The GAP 4 Manual - Full Index C
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A
B
C
D
E
F
G
H
I
J
K
L
M
N
O
P
Q
R
S
T
U
V
W
X
Y
Z
CAS
R 67.19
CAS format
R 67.19
CAS tables
R 67.19
CASInfo
R 71.7
CASString
R 67.19
CIUnivPols
R 62.1
COHORTSPRIMITIVEGROUPS
R 47.8
CallFuncList
R 5.2
CanComputeIndex
R 36.23
CanComputeIsSubset
R 36.23
CanComputeSize
R 36.23
CanComputeSizeAnySubgroup
R 36.23
CanEasilyCompareElements
R 29.10
CanEasilyCompareElementsFamily
R 29.10
CanEasilyComputePcgs
R 42.2
CanEasilySortElements
R 29.10
CanEasilySortElementsFamily
R 29.10
CanEasilyTestMembership
R 36.23
CanonicalBasis
R 58.4
CanonicalBasis, for matrix spaces
R 58.8
CanonicalBasis, for row spaces
R 58.8
CanonicalElt
N 3.2
CanonicalGenerators
R 60.7
CanonicalPcElement
R 42.5
CanonicalPcgs
R 42.8
CanonicalPcgsByGeneratorsWithImages
R 42.9
CanonicalRepresentativeDeterminatorOfExternalSet
R 38.10
CanonicalRepresentativeOfExternalSet
R 38.10
CanonicalRightCosetElement
R 36.6
Carmichaels lambda function
R 15.1
CartanMatrix
R 60.7
CartanSubalgebra
R 60.3
Cartesian
R 21.16
CategoriesOfObject
R 13.3
CategoryCollections
P 3.1
CategoryCollections
R 28.1
CategoryFamily
P 3.1
Center
R 32.4
CentralCharacter
R 68.8
CentralIdempotentsOfAlgebra
R 59.8
Centralizer
R 32.4
CentralizerInGLnZ
R 41.4
CentralizerModulo
R 36.17
Centre
R 32.4
CentreOfCharacter
R 68.8
ChainHomomorphicImage
N 5.0
ChainStatistics
N 5.0
ChainSubgroupByDirectProduct
N 5.3
ChainSubgroupByHomomorphism
N 5.2
ChainSubgroupByPSubgroupOfAbelian
N 5.3
ChainSubgroupByProjectionFunction
N 5.2
ChainSubgroupBySiftFunction
N 5.4
ChainSubgroupByStabiliser
N 5.1
ChainSubgroupByTrivialSubgroup
N 5.4
ChainSubgroupQuotient
N 5.2
Chains of subgroups
N 5.0
ChangeStabChain
R 40.10
ChangedBaseGroup
N 5.1
Character
R 68.6
Character Tables
R 67.0
CharacterDegrees
R 67.7
CharacterNames
R 67.7
CharacterParameters
R 71.3
CharacterTable
R 67.2
CharacterTableDirectProduct
R 67.16
CharacterTableFactorGroup
R 67.16
CharacterTableFromLibrary
R 71.2
CharacterTableIsoclinic
R 67.16
CharacterTableSpecialized
R 71.3
CharacterTableWithSortedCharacters
R 67.17
CharacterTableWithSortedClasses
R 67.17
CharacterTableWreathSymmetric
R 67.16
Characteristic
R 29.9
CharacteristicPolynomial
R 24.12
CharsFamily V
R 26.7
CheckFixedPoints
R 69.3
CheckForHandlingByNiceBasis
R 58.11
CheckPermChar
R 69.5
ChevalleyBasis
R 60.7
ChiefSeries
R 36.16
ChiefSeriesThrough
R 36.16
ChiefSeriesUnderAction
R 36.16
ChineseRem
R 14.2
Class Functions
R 68.0
ClassFunction
R 68.6
ClassFunctionSameType
R 68.6
ClassMultiplicationCoefficient.ctbl
R 67.9
ClassNames
R 67.7
ClassNamesTom
R 66.7
ClassOrbit
R 67.7
ClassParameters
R 71.3
ClassPermutation
R 67.17
ClassPositionsOfAgemo
R 67.7
ClassPositionsOfCentre.ctbl
R 67.7
ClassPositionsOfCentre.ctblfuns
R 68.8
ClassPositionsOfDerivedSubgroup
R 67.7
ClassPositionsOfDirectProductDecompositions
R 67.7
ClassPositionsOfElementaryAbelianSeries
R 67.7
ClassPositionsOfFittingSubgroup
R 67.7
ClassPositionsOfKernel
R 68.8
ClassPositionsOfLowerCentralSeries
R 67.7
ClassPositionsOfMaximalNormalSubgroups
R 67.7
ClassPositionsOfNormalClosure
R 67.7
ClassPositionsOfNormalSubgroup
R 67.21
ClassPositionsOfNormalSubgroups
R 67.7
ClassPositionsOfSupersolvableResiduum
R 67.7
ClassPositionsOfUpperCentralSeries
R 67.7
ClassRoots
R 67.7
ClassStructureCharTable
R 67.9
ClassTypesTom
R 66.7
ClassesSolvableGroup
R 42.17
CleanedTailPcElement
R 42.5
ClearCacheStats
R 7.7
ClearProfile
R 7.7
CloseMutableBasis
R 58.7
CloseStream
R 10.2
ClosureGroup
R 36.4
ClosureGroupAddElm
R 36.4
ClosureGroupCompare
R 36.4
ClosureGroupDefault
R 36.4
ClosureGroupIntest
R 36.4
