The GAP 4 Manual - Full Index D
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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
- d_N R 18.4
- Darstellungsgruppe, see EpimorphismSchurCover R 37.23
- data type, unknown R 19.0
- DataType R 13.9.2
- DayDMY R 26.7.4
- DaysInMonth R 26.7.2
- DaysInYear R 26.7.1
- Debugging T 9.19
- Debugging and Profiling Facilities R 7.0
- Debugging Recursion R 7.10
- DEC R 25.2
- Declaration and Implementation Part E 4.9
- Declaration and Implementation Part P 3.16
- DeclareAttribute P 3.15.2
- DeclareAttribute, example P 4.5 P 4.11
- DeclareAutoPackage R 74.4.1
- DeclareCategory P 3.15.2
- DeclareFilter P 3.15.2
- DeclareGlobalFunction P 3.15.3
- DeclareGlobalVariable P 3.15.5
- DeclareHandlingByNiceBasis R 59.11.1
- DeclareInfoClass R 7.4.2
- DeclareOperation P 3.15.3
- DeclarePackage R 74.4.1
- DeclarePackageAutoDocumentation R 74.4.2
- DeclarePackageDocumentation R 74.4.2
- DeclareProperty P 3.15.2
- DeclareRepresentation, example P 4.6
- DeclareRepresentation P 3.15.2
- DeclareRepresentation, belongs to implementation part P 3.16
- DeclareSynonym P 3.15.7
- DeclareSynonymAttr P 3.15.8
- DecodeTree R 46.11 R 46.11.1
- decompose, a group character R 70.8
- DecomposedFixedPointVector R 68.9.8
- DecomposeTensorProduct R 61.13.3
- Decomposition R 25.2.1
- decomposition matrix R 25.2
- DecompositionInt R 25.2.5
- DecompositionMatrix R 69.9.4
- Decompositions R 25.2
- Decreased R 70.10.7
- DefaultField, for cyclotomics R 18.1
- DefaultField, for finite field elements R 57.3
- DefaultField R 56.1.4
- DefaultFieldByGenerators R 56.1.5
- DefaultFieldOfMatrix R 24.3.2
- DefaultFieldOfMatrixGroup R 42.1.2
- DefaultRing R 54.1.3
- DefaultRing, for finite field elements R 57.3
- DefaultRingByGenerators R 54.1.5
- DefaultStabChainOptions R 41.7.3
- Defining a Pcgs Yourself R 43.3
- DefiningPolynomial R 56.2.7
- DefiningQuotientHomomorphism R 45.12.4
- DegreeFFE R 57.2.1
- DegreeIndeterminate R 64.6.1
- DegreeOfBinaryRelation R 32.2.10
- DegreeOfCharacter R 70.8.4
- DegreeOfLaurentPolynomial R 64.5.3
- DegreeOfTransformation R 52.0
- DegreeOfTransformationSemigroup R 49.1.2
- DegreeOverPrimeField R 56.2.6
- Delta R 72.1.2
- denominator, of a rational R 16.1
- Denominator T 9.4
- DenominatorCyc R 18.1.9
- DenominatorOfModuloPcgs R 43.9.4
- DenominatorOfRationalFunction R 64.4.3
- DenominatorRat R 16.1.5
- Dense hash tables N 2.5
- DenseHashTable N 2.5.1
- DenseIntKey N 2.4.2
- DepthOfPcElement R 43.5.4
- DepthOfUpperTriangularMatrix R 24.11.3
- DepthVector T 9.4
- Derangements R 17.2.11
- Derivations R 61.2.5
- Derivative R 64.6.5
- DerivedLength R 37.16.8
- DerivedSeriesOfGroup R 37.16.7
- DerivedSubgroup R 37.11.3
- DerivedSubgroupsTom R 68.9.2
- DerivedSubgroupsTomPossible R 68.9.3
- DerivedSubgroupsTomUnique R 68.9.3
- DerivedSubgroupTom R 68.9.2
- DescriptionOfRootOfUnity R 18.1.11
- Designing new Multiplicative Objects P 6.2
- Determinant R 24.3.4
- determinant character R 70.8
- DeterminantMat R 24.3.4
- DeterminantMatDestructive R 24.3.5
- DeterminantMatDivFree R 24.3.6
- DeterminantOfCharacter R 70.8.18
