4RankPGroup  39.15-22Rat  17.2-6Rat, for floats  19.2-8Rat, for strings  27.9-1RationalClass  39.10-6RationalClasses  39.10-7RationalFunctionByExtRep  66.22-1RationalFunctionByExtRepNC  66.22-1RationalFunctionByExtRepWithCancellation  66.24-1RationalFunctionsFamily  66.19-1RationalizedMat  18.5-6Rationals  17.1-1RClassOfHClass  51.8-5Read  9.7-1Read, for streams  10.3-1ReadAll  10.3-5ReadAllLine  10.8-3ReadAsFunction  9.7-2ReadAsFunction, for streams  10.3-2ReadByte  10.3-3ReadCommandLineHistory  6.9-3ReadCSV  10.11-1ReadLine  10.3-4ReadlineInitLine  6.9-1ReadPackage  76.3-1ReadPkg  77.2RealClasses  71.9-11RealizableBrauerCharacters  72.15-4RealPart  18.5-2RecNames  29.1-2RedispatchOnCondition  78.5-1ReduceCoeffs  23.7-3ReduceCoeffsMod  23.7-4ReducedAdditiveInverse  38.2-1ReducedCharacters  72.10-2ReducedClassFunctions  72.10-1ReducedComm  38.2-1ReducedConfluentRewritingSystem  52.6-1ReducedConjugate  38.2-1ReducedDifference  38.2-1ReducedForm  38.1-4ReducedGroebnerBasis, for a list and a monomial ordering  66.18-2ReducedGroebnerBasis, for an ideal and a monomial ordering  66.18-2ReducedInverse  38.2-1ReducedLeftQuotient  38.2-1ReducedOne  38.2-1ReducedPcElement  45.5-10ReducedPower  38.2-1ReducedProduct  38.2-1ReducedQuotient  38.2-1ReducedScalarProduct  38.2-1ReducedSum  38.2-1ReducedZero  38.2-1ReduceRules  38.1-8ReduceStabChain  43.11-5Ree  50.1-13ReeGroup  50.1-13ReesCongruenceOfSemigroupIdeal  51.5-2ReesMatrixSemigroup  51.9-1ReesMatrixSemigroupElement  51.9-5ReesMatrixSubsemigroup  51.9-2ReesZeroMatrixSemigroup  51.9-1ReesZeroMatrixSemigroupElement  51.9-5ReesZeroMatrixSubsemigroup  51.9-2RefinedPcGroup  46.4-9ReflectionMat  24.5-9ReflexiveClosureBinaryRelation  33.4-1RegularActionHomomorphism  41.8-2RegularModule  71.15-3RelationsOfFpSemigroup  52.4-5RelativeBasis  61.5-4RelativeBasisNC  61.5-4RelativeDiameter  19.2-4RelativeOrderOfPcElement  45.5-1RelativeOrders  45.4-1RelativeOrders, of a pcgs  45.4-1RelatorsOfFpGroup  47.4-3RemInt  14.3-3Remove  21.4-3RemoveCharacters  27.7-16RemoveFile  9.7-8RemoveOuterCoeffs  23.5-4RemoveRelator  48.5-4RemoveSet  21.19-5RemoveStabChain  43.11-6repeat loop  4.19ReplacedString  27.7-13RepresentationsOfObject  13.4-1Representative  30.4-7RepresentativeAction  41.6-1RepresentativeLinearOperation  62.10-13RepresentativeOperation  77.1RepresentativesContainedRightCosets  39.9-2RepresentativesFusions  73.4-2RepresentativeSmallest  30.4-8RepresentativesMinimalBlocks, for a group, an action domain, etc.  41.11-3RepresentativesMinimalBlocks, for an external set  41.11-3RepresentativesPerfectSubgroups  39.20-6RepresentativesPowerMaps  73.2-2RepresentativesSimpleSubgroups  39.20-6RepresentativeTom  70.10-4RepresentativeTomByGenerators  70.10-4RepresentativeTomByGeneratorsNC  70.10-4RequirePackage  77.2Reread  9.7-9REREADING  9.7-9RereadPackage  76.3-1RereadPkg  77.2Reset  14.7-3ResetFilterObj  