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
- i_N R 18.4
- Ideal R 54.2.1
- IdealByGenerators R 54.2.4
- IdealNC R 54.2.2
- Ideals R 60.6
- Ideals in Rings R 54.2
- Ideals of semigroups R 49.2
- Idempotents R 33.4.6
- IdempotentsTom R 68.7.8
- IdempotentsTomInfo R 68.7.8
- Identical Lists R 21.6
- Identical Lists T 3.2
- Identical Objects R 12.5
- Identical Records R 27.3
- IdentificationOfConjugacyClasses R 69.6.3
- Identifier, for character tables R 69.8.11
- Identifier, for tables of marks R 68.7.9
- identifier T 2.4
- Identifiers R 4.6
- Identity R 30.10.2
- IdentityBinaryRelation R 32.1.3
- IdentityFromSCTable R 60.3.6
- IdentityMapping R 31.1.9
- IdentityMat R 24.4.1
- IdentityTransformation R 52.0
- IdFunc R 5.3.4
- IdGap3SolvableGroup R 48.7.7
- IdGroup R 48.7.5
- IdSmallGroup R 48.7.5
- IdsOfAllSmallGroups R 48.7.6
- If R 4.16
- if statement R 4.16.1
- If Statements T 4.2
- If Things Go Wrong R 73.19
- Image R 31.3.6
- Image, for Frobenius automorphisms R 57.4
- image, vector under matrix R 24.2.10
- ImageElm R 31.3.5
- ImageElt N 3.2.3
- ImageGroup N 4.3.4
- ImageListOfTransformation R 52.0
- Images R 31.3.7
- Images under Mappings R 31.3
- ImagesElm R 31.3.3
- ImageSetOfTransformation R 52.0
- ImagesRepresentative R 31.3.2
- ImagesSet R 31.3.4
- ImagesSmallestGenerators R 38.3.1
- ImagesSource R 31.3.1
- ImagesSource N 3.2.7
- ImfInvariants R 48.11.3
- ImfMatrixGroup R 48.11.4
- ImfNumberQClasses R 48.11.1
- ImfNumberQQClasses R 48.11.1
- ImfNumberZClasses R 48.11.1
- Immediate and True Methods T 8.3
- Immediate Methods P 2.6
- Immutability T 3.3
- Immutable R 12.6.3
- Immutable Objects T 9.6
- ImmutableBasis R 59.7.4
- ImmutableMatrix R 24.13.1
- Implementing New List Objects P 3.11
- in, operation for R 28.5.1
- in, for lists R 21.8
- in, for strictly sorted lists R 21.19.1
- in, for collections R 28.5.1
- In Parent Attributes E 6.2
- IndependentGeneratorsOfAbelianGroup R 37.21.5
- Indeterminate R 64.1.1
- IndeterminateName R 64.1.4
- Indeterminateness R 71.3.13
- IndeterminateNumberOfLaurentPolynomial R 64.12.3
- IndeterminateNumberOfUnivariateRationalFunction R 64.1.2
- IndeterminateOfUnivariateRationalFunction R 64.1.3
- Indeterminates R 64.1
- IndeterminatesOfPolynomialRing R 64.14.2
- Index R 37.3.2
- indexing commands E 2.5
- IndexInWholeGroup R 37.3.3
- IndexNC R 37.3.2
- Indicator R 69.10.4
- IndicatorOp R 69.10.4
- IndicesInvolutaryGenerators R 45.5.9
- IndicesNormalSteps R 43.11.9
- IndicesOfAdjointBasis R 60.8.6
- IndicesStabChain R 41.9.7
- Indirected R 71.3.4
- Induced Actions R 67.6
- InducedAutomorphism R 38.7.6
- InducedClassFunction R 70.9.3
- InducedClassFunctions R 70.9.4
- InducedCyclic R 70.9.5
- InducedPcgs R 43.7.4
- InducedPcgsByGenerators R 43.7.5
- InducedPcgsByGeneratorsNC R 43.7.5
- InducedPcgsByPcSequence R 43.7.2
- InducedPcgsByPcSequenceAndGenerators R 43.7.6
- InducedPcgsByPcSequenceNC R 43.7.2
- InducedPcgsWrtFamilyPcgs R 44.1.3
- InducedPcgsWrtSpecialPcgs R 43.13.8
- Inequalities R 70.14.5
- inequality, of records R 27.4.1
- inequality test R 4.11.1
- InertiaSubgroup R 70.8.13
- Infinity R 18.2
- infinity R 18.2.1
- inflated class functions R 70.9
- Info R 7.4.5
- Info Functions R 7.4
- InfoAlgebra R 60.0
- InfoAttributes R 13.6.4
- InfoBckt R 41.11.4
- InfoCharacterTable R 69.4.2
- InfoCoh R 37.22.5
- InfoComplement R 37.10.7
- InfoCoset R 37.8.6
- InfoFpGroup R 45.0
- InfoGroup R 37.2.7
- InfoLattice R 37.19.8
- InfoLevel R 7.4.4
- InfoMatrix R 24.0
- InfoMonomial R 72.0
- InfoNumtheor R 15.0
- InfoOptions R 8.0
- InfoPcSubgroup R 37.20.6
- Information about a function R 5.1
- Information about the version used R 7.8
- InfoText R 69.8.12
- InfoTom R 68.6.1
- InfoWarning R 7.4.6
- init.g, for a GAP package E 4.2 E 4.9
- InitFusion R 71.5.1
- InitPowerMap R 71.4.1
- Injection N 4.4.2