ClosureLeftModule
R 54.2
ClosureNearAdditiveGroup
R 52.4
ClosureRing
R 53.1
ClosureStruct
R 29.3
ClosureSubgroup
R 36.4
ClosureSubgroupNC
R 36.4
CoKernelOfAdditiveGeneralMapping
R 30.9
CoKernelOfMultiplicativeGeneralMapping
R 30.8
R 30.10
Coboundaries
R 60.12
Cochain
R 60.12
CochainSpace
R 60.12
Cocycles
R 60.12
CodePcGroup
R 43.9
CodePcgs
R 43.9
Coefficients
R 58.5
CoefficientsAndMagmaElements
R 61.2
CoefficientsFamily
R 62.16
CoefficientsMultiadic
R 14.2
CoefficientsOfLaurentPolynomial
R 62.12
CoefficientsOfUnivariatePolynomial
R 62.4
CoefficientsQadic
R 14.2
CoefficientsRing
R 62.13
CoeffsCyc
R 18.1
CoeffsMod
R 23.3
CollapsedMat
R 69.3
Collected
R 21.16
Collections
R 28.0
CollectionsFamily
P 3.6
CollectionsFamily
R 28.1
ColumnIndexOfReesMatrixSemigroupElement
R 48.6
ColumnIndexOfReesZeroMatrixSemigroupElement
R 48.6
Combinations
R 17.2
CombinatorialCollector
R 43.4
Combinatorics
R 17.0
Comm
R 29.11
Comm, for words
R 34.4
CommutativeDiagram
R 69.3
CommutatorFactorGroup
R 36.17
CommutatorLength
R 36.11
CommutatorSubgroup
R 36.11
Compacted
R 21.16
CompanionMat
R 24.12
CompareVersionNumbers
R 73.4
CompatibleConjugacyClasses
R 67.5
CompatiblePairs
R 43.8
ComplementSystem
R 36.12
Complementclasses
R 36.10
ComplementclassesEA
R 36.22
CompleteSchreierTransversal
N 4.2
ComplexConjugate
R 57.2
ComplexificationQuat
R 59.4
CompositionMapping
R 30.1
CompositionMapping, for Frobenius automorphisms
R 56.4
CompositionMapping2
R 30.1
CompositionMaps
R 69.3
CompositionSeries
R 36.16
ComputedBrauerTables
R 67.2
ComputedClassFusions
R 69.2
ComputedIndicators
R 67.9
ComputedIsPSolvableCharacterTables
R 67.9
ComputedPowerMaps
R 69.1
ComputedPrimeBlockss
R 67.8
Concatenation
R 21.16
Conductor
R 18.1
ConfluentRws
R 35.1
Congruences
R 69.4
ConjugacyClass
R 36.9
ConjugacyClassSubgroups
R 36.18
ConjugacyClasses.ctbl
R 67.5
ConjugacyClasses.grp
R 36.9
ConjugacyClassesByOrbits
R 36.9
ConjugacyClassesByRandomSearch
R 36.9
ConjugacyClassesMaximalSubgroups
R 36.18
ConjugacyClassesPerfectSubgroups
R 36.19
ConjugacyClassesSubgroups
R 36.18
ConjugateDominantWeight
R 60.7
ConjugateDominantWeightWithWord
R 60.7
ConjugateGroup
R 36.2
ConjugateSubgroup
R 36.3
ConjugateSubgroups
R 36.3
Conjugates
R 55.3
ConjugatorAutomorphism
R 37.5
ConjugatorAutomorphismNC
R 37.5
ConjugatorIsomorphism
R 37.5
ConjugatorOfConjugatorIsomorphism
R 37.5
ConnectGroupAndCharacterTable
R 67.5
ConsiderKernels
R 69.4
ConsiderSmallerPowerMaps
R 69.4
ConsiderTableAutomorphisms
R 69.5
ConstantTimeAccessList
R 21.13
ConstituentsOfCharacter
R 68.8
ContainedCharacters
R 69.3
ContainedDecomposables
R 69.3
ContainedMaps
R 69.3
ContainedPossibleCharacters
R 69.3
ContainedPossibleVirtualCharacters
R 69.3
ContainedSpecialVectors
R 69.3
ContainedTom
R 66.9
ContainingTom
R 66.9
ConvertToCharacterTable
R 67.2
ConvertToCharacterTableNC
R 67.2
ConvertToMatrixRep
R 24.13
ConvertToRangeRep
R 21.18
ConvertToStringRep
R 26.7
ConvertToTableOfMarks
R 66.6
ConvertToVectorRep
R 23.2
ConwayPolynomial
R 56.5
Copy
R 12.7
CopyOptionsDefaults
R 40.10
CopyStabChain
R 40.10
Core
R 36.10
CorrespondingGeneratorsByModuloPcgs
R 42.9
CosetLeadersMatFFE
R 23.5
CosetTable
R 44.5
CosetTableBySubgroup
R 44.5
CosetTableDefaultLimit V
R 44.5
CosetTableDefaultMaxLimit V
R 44.5
CosetTableFromGensAndRels
R 44.5
CosetTableInWholeGroup
R 44.5
CosetTableOfFpSemigroup
R 50.5
CrcFile
R 3.8
R 9.7
CreateCompletionFiles
R 3.4
CreateCompletionFilesPkg
E 4.10
Creating New Objects
P 3.0
CrystGroupDefaultAction V
R 41.5
Cycle
R 38.7
CycleLength
R 38.7
CycleLengths
R 38.7
CycleStructureClass
R 68.8
CycleStructurePerm
R 39.3
Cycles
R 38.7
CyclicExtensionsTom
R 66.9
CyclicGroup