79.4-3ResetOptionsStack  8.1-3RespectsAddition  32.10-1RespectsAdditiveInverses  32.10-2RespectsInverses  32.9-3RespectsMultiplication  32.9-1RespectsOne  32.9-2RespectsScalarMultiplication  32.11-1RespectsZero  32.10-3RestrictedClassFunction  72.9-1RestrictedClassFunctions  72.9-2RestrictedLieAlgebraByStructureConstants  64.2-2RestrictedMapping  32.2-12RestrictedPartialPerm  54.2-3RestrictedPartitions  16.2-25RestrictedPerm  42.5-4RestrictedPermNC  42.5-4RestrictedTransformation  53.3-2RestrictedTransformationNC  53.3-2RestrictOutputsOfSLP  37.8-9Resultant  66.6-7ResultOfStraightLineProgram  37.8-5return  6.4-2return, no value  4.24return, with value  4.24ReturnFail  5.4-3ReturnFalse  5.4-2ReturnFirst  5.4-5ReturnNothing  5.4-4ReturnTrue  5.4-1Reversed  21.20-7ReverseNaturalPartialOrder  54.7-5RewindStream  10.3-8RewriteWord  47.9-4RightActingAlgebra  62.11-12RightActingRingOfIdeal  56.2-10RightAlgebraModule  62.11-5RightAlgebraModuleByGenerators  62.11-2RightCoset  39.7-1RightCosets  39.7-2RightCosetsNC  39.7-2RightDerivations  64.2-6RightIdeal  56.2-1RightIdealByGenerators  56.2-6RightIdealNC  56.2-2RightModuleByHomomorphismToMatAlg  62.11-18RightOne, for a partial perm  54.3-21RightOne, for a transformation  53.5-22RightShiftRowVector  23.5-2RightTransversal  39.8-1Ring, for a collection  56.1-2Ring, for ring elements  56.1-2RingByGenerators  56.1-4RingByStructureConstants  56.9-6RingGeneralMappingByImages  56.8-1RingHomomorphismByImages  56.8-2RingHomomorphismByImagesNC  56.8-3RingWithOne, for a collection  56.3-2RingWithOne, for ring elements  56.3-2RingWithOneByGenerators  56.3-3RNamObj, for a positive integer  29.7-2RNamObj, for a string  29.7-2RootInt  14.2-9RootMod  15.4-3RootOfDefiningPolynomial  58.2-8RootsMod  15.4-4RootsOfPolynomial  66.5-4RootsOfUPol  66.5-5RootsUnityMod  15.4-5RootSystem  64.6-5Round  19.2-1RoundCyc  18.1-9Rows  51.9-9RREF  24.7-2Rules  38.1-2Runtime  7.6-2Runtimes  7.6-1SameBlock  71.11-2SaveCommandLineHistory  6.9-3SaveOnExitFile  6.7-6SaveWorkspace  3.3-1ScalarProduct, for characters  72.8-5SchurCover  39.24-2SchurCoverOfSymmetricGroup  39.24-10Sec  19.2-1Sech  19.2-1SecHMSM  27.10-8SecondsDMYhms  27.10-10SeekPositionStream  10.3-9SemidirectProduct, for a group of automorphisms and a group  49.2-1SemidirectProduct, for acting group, action, and a group  49.2-1SemiEchelonBasis  61.9-8SemiEchelonBasisNC  61.9-8SemiEchelonMat  24.10-1SemiEchelonMatDestructive  24.10-2SemiEchelonMats  24.10-4SemiEchelonMatsDestructive  24.10-5SemiEchelonMatTransformation  24.10-3Semigroup, for a list  51.1-2Semigroup, for various generators  51.1-2SemigroupByGenerators  51.1-5SemigroupByMultiplicationTable  51.1-11SemigroupIdealByGenerators  51.5-1SemigroupOfRewritingSystem  52.6-4SemiSimpleType  64.6-1Set  30.3-7SetAssertionLevel  7.5-1SetCommutator  46.4-4SetConjugate  46.4-3SetCrystGroupDefaultAction  