- InjectionZeroMagma R 33.2.12
- inner product, of group characters R 70.8
- InnerAutomorphism R 38.6.3
- InnerAutomorphismNC R 38.6.3
- InnerAutomorphismsAutomorphismGroup R 38.7.5
- InParentFOA E 6.2.1
- Input-Output Streams R 10.8
- InputLogTo R 9.7.7
- InputLogTo, for streams R 10.4.6
- InputLogTo, stop logging input R 9.7.8
- InputOutputLocalProcess R 10.8.2
- InputTextFile R 10.5.1
- InputTextNone R 10.9.1
- InputTextString R 10.7.1
- InputTextUser R 10.6.1
- InsertTrivialStabilizer R 41.10.8
- InstallAtExit R 6.7.2
- installation, under Windows R 73.10
- installation R 73.0
- installation, under UNIX R 73.4
- Installation for the Impatient R 73.1
- Installation of GAP for MacOS R 73.14
- Installation of GAP for UNIX R 73.4
- Installation of GAP for Windows R 73.10
- Installation of GAP Package Binaries E 4.5
- InstallCharReadHookFunc R 10.10.1
- InstalledPackageVersion R 74.4.5
- InstallFactorMaintenance R 30.13.6
- InstallFlushableValue P 3.15.6
- InstallGlobalFunction P 3.15.4
- InstallHandlingByNiceBasis R 59.11.1
- InstallImmediateMethod P 2.6.1
- Installing a GAP Package in your home directory R 74.2
- Installing a Help Book E 5.1
- Installing GAP R 73.0
- Installing GAP Packages R 74.1
- InstallIsomorphismMaintenance R 30.13.5
- InstallMethod P 2.2.1
- InstallOtherMethod P 2.2.2
- InstallSubsetMaintenance R 30.13.4
- InstallTrueMethod P 2.7.1
- InstallValue P 3.15.6
- Int, for strings R 26.6.1
- Int R 14.1.3
- Int, for cyclotomics R 18.1
- integer part of a quotient R 14.2
- Integers R 14.0 R 14.0
- Integral Bases for Abelian Number Fields R 58.1
- Integral matrices and lattices R 25.0
- IntegralizedMat R 25.2.4
- IntegratedStraightLineProgram R 35.8.8
- Interface to the CAS System R 69.20
- Interface to the GAP Help System E 5.0
- Interface to the MOC System R 69.21
- IntermediateGroup R 37.16.17
- IntermediateSubgroups R 37.16.18
- Internally Represented Cyclotomics R 18.6
- Internally Represented Strings R 26.2
- InterpolatedPolynomial R 54.7.9
- IntersectBlist R 22.3.3
- Intersection R 28.4.2
- Intersection, for groups with pcgs R 43.16
- intersection, of sets R 21.19
- intersection, of collections R 28.4
- Intersection2 R 28.4.2
- IntersectionBlist R 22.2.2
- IntersectionsTom R 68.9.10
- IntersectSet R 21.19.7
- IntFFE R 57.2.3
- IntHexString R 26.6.1
- Introducing new Viewer for the Online Help E 5.4
- IntScalarProducts R 71.3.15 R 71.3
- IntVecFFE R 57.2.4
- Invariant Forms R 42.4
- InvariantBilinearForm R 42.4.1
- InvariantElementaryAbelianSeries R 37.16.10
- InvariantLattice R 42.5.6
- InvariantQuadraticForm R 42.4.5
- InvariantSesquilinearForm R 42.4.3
- InvariantSubgroupsElementaryAbelianGroup R 37.20.2
- inverse, of class function R 70.4
- Inverse R 30.10.8
- Inverse, group homomorphism R 38.2
- inverse, matrix R 24.2.8
- InverseAttr R 30.10.8
- InverseClasses R 69.8.13
- InverseGeneralMapping R 31.1.3
- InverseImmutable R 30.10.8
- InverseMap R 71.3.2
- InverseMatMod R 24.13.5
- InverseMutable R 30.10.8
- InverseOp R 30.10.8
- InverseRepresentative R 41.9.10
- InverseSameMutability R 30.10.8
- InverseSM R 30.10.8
- Invoking the Help R 2.1
- IRIX R 73.3
- Irr R 69.8.2
- irrationalities R 18.0
- IrrBaumClausen R 69.12.3
- IrrConlon R 69.12.2
- IrrDixonSchneider R 69.12.1
- Irreducibility Tests R 67.4
- irreducible character R 70.8
- irreducible characters, computation R 69.14
- Irreducible Maximal Finite Integral Matrix Groups R 48.11
- Irreducible Solvable Matrix Groups R 48.10
- IrreducibleDifferences R 70.10.3
- IrreducibleModules, for groups with pcgs R 43.16
- IrreducibleRepresentations R 69.12.4
- IrreducibleRepresentationsDixon R 69.12.5
- IrreducibleSolvableGroup R 48.10.6
- IrreducibleSolvableGroupMS R 48.10.1
- Is16BitsFamily R 35.6.7
- Is32BitsFamily R 35.6.7
- Is8BitsFamily R 35.6.7
- IsAbelian