- Developing rewriting systems R 36.4
- DiagonalizeIntMatNormDriven R 25.1.1
- DiagonalizeMat R 24.8.2
- DiagonalMat R 24.4.4
- DiagonalOfMat R 24.11.1
- Dictionaries N 2.1
- Dictionaries and General Hash Tables N 2.0
- DictionaryByPosition N 2.1.6
- Difference R 28.4.4
- DifferenceBlist R 22.2.3
- Different Notions of Generation T 9.9
- DihedralGroup R 48.1.5
- Dimension R 55.3.4
- DimensionOfHighestWeightModule R 61.13.4
- DimensionOfMatrixGroup R 42.1.1
- DimensionOfVectors R 59.8.6
- DimensionsLoewyFactors R 37.16.15
- DimensionsMat R 24.3.1
- Direct product chain subgroups N 5.3
- Direct Products R 47.1
- Direct Sum Decompositions R 61.6
- Directories R 9.3
- DirectoriesLibrary R 9.3.4
- DirectoriesPackageLibrary R 74.4.6
- DirectoriesPackagePrograms R 74.4.7
- DirectoriesSystemPrograms R 9.3.5
- Directory R 9.3.1
- DirectoryCurrent R 9.3.3
- DirectoryTemporary R 9.3.2
- DirectProduct R 47.1.1
- DirectProductOp R 47.1.1
- DirectSumDecomposition R 60.8.18
- DirectSumDecomposition, for Lie algebras R 61.6.2
- DirectSumOfAlgebraModules R 60.10.23
- DirectSumOfAlgebraModules, for Lie algebras R 61.14.4
- DirectSumOfAlgebras R 60.8.14
- disable automatic loading R 74.3
- DisableAttributeValueStoring R 13.6.5
- Discriminant R 64.6.6
- Display, for character tables R 69.11 R 70.5
- Display, for tables of marks R 68.4
- Display R 6.2.4
- DisplayCacheStats R 7.7.11
- DisplayCompositionSeries R 37.16.6
- DisplayEggBoxOfDClass R 49.5.7
- DisplayImfInvariants R 48.11.2
- DisplayInformationPerfectGroups R 48.8.7
- DisplayOptions R 69.11.1
- DisplayOptionsStack R 8.0
- DisplayProfile R 7.7.8
- DisplayRevision R 7.8.1
- DistancesDistributionMatFFEVecFFE R 23.5.4
- DistancesDistributionVecFFEsVecFFE R 23.5.3
- DistanceVecFFE R 23.5.2
- Distinguished Subalgebras R 61.3
- division R 4.12.1
- division, operation R 30.12.1
- division rings R 56.0
- DivisionRingByGenerators R 56.1.8
- divisors, of an integer R 14.3
- DivisorsInt R 14.3.9
- Dixon-Schneider algorithm R 69.13
- DixonInit R 69.14.2
- DixonRecord R 69.14.1
- DixonSplit R 69.14.4
- DixontinI R 69.14.3
- DMYDay R 26.7.3
- DMYhmsSeconds R 26.7.11
- DnLattice R 70.10.8
- DnLatticeIterative R 70.10.9
- do R 4.19
- document formats, for help books E 5.3
- document formats (text, dvi, ps, pdf, HTML) R 2.3
- Domain R 30.9.3
- Domain Categories R 30.6
- Domain Constructors T 7.4
- DomainByGenerators R 30.9.3
- Domains T 7.0
- Domains R 12.4
- Domains and their Elements R 30.0
- Domains as Sets T 7.1
- Domains Generated by Class Functions R 70.16
- Domains of Subspaces of Vector Spaces R 59.3
- DominantCharacter R 61.13.2
- DominantWeights R 61.13.1
- Double Cosets R 37.8
- DoubleCoset R 37.8.1
- DoubleCosetRepsAndSizes R 37.8.5
- DoubleCosets, operation R 37.8.3
- DoubleCosetsNC, operation R 37.8.3
- DoubleHashArraySize N 2.6.3
- doublequote character R 26.1
- doublequotes R 26.0
- DownEnv T 9.19
- DownEnv R 6.4.1
- Dummy Streams R 10.9
- duplicate free R 21.17
- DuplicateFreeList R 21.20.4
- Duplication of Lists R 21.7
- Duplication of Objects R 12.7
- DxIncludeIrreducibles R 69.14.6
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