44.7-2SetCyclotomicsLimit  18.6-1SetDefaultInfoOutput  7.4-6SetElmWPObj  86.2-1SetEntrySCTable  62.4-4SetFilterObj  79.4-2SetFloats  19.2-9SetGasmanMessageStatus  7.11-2SetHelpViewer  2.3-1SetIndeterminateName  66.1-4SetInfoHandler  7.4-6SetInfoLevel  7.4-3SetInfoOutput  7.4-6SetName  12.8-1SetNameObject  6.3-7SetPackagePath  76.2-2SetParent  31.7-1SetPower  46.4-5SetPrintFormattingStatus  10.4-8SetRecursionTrapInterval  7.10-1SetReducedMultiplication  47.3-4Setter  13.6-2SetUserPreference  3.2-3SetX  21.21-2ShallowCopy  12.7-1ShallowCopy, for lists  21.7ShiftedCoeffs  23.7-6ShiftedPadicNumber  68.1-4ShortestVectors  25.6-2ShortLexLeqPartialPerm  54.5-5ShortLexOrdering  34.4-6ShowAdditionTable  55.4-2ShowArgument  7.1-2ShowArguments  7.1-1ShowDetails  7.1-3ShowGcd  56.7-5ShowImpliedFilters  13.2-3ShowMethods  7.1-4ShowMultiplicationTable  55.4-2ShowOtherMethods  7.1-5ShowPackageVariables  76.3-14ShowUserPreferences  3.2-3ShrinkAllocationPlist  21.9-1ShrinkAllocationString  27.4-5ShrinkRowVector  23.5-3Shuffle  21.20-8SiftedPcElement  45.5-8SiftedPermutation  43.10-12SiftedVector  61.9-12Sigma  15.5-1SigmaL  50.2-10SignFloat  19.2-1SignInt  14.2-7SignPartition  16.2-27SignPerm  42.4-1SimpleGroup  39.15-13SimpleGroupsIterator  39.15-14SimpleLieAlgebra  64.2-7SimpleSystem  64.6-11SimplifiedFpGroup  48.1-6SimplifyPresentation  48.6-2SimsNo  50.10-2SimultaneousEigenvalues  24.14-4Sin  19.2-1SinCos  19.2-1SingleCollector  46.4-2Sinh  19.2-1SIntChar  27.8-3Size  30.4-6Size, for a character table  71.8-5Size, for groups with pcgs  45.16SizeBlist  22.2-3SizeConsiderFunction  39.21-4SizeNumbersPerfectGroups  50.8-6SizeOfFieldOfDefinition  72.15-3SizesCentralisers  71.9-2SizesCentralizers  71.9-2SizesConjugacyClasses  71.9-3SizeScreen  6.12-1SizesPerfectGroups  50.8-1SizeStabChain  43.10-3SL, for dimension and a field size  50.2-2SL, for dimension and a ring  50.2-2SlotUsagePattern  37.8-14SmallerDegreePermutationRepresentation  43.3-2SmallestGeneratorPerm  42.2-3SmallestIdempotentPower, for a partial perm  54.3-17SmallestIdempotentPower, for a transformation  53.5-16SmallestImageOfMovedPoint, for a partial permutation  54.3-14SmallestImageOfMovedPoint, for a partial permutation coll  54.3-14SmallestImageOfMovedPoint, for a transformation  53.5-9SmallestImageOfMovedPoint, for a transformation coll  53.5-9SmallestMovedPoint, for a list or collection of permutations  42.3-1SmallestMovedPoint, for a partial perm  54.3-12SmallestMovedPoint, for a partial perm coll  54.3-12SmallestMovedPoint, for a permutation  42.3-1SmallestMovedPoint, for a transformation  53.5-7SmallestMovedPoint, for a transformation coll  53.5-7SmallestRootInt  14.2-10SmallGeneratingSet  39.22-4SmallGroup, for a pair [ order, index ]  50.7-1SmallGroup, for group order and index  50.7-1SmallGroupsInformation  50.7-8SmallRing  56.9-1SmallSimpleGroup  