The GAP 4 Manual - Full Index I
_
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
IRIX
R 72.3
IdFunc
R 5.3
IdGroup
R 47.6
Ideal
R 53.2
IdealByGenerators
R 53.2
IdealNC
R 53.2
IdempotentsTom
R 66.7
IdempotentsTomInfo
R 66.7
IdentificationOfConjugacyClasses
R 67.5
Identifier
R 66.7
R 67.7
Identity
R 29.9
IdentityFromSCTable
R 59.3
IdentityMapping
R 30.1
IdentityMat
R 24.4
IdsOfAllGroups
R 47.6
IdsOfAllSmallGroups
R 47.6
Image
R 30.3
Image, for Frobenius automorphisms
R 56.4
ImageElm
R 30.3
ImageElt
N 3.2
ImageGroup
N 4.3
ImageListOfTransformation
R 51.0
ImageSetOfTransformation
R 51.0
Images
R 30.3
ImagesElm
R 30.3
ImagesRepresentative
R 30.3
ImagesSet
R 30.3
ImagesSmallestGenerators
R 37.3
ImagesSource
N 3.2
ImagesSource
R 30.3
ImfInvariants
R 47.9
ImfMatrixGroup
R 47.9
ImfNumberQClasses
R 47.9
ImfNumberQQClasses
R 47.9
ImfNumberZClasses
R 47.9
Immutable
R 12.6
ImmutableBasis
R 58.7
InParentFOA
E 5.2
IndependentGeneratorsOfAbelianGroup
R 36.21
Indeterminate
R 62.1
IndeterminateName
R 62.1
IndeterminateNumberOfLaurentPolynomial
R 62.12
IndeterminateNumberOfUnivariateRationalFunction
R 62.1
IndeterminateOfUnivariateRationalFunction
R 62.1
Indeterminateness
R 69.3
IndeterminatesOfPolynomialRing
R 62.13
Index
R 36.3
IndexInWholeGroup
R 36.3
Indicator
R 67.9
IndicatorOp
R 67.9
IndicesInvolutaryGenerators
R 44.5
IndicesNormalSteps
R 42.11
IndicesOfAdjointBasis
R 59.8
IndicesStabChain
R 40.9
Indirected
R 69.3
InducedAutomorphism
R 37.6
InducedClassFunction
R 68.9
InducedClassFunctions
R 68.9
InducedCyclic
R 68.9
InducedPcgs
R 42.7
InducedPcgsByGenerators
R 42.7
InducedPcgsByGeneratorsNC
R 42.7
InducedPcgsByPcSequence
R 42.7
InducedPcgsByPcSequenceAndGenerators
R 42.7
InducedPcgsByPcSequenceNC
R 42.7
InducedPcgsWrtFamilyPcgs
R 43.1
InducedPcgsWrtSpecialPcgs
R 42.13
Inequalities
R 68.14
InertiaSubgroup
R 68.8
Info
R 7.4
InfoAlgebra V
R 59.0
InfoAttributes V
R 13.6
InfoBckt V
R 40.11
InfoCharacterTable V
R 67.3
InfoCoh V
R 36.22
InfoComplement V
R 36.10
InfoCoset V
R 36.8
InfoFpGroup V
R 44.0
InfoGroup V
R 36.2
InfoLattice V
R 36.19
InfoLevel
R 7.4
InfoMatrix V
R 24.0
InfoMonomial V
R 70.0
InfoNumtheor V
R 15.0
InfoOptions V
R 8.0
InfoPcSubgroup V
R 36.20
InfoText
R 67.7
InfoTom V
R 66.6
InitFusion
R 69.5
InitPowerMap
R 69.4
Injection
N 4.4
InjectionZeroMagma
R 32.2
InnerAutomorphism
R 37.5
InnerAutomorphismNC
R 37.5
InnerAutomorphismsAutomorphismGroup
R 37.6
Input-Output Streams
N 6.0
InputLogTo
R 9.7
R 10.4
InputOutputLocalProcess
N 6.0
InputTextFile
R 10.5
InputTextNone
R 10.8
InputTextString
R 10.7
InputTextUser
R 10.6
InsertTrivialStabilizer
R 40.10
InstallAtExit
R 6.7
InstallFactorMaintenance
R 29.12
InstallFlushableValue
P 3.14
InstallGlobalFunction
P 3.14
InstallHandlingByNiceBasis
R 58.11
InstallImmediateMethod
P 2.6
InstallIsomorphismMaintenance
R 29.12
InstallMethod
P 2.2
InstallSubsetMaintenance
R 29.12
InstallTrueMethod
P 2.7
InstallValue
P 3.14
Installing GAP
R 72.0
Int
R 14.1
IntFFE
R 56.2
IntScalarProducts
R 69.3
IntVecFFE
R 56.2
Integers
R 14.0
Integers V
R 14.0
Integral matrices and lattices
R 25.0
IntegralizedMat
R 25.2
IntermediateGroup
R 36.16
IntermediateSubgroups
R 36.16
InterpolatedPolynomial
R 53.7
IntersectBlist
R 22.3
IntersectSet
R 21.15
Intersection
R 28.4
Intersection2
R 28.4
IntersectionBlist
R 22.2
IntersectionsTom
R 66.9
InvariantBilinearForm
R 41.3
InvariantElementaryAbelianSeries
R 36.16
