The GAP 4 Manual - Full Index S
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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
SL
R 47.2
SMTX.AbsoluteIrreducibilityTest
R 65.8
SMTX.AlgEl
R 65.9
SMTX.AlgElCharPol
R 65.9
SMTX.AlgElCharPolFac
R 65.9
SMTX.AlgElMat
R 65.9
SMTX.AlgElNullspaceDimension
R 65.9
SMTX.AlgElNullspaceVec
R 65.9
SMTX.CentMat
R 65.9
SMTX.CentMatMinPoly
R 65.9
SMTX.CompleteBasis
R 65.8
SMTX.Getter
R 65.8
SMTX.GoodElementGModule
R 65.8
SMTX.IrreducibilityTest
R 65.8
SMTX.MatrixSum
R 65.8
SMTX.MinimalSubGModule
R 65.8
SMTX.MinimalSubGModules
R 65.8
SMTX.RandomIrreducibleSubGModule
R 65.8
SMTX.Setter
R 65.8
SMTX.SortHomGModule
R 65.8
SMTX.Subbasis
R 65.9
SNFChouCollins
R 25.1
SNFLLLDriven
R 25.1
SNFNormDriven
R 25.1
SNFofREF
R 25.1
SO
R 47.2
SP
R 47.2
SSortedList
R 28.2
SU
R 47.2
SameBlock
R 67.8
SandwichMatrixOfReesMatrixSemigroup
R 48.6
SandwichMatrixOfReesZeroMatrixSemigroup
R 48.6
SaveOnExitFile
R 6.7
SaveWorkspace
R 3.9
ScalarProduct.ctblfuns
R 68.8
ScanMOC
R 67.20
Schreier
R 45.3
Schreier-Sims, Random
R 40.6
SchreierTransversal
N 4.2
SchreierTreeDepth
N 4.2
ScriptFromString
R 66.10
SecHMSM
R 26.6
SeekPositionStream
R 10.3
SemiEchelonBasis
R 58.8
SemiEchelonBasisNC
R 58.8
SemiEchelonMat
R 24.9
SemiEchelonMatDestructive
R 24.9
SemiEchelonMatTransformation
R 24.9
SemiEchelonMats
R 24.9
SemiEchelonMatsDestructive
R 24.9
SemiSimpleType
R 60.7
SemidirectProduct
R 46.2
Semigroup
R 48.0
SemigroupByGenerators
R 48.0
SemigroupByMultiplicationTable
R 48.0
SemigroupIdealByGenerators
R 48.2
SemigroupOfRewritingSystem
R 50.4
Semigroups
R 48.0
Set
R 28.2
SetAssertionLevel
R 7.5
SetCommutator
R 43.4
SetConjugate
R 43.4
SetCrystGroupDefaultAction
R 41.5
SetElmWPObj
E 6.3
SetEntrySCTable
R 59.3
SetFilterObj
P 3.4
SetHashEntry
N 2.7
SetHashEntryAtLastIndex
N 2.7
SetHelpViewer
R 2.5
R 72.14
SetIndeterminateName
R 62.1
SetInfoLevel
R 7.4
SetParent
R 29.6
SetPower
R 43.4
SetPrintFormattingStatus
R 10.4
SetRecursionTrapInterval
R 7.10
SetX
R 21.17
Setter
R 13.6
ShallowCopy
R 12.7
ShallowCopy, for lists
R 21.7
Share Packages
R 73.0
ShiftedCoeffs
R 23.6
ShiftedPadicNumber
R 64.1
ShortestVectors
R 25.4
ShowArgument
R 7.1
ShowArguments
R 7.1
ShowDetails
R 7.1
ShowImpliedFilters
R 13.2
ShowMethods
R 7.1
ShowOtherMethods
R 7.1
ShrinkCoeffs
R 23.6
ShrinkRowVector
R 23.4
Sift
N 5.0
SiftOneLevel.gptransv
N 4.1
SiftOneLevel.grpchain
N 5.0
SiftedPcElement
R 42.5
SiftedPermutation
R 40.9
SiftedVector
R 58.8
Sigma
R 15.4
SignInt
R 14.1
SignPartition
R 17.2
SignPerm
R 39.3
SimpleLieAlgebra
R 60.2
SimpleSystem
R 60.7
SimplifiedFpGroup
R 45.2
SimplifyPresentation
R 45.7
SimsNo
R 47.8
SimultaneousEigenvalues
R 24.13
SingleCollector
R 43.4
Size
R 28.3
SizeBlist
R 22.1
SizeConsiderFunction
R 36.20
SizeNumbersPerfectGroups
R 47.7