39.15-15SmithNormalFormIntegerMat  25.2-6SmithNormalFormIntegerMatTransforms  25.2-7SMTX.AbsoluteIrreducibilityTest  69.12-8SMTX.AlgEl  69.13-2SMTX.AlgElCharPol  69.13-4SMTX.AlgElCharPolFac  69.13-5SMTX.AlgElMat  69.13-3SMTX.AlgElNullspaceDimension  69.13-7SMTX.AlgElNullspaceVec  69.13-6SMTX.CentMat  69.13-8SMTX.CentMatMinPoly  69.13-9SMTX.CompleteBasis  69.12-11SMTX.Getter  69.12-6SMTX.GoodElementGModule  69.12-2SMTX.IrreducibilityTest  69.12-7SMTX.MatrixSum  69.12-10SMTX.MinimalSubGModule  69.12-9SMTX.MinimalSubGModules  69.12-4SMTX.RandomIrreducibleSubGModule  69.12-1SMTX.Setter  69.12-5SMTX.SortHomGModule  69.12-3SMTX.Subbasis  69.13-1SO  50.2-7Socle  39.12-10SocleTypePrimitiveGroup  43.5-2SolutionIntMat  25.1-2SolutionMat  24.7-6SolutionMatDestructive  24.7-7SolutionNullspaceIntMat  25.1-3SolvableQuotient, for a f.p. group and a list of primes  47.14-5SolvableQuotient, for a f.p. group and a list of tuples  47.14-5SolvableQuotient, for a f.p. group and a size  47.14-5Sort  21.18-1SortBy  21.18-1SortedCharacters  71.21-2SortedCharacterTable, relative to the table of a factor group  71.21-4SortedCharacterTable, w.r.t. a normal subgroup  71.21-4SortedCharacterTable, w.r.t. a series of normal subgroups  71.21-4SortedList  30.3-6SortedSparseActionHomomorphism  41.7-3SortedTom  70.5-1Sortex  21.18-3SortingPerm  21.18-4SortParallel  21.18-2Source  32.3-8SourceOfIsoclinicTable  71.20-4SP, for dimension and a ring  50.2-5Sp, for dimension and a ring  50.2-5SP, for dimension and field size  50.2-5Sp, for dimension and field size  50.2-5SparseActionHomomorphism  41.7-3SparseCartanMatrix  64.7-2SparseHashTable  28.7-1SparseIntKey  28.5-2SpecialLinearGroup, for dimension and a field size  50.2-2SpecialLinearGroup, for dimension and a ring  50.2-2SpecialOrthogonalGroup  50.2-7SpecialPcgs, for a group  45.13-2SpecialPcgs, for a pcgs  45.13-2SpecialSemilinearGroup  50.2-10SpecialUnitaryGroup  50.2-4SplitCharacters  71.17-7SplitExtension  46.8-6SplitExtension, with specified homomorphism  46.8-10SplitString  27.7-12SplittingField  66.4-13SQ, synonym of SolvableQuotient  47.14-5Sqrt  31.12-5Square  19.2-1SquareRoots  35.4-12SSortedList  30.3-7StabChain, for a group (and a record)  43.8-1StabChain, for a group and a base  43.8-1StabChainBaseStrongGenerators  43.8-4StabChainImmutable  43.8-1StabChainMutable, for a group  43.8-1StabChainMutable, for a homomorphism  43.8-1StabChainOp  43.8-1StabChainOptions  43.8-2Stabilizer  41.5-2StabilizerOfExternalSet  41.12-10StabilizerPcgs  45.15-1StandardAssociate  56.5-5StandardAssociateUnit  56.5-6StandardizeTable  47.7-2StandardWreathProduct  49.4-1StarCyc  18.5-3START_TEST  7.9-1StartlineFunc  5.1-5StartsWith  27.7-19State  14.7-3Stirling1  16.1-5Stirling2  16.1-6STOP_TEST  7.9-1StoredGroebnerBasis  66.18-3StoreFusion  73.3-4StraightLineProgElm  37.9-2StraightLineProgGens  37.9-3StraightLineProgram, for a