InvariantLattice
R 41.4
InvariantQuadraticForm
R 41.3
InvariantSesquilinearForm
R 41.3
InvariantSubgroupsElementaryAbelianGroup
R 36.20
Inverse
R 29.9
Inverse, group homomorphism
R 37.2
InverseClasses
R 67.7
InverseGeneralMapping
R 30.1
InverseMap
R 69.3
InverseMatMod
R 24.13
InverseOp
R 29.9
InverseRepresentative
R 40.9
Irr
R 67.7
IrrBaumClausen
R 67.11
IrrConlon
R 67.11
IrrDixonSchneider
R 67.11
IrreducibleDifferences
R 68.10
IrreducibleRepresentations
R 67.11
IrreducibleSolvableGroup
R 47.8
IsAbelian
R 32.4
IsAbelianNumberField
R 57.2
IsAbelianNumberFieldPolynomialRing
R 62.13
IsAdditiveElement
R 29.13
IsAdditiveElementWithInverse
R 29.13
IsAdditiveElementWithZero
R 29.13
IsAdditiveGroup
R 52.1
IsAdditiveGroupGeneralMapping
R 30.9
IsAdditiveGroupHomomorphism
R 30.9
IsAdditiveMagma
R 52.1
IsAdditiveMagmaWithInverses
R 52.1
IsAdditiveMagmaWithZero
R 52.1
IsAdditivelyCommutative
R 52.3
IsAdditivelyCommutativeElement
R 29.14
IsAdditivelyCommutativeElementCollColl
R 29.14
IsAdditivelyCommutativeElementCollection
R 29.14
IsAdditivelyCommutativeElementFamily
R 29.14
IsAlgebra
R 59.7
IsAlgebraGeneralMapping
R 30.11
IsAlgebraHomomorphism
R 30.11
IsAlgebraModuleElement
R 59.10
IsAlgebraModuleElementCollection
R 59.10
IsAlgebraModuleElementFamily
R 59.10
IsAlgebraWithOne
R 59.7
IsAlgebraWithOneGeneralMapping
R 30.11
IsAlgebraWithOneHomomorphism
R 30.11
IsAlgebraicElement
R 63.2
IsAlgebraicExtension
R 63.1
IsAlphaChar
R 26.2
IsAlternatingGroup
R 40.3
IsAnticommutative
R 53.4
IsAssocWord
R 34.1
IsAssocWordWithInverse
R 34.1
IsAssocWordWithOne
R 34.1
IsAssociated
R 53.5
IsAssociative
R 32.4
IsAssociativeElement
R 29.14
IsAssociativeElementCollColl
R 29.14
IsAssociativeElementCollection
R 29.14
IsAutomorphismGroup
R 37.6
IsBOundElmWPObj
E 6.3
IsBasicWreathLessThanOrEqual
R 34.3
IsBasis
R 58.4
IsBasisByNiceBasis
R 58.10
IsBasisOfAlgebraModuleElementSpace
R 59.10
IsBergerCondition
R 70.1
IsBijective
R 30.2
IsBinaryRelation
R 31.1
IsBlist
R 22.0
IsBool
R 20.0
IsBound, for lists M
R 21.5
IsBoundGlobal
R 4.9
IsBrauerTable
R 67.3
IsBravaisGroup
R 41.4
IsBuiltFromAdditiveMagmaWithInverses
R 35.3
IsBuiltFromGroup
R 35.3
IsBuiltFromMagma
R 35.3
IsBuiltFromMagmaWithInverses
R 35.3
IsBuiltFromMagmaWithOne
R 35.3
IsBuiltFromSemigroup
R 35.3
IsCanonicalBasis
R 58.6
IsCanonicalBasisFullMatrixModule
R 58.8
IsCanonicalBasisFullRowModule
R 58.8
IsCanonicalNiceMonomorphism
R 37.4
IsCanonicalPcgs
R 42.8
IsCentral
R 32.4
IsChainTypeGroup
N 5.0
IsChar
R 26.0
IsCharCollection
R 26.0
IsCharacter
R 68.8
IsCharacterTable
R 67.3
IsCharacterTableInProgress
R 67.3
IsCharacteristicSubgroup
R 36.3
IsClassFunction
R 68.0
IsClassFusionOfNormalSubgroup
R 67.9
IsClosedStream@`IsClosedStream'
R 10.1
IsCochain
R 60.12
IsCochainCollection
R 60.12
IsCollection
R 28.0
IsCollectionFamily
R 28.1
IsCommutative
R 32.4
IsCommutativeElement
R 29.14
IsCommutativeElementCollColl
R 29.14
IsCommutativeElementCollection
R 29.14
IsConfluent
R 35.1
R 43.4
IsConjugacyClassSubgroupsByStabilizerRep
R 36.18
IsConjugacyClassSubgroupsRep
R 36.18
IsConjugate
R 36.9
IsConjugatorAutomorphism
R 37.5
IsConjugatorIsomorphism
R 37.5
IsConstantRationalFunction
R 62.4
IsConstantTimeAccessGeneralMapping
R 30.12
IsConstantTimeAccessList
R 21.1
IsContainedInSpan
R 58.7
IsCopyable
R 12.6
IsCyc
R 18.1
IsCyclic
R 36.14
IsCyclotomic
R 18.1
IsCyclotomicMatrixGroup
R 41.4
IsDenseList
R 21.1
IsDiagonalMat