list of lines (and the number of generators)  37.8-2StraightLineProgram, for a string and a list of generators names  37.8-2StraightLineProgramNC, for a list of lines (and the number of generators)  37.8-2StraightLineProgramNC, for a string and a list of generators names  37.8-2StraightLineProgramsTom  70.10-2StreamsFamily  10.1-9StretchImportantSLPElement  37.9-5String  27.7-6String, for a cyclotomic  18.1-6StringDate  27.10-6StringFactorizationWord  47.2-4StringNumbers  27.7-21StringOfResultOfStraightLineProgram  37.8-6StringPP  27.7-9StringTime  27.10-9StripLineBreakCharacters  27.7-7StrongGeneratorsStabChain  43.10-4StronglyConnectedComponents  33.4-5StructByGenerators  31.3StructuralCopy  12.7-2StructuralCopy, for lists  21.7StructureConstantsTable  62.4-2StructureDescription  39.6-1StructWithGenerators  31.3SU  50.2-4SubadditiveGroup  55.2-9SubadditiveGroupNC  55.2-9SubadditiveMagma  55.2-7SubadditiveMagmaNC  55.2-7SubadditiveMagmaWithZero  55.2-8SubadditiveMagmaWithZeroNC  55.2-8Subalgebra  62.6-1SubAlgebraModule  62.11-16SubalgebraNC  62.6-2SubalgebraWithOne  62.6-3SubalgebraWithOneNC  62.6-4SubdirectProduct  49.3-1SubdirectProducts  49.3-2Subfield  58.2-1SubfieldNC  58.2-1Subfields  58.2-10Subgroup  39.3-1Subgroup, for a group  39.3-1SubgroupByPcgs  45.7-9SubgroupByProperty  39.3-11SubgroupNC  39.3-1SubgroupOfWholeGroupByCosetTable  47.8-2SubgroupOfWholeGroupByQuotientSubgroup  47.13-1SubgroupProperty  43.12-1SubgroupShell  39.3-12SubgroupsSolvableGroup  39.21-3Submagma  35.2-7SubmagmaNC  35.2-7SubmagmaWithInverses  35.2-9SubmagmaWithInversesNC  35.2-9SubmagmaWithOne  35.2-8SubmagmaWithOneNC  35.2-8Submodule  57.2-1SubmoduleNC  57.2-2Submonoid  51.2-3SubmonoidNC  51.2-3SubnearAdditiveGroup  55.2-9SubnearAdditiveGroupNC  55.2-9SubnearAdditiveMagma  55.2-7SubnearAdditiveMagmaNC  55.2-7SubnearAdditiveMagmaWithZero  55.2-8SubnearAdditiveMagmaWithZeroNC  55.2-8SubnormalSeries  39.17-4Subring  56.1-7SubringNC  56.1-7Subrings  56.9-3SubringWithOne  56.3-5SubringWithOneNC  56.3-5Subsemigroup  51.1-3SubsemigroupNC  51.1-3Subspace  61.2-2SubspaceNC  61.2-2Subspaces  61.4-1SubstitutedWord, replace a subword by a given word  37.4-5SubstitutedWord, replace an interval by a given word  37.4-5SubsTom  70.7-1Substruct  31.8SubstructNC  31.8SubSyllables  37.5-4SubtractBlist  22.4-4SubtractSet  21.19-8Subword  37.4-3Successors  33.2-9Sum  21.20-26SumFactorizationFunctionPcgs  45.12-1SumIntersectionMat  24.11-4SumX  21.21-3Sup  19.2-4SupersolvableResiduum  39.12-11SupportedCharacterTableInfo  71.3-4SurjectiveActionHomomorphismAttr  41.12-17SuzukiGroup  50.1-12SylowComplement  39.13-2SylowSubgroup  39.13-1SylowSystem  39.13-4SymmetricClosureBinaryRelation  33.4-2SymmetricGroup, for a degree  50.1-10SymmetricGroup, for a domain  50.1-10SymmetricInverseMonoid  54.7-3SymmetricInverseSemigroup  54.7-3SymmetricParentGroup  43.4-4SymmetricParts  72.11-2SymmetricPowerOfAlgebraModule  64.15-3Symmetrizations  72.11-1SymplecticComponents  72.11-5SymplecticGroup, for dimension and a ring  50.2-5SymplecticGroup, for dimension and field size  50.2-5Sz  50.1-12TableAutomorphisms  71.22-2TableOfMarks, for a group  70.3-1TableOfMarks, for a matrix  70.3-1TableOfMarks, for a string  70.3-1TableOfMarksByLattice  70.3-2TableOfMarksComponents  70.6-4TableOfMarksCyclic  70.12-1TableOfMarksDihedral  70.12-2TableOfMarksFamily  70.6-3TableOfMarksFrobenius  70.12-3Tan  19.2-1Tanh  19.2-1Tau  15.5-2TCENUM  47.6-5TeachingMode  6.13-1TemporaryGlobalVarName  4.9-11Tensored  72.8-20TensorProductGModule  69.2-2TensorProductOfAlgebraModules, for a list of algebra modules  64.15-1TensorProductOfAlgebraModules, for two algebra modules  64.15-1Test  7.9-2TestConsistencyMaps  73.5-12TestDirectory  7.9-3Tester  13.6-1TestHomogeneous  75.3-1TestInducedFromNormalSubgroup  75.3-4TestJacobi  62.4-6TestMonomial, for a character  75.4-1TestMonomial, for a character and a Boolean  75.4-1TestMonomial, for a group  75.4-1TestMonomial, for a group and a Boolean  75.4-1TestMonomialQuick, for a character  75.4-4TestMonomialQuick, for a group  75.4-4TestMonomialUseLattice  75.4-2TestPackage  76.3-3TestPackageAvailability  76.3-2TestPerm1  72.14-2TestPerm2  72.14-2TestPerm3  72.14-2TestPerm4  72.14-2TestPerm5  72.14-2TestQuasiPrimitive  75.3-3TestRelativelySM, for a character  75.4-6TestRelativelySM, for a character and a normal subgroup  75.4-6TestRelativelySM, for a group  75.4-6TestRelativelySM, for a group and a normal subgroup  75.4-6TestSubnormallyMonomial, for a character  75.4-5TestSubnormallyMonomial, for a group  75.4-5then  4.17ThreeGroup library  50.7TietzeWordAbstractWord  48.3-1time  7.6-3Trace, for a field element  58.3-5Trace, for a matrix  58.3-5Trace, of a matrix  24.4-3TraceAllMethods  7.3-2TracedCosetFpGroup  47.6-2TraceImmediateMethods  7.3-5TraceMat  24.4-3TraceMethods, for a list of operations  7.3-1TraceMethods, for operations  7.3-1TracePolynomial  58.3-3TransferDiagram  73.5-11Transformation, for a list and function  53.2-1Transformation, for a source and destination  53.2-2Transformation, for an image list  53.2-1TransformationByImageAndKernel, for an image and kernel  53.2-3TransformationFamily  53.1-3TransformationList, for an image list  53.2-1TransformationListList, for a source and destination  53.2-2TransformationNumber  53.2-6TransformationOp  53.2-5TransformationOpNC  53.2-5TransformingPermutations  71.22-3TransformingPermutationsCharacterTables  71.22-4TransitiveClosureBinaryRelation  33.4-3TransitiveGroup  50.6-1TransitiveIdentification  50.6-3Transitivity, for a character  72.8-16Transitivity, for a group and an action domain  41.10-2Transitivity, for an external set  41.10-2TranslatorSubalgebra  62.11-24TransposedMat  24.5-6TransposedMatAttr  24.5-6TransposedMatDestructive  24.5-7TransposedMatImmutable  24.5-6TransposedMatMutable  24.5-6TransposedMatOp  24.5-6TransposedMatrixGroup  44.2-4TriangulizedIntegerMat  25.2-1TriangulizedIntegerMatTransform  25.2-2TriangulizedMat  24.7-2TriangulizedNullspaceMat  24.7-4TriangulizedNullspaceMatDestructive  24.7-5TriangulizeIntegerMat  25.2-3TriangulizeMat  24.7-3TrimPartialPerm  54.5-6TrimTransformation  53.5-23TrivialCharacter, for a character table  72.7-1TrivialCharacter, for a group  72.7-1TrivialGroup  50.1-1TrivialIterator  30.8-7TrivialSubalgebra  62.6-5TrivialSubgroup  39.12-1TrivialSubmagmaWithOne  35.4-13TrivialSubmodule  57.2-4TrivialSubmonoid  51.2-8TrivialSubnearAdditiveMagmaWithZero  55.3-6TrivialSubspace  61.3-2Trunc  19.2-1TryCosetTableInWholeGroup  47.8-1TryGcdCancelExtRepPolynomials  66.24-2TryNextMethod  78.4-1Tuples  16.2-8TwoClosure  43.12-3TwoCoboundaries  46.8-1TwoCocycles  46.8-2TwoCohomology  46.8-3TwoGroup library  50.7TwoSidedIdeal  56.2-1TwoSidedIdealByGenerators  56.2-4TwoSidedIdealNC  56.2-2TwoSquares  15.7-1TypeObj  13.9-1TypeOfDefaultGeneralMapping  32.14-7TzEliminate, for a presentation (and a generator)  48.7-1TzEliminate, for a presentation (and an integer)  48.7-1TzFindCyclicJoins  48.7-4TzGo  48.6-1TzGoGo  48.6-3TzImagesOldGens  48.9-3TzInitGeneratorImages  48.9-1TzNewGenerator  48.5-2TzOptions  48.11-1TzPreImagesNewGens  48.9-4TzPrint  48.4-6TzPrintGeneratorImages  48.9-5TzPrintGenerators  48.4-1TzPrintLengths  48.4-3TzPrintOptions  48.11-2TzPrintPairs  48.4-7TzPrintPresentation  48.4-5TzPrintRelators  48.4-2TzPrintStatus  48.4-4TzSearch  48.7-2TzSearchEqual  48.7-3TzSort  48.1-2TzSubstitute, for a presentation (and an integer and 0/1/2)  48.8-1TzSubstitute, for a presentation and a word  48.8-1TzSubstituteCyclicJoins  48.8-2UglyVector  61.11-2Unbind, for multiple indices  21.5-2Unbind, unbind a list entry  21.5-2Unbind, unbind a record component  29.6-2Unbind, unbind a variable  4.8-2Unbind\.  29.7-3Unbind\[\]  21.2-1UnbindElmWPObj  86.2-1UnbindGlobal  4.9-6UncoverageLineByLine  7.7-17UnderlyingCharacteristic, for a character  71.9-5UnderlyingCharacteristic, for a character table  71.9-5UnderlyingCharacterTable  72.2-1UnderlyingElement, fp group elements  47.4-4UnderlyingElement, fp semigroup elements  52.4-1UnderlyingExternalSet  41.12-16UnderlyingFamily  64.1-4UnderlyingGeneralMapping  32.3-10UnderlyingGroup, for character tables  71.6-1UnderlyingGroup, for tables of marks  70.7-7UnderlyingInjectionZeroMagma  35.2-14UnderlyingLeftModule  61.6-2UnderlyingLieAlgebra  64.6-6UnderlyingMagma  65.1-6UnderlyingRelation  32.3-9UnderlyingRingElement  64.1-5UnderlyingSemigroup, for a Rees 0-matrix semigroup  51.9-10UnderlyingSemigroup, for a Rees matrix semigroup  51.9-10UnInstallCharReadHookFunc  10.10-2Union, for a list  30.5-3Union, for various collections  30.5-3Union2  30.5-3UnionBlist, for a list  22.3-1UnionBlist, for various boolean lists  22.3-1Unique  21.20-4UniteBlist  22.4-1UniteBlistList  22.4-2UniteSet  21.19-6Units  56.5-2UnivariatenessTestRationalFunction  66.5-7UnivariatePolynomial  66.5-1UnivariatePolynomialByCoefficients  66.5-2UnivariatePolynomialRing, for a ring (and a name and an exclusion list)  66.16-1UnivariatePolynomialRing, for a ring (and an indeterminate number)  66.16-1UnivariateRationalFunctionByCoefficients  66.14-1UniversalEnvelopingAlgebra  64.10-1UNIXSelect  10.2-3Unknown  74.1-1UnloadSmallGroupsData  50.7-9UnorderedTuples  16.2-6UnprofileFunctions  7.7-6UnprofileLineByLine  7.7-16UnprofileMethods  7.7-8until  4.19UntraceAllMethods  7.3-4UntraceImmediateMethods  7.3-5UntraceMethods, for a list of operations  7.3-3UntraceMethods, for operations  7.3-3UpdateMap  73.5-7UpEnv  6.5-1UpperCentralSeriesOfGroup  39.17-12UpperSubdiagonal  24.12-2UseBasis  57.3-5UseFactorRelation  31.13-2UseIsomorphismRelation  31.13-3UserPreference  3.2-3UseSubsetRelation  31.13-1ValidatePackageInfo  76.3-13Valuation  68.1-3Value, for a univariate rat. function, a value (and a one)  66.7-1Value, for rat. function, a list of indeterminates, a value (and a one)  66.7-1ValueCochain  64.12-4ValueGlobal  4.9-4ValueMolienSeries  72.12-3ValueOption  8.1-5ValuePol  23.7-1ValuesOfClassFunction  72.2-2VectorSpace  61.2-1VectorSpaceByPcgsOfElementaryAbelianGroup  45.14-1vi  6.11View  6.3-3ViewObj  6.3-5ViewObj, for a character table  71.13-1ViewObj, for a ffe  59.6-1ViewObj, for a string  27.1-4ViewObj, for a table of marks  70.4-1ViewObj, for class functions  72.5-1ViewString  27.7-3vim  6.11VirtualCharacter, for a character table and a list  72.6-2VirtualCharacter, for a group and a list  72.6-2WeakPointerObj  86.1-1WedgeGModule  69.2-3WeekDay  27.10-5WeightLexOrdering  34.4-8WeightOfGenerators  34.4-10WeightsTom  70.7-12WeightVecFFE  23.6-1WeylGroup  64.7-3WeylOrbitIterator  64.7-7Where  6.4-5while loop  4.18WordAlp  27.7-10WreathProduct  49.4-1WreathProductImprimitiveAction  49.4-2WreathProductOrdering  34.4-13WreathProductProductAction  49.4-3WriteAll  10.4-3WriteByte  10.4-1WriteGapIniFile  3.2-3WriteLine  10.4-2X, for a family and a number  66.1-1X, for a ring (and a name, and an exclusion list)  66.1-1X, for a ring (and a number)  66.1-1Z, for field size  59.1-2Z, for prime and degree  59.1-2ZClassRepsQClass  44.6-9Zero  31.10-3Zero, for a partial perm  54.3-23ZeroAttr  31.10-3ZeroCoefficient  65.2-5ZeroCoefficientRatFun  66.21-4ZeroImmutable  31.10-3ZeroMapping  32.2-8ZeroMutable  31.10-3ZeroOp  31.10-3ZeroSameMutability  31.10-3ZeroSM  31.10-3Zeta  19.2-1ZippedProduct  66.23-2ZippedSum  66.23-1ZmodnZ  14.5-2ZmodnZObj, for a residue class family and integer  14.5-3ZmodnZObj, for two integers  14.5-3ZmodpZ  14.5-2ZmodpZNC  14.5-2ZumbroichBase  60.3-1Zuppos  39.20-8
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