SizeOfChainOfGroup
N 5.0
SizeOfFieldOfDefinition
R 68.15
SizeScreen
R 6.10
SizeStabChain
R 40.9
SizesCentralizers
R 67.7
SizesConjugacyClasses
R 67.7
SizesPerfectGroups
R 47.7
SmallGeneratingSet
R 36.21
SmallGroup
R 47.6
SmallGroupsInformation
R 47.6
SmallerDegreePermutationRepresentation
R 40.2
SmallestGeneratorPerm
R 39.1
SmallestMovedPoint
R 39.2
SmallestRootInt
R 14.1
SmithNormalFormIntegerMat
R 25.1
SmithNormalFormIntegerMatInverseTransforms
R 25.1
SmithNormalFormIntegerMatTransforms
R 25.1
Socle
R 36.11
SocleTypePrimitiveGroup
R 40.4
Solaris
R 72.3
SolutionMat
R 24.6
SolutionMatDestructive
R 24.6
Sort
R 21.14
SortParallel
R 21.14
Sorted Lists as Collections
R 28.2
SortedCharacterTable
R 67.17
SortedCharacters
R 67.17
SortedList
R 28.2
SortedSparseActionHomomorphism
R 38.6
SortedTom
R 66.5
Sortex
R 21.14
SortingPerm
R 21.14
Source
N 3.2
Source
R 30.2
SourceElt
N 3.2
Sp
R 47.2
SparseActionHomomorphism
R 38.6
SparseCartanMatrix
R 60.7
SparseHashTable
N 2.6
SparseIntKey
N 2.4
SpecialLinearGroup
R 47.2
SpecialOrthogonalGroup
R 47.2
SpecialPcgs
R 42.13
SpecialUnitaryGroup
R 47.2
SplitCharacters
R 67.13
SplitExtension
R 43.8
SplitExtensions
R 43.8
SplitString
R 26.4
Sqrt
R 29.11
SquareRoots
R 32.4
StabChain
R 40.7
StabChainBaseStrongGenerators
R 40.7
StabChainImmutable
R 40.7
StabChainMutable
R 40.7
StabChainOp
R 40.7
StabChainOptions
R 40.7
Stabilizer
R 38.4
Stabilizer Chains
E 7.0
StabilizerOfExternalSet
R 38.10
StabilizerPcgs
R 42.15
StandardAssociate
R 53.5
StandardGeneratorsFunctions V
R 66.10
StandardGeneratorsInfo.stdgen
R 66.10
StandardGeneratorsInfo.tom
R 66.11
StandardGeneratorsOfGroup
R 66.10
StarCyc
R 18.5
Stirling number of the first kind
R 17.1
Stirling number of the second kind
R 17.1
Stirling1
R 17.1
Stirling2
R 17.1
StoreFusion
R 69.2
StraightLineProgram
R 34.7
StraightLineProgramNC
R 34.7
StraightLineProgramsTom
R 66.11
StratMeetPartition
E 7.2
Streams
R 10.0
StreamsFamily V
R 10.1
String
R 26.4
StringDate
R 26.6
StringOfResultOfStraightLineProgram
R 34.7
StringPP
R 26.4
StringTime
R 26.6
Strings and Characters
R 26.0
StrongGeneratorsStabChain
R 40.9
StrongGens
N 5.1
Struct
R 29.3
StructByGenerators
R 29.3
StructWithGenerators
R 29.3
StructuralCopy
R 12.7
StructuralCopy, for lists
R 21.7
StructureConstantsTable
R 58.6
SubAlgebraModule
R 59.10
SubSyllables
R 34.5
Subalgebra
R 59.5
SubalgebraNC
R 59.5
SubalgebraWithOne
R 59.5
SubalgebraWithOneNC
R 59.5
SubdirectProduct
R 46.3
Subdomains
R 29.7
Subfield
R 55.2
SubfieldNC
R 55.2
Subfields
R 55.2
Subgroup
R 36.3
SubgroupByPcgs
R 42.7
SubgroupNC
R 36.3
SubgroupOfWholeGroupByCosetTable
R 44.9
SubgroupOfWholeGroupByQuotientSubgroup
R 44.9
SubgroupProperty
R 40.11
SubgroupsSolvableGroup
R 36.20
Submagma
R 32.2
SubmagmaNC
R 32.2
SubmagmaWithInverses
R 32.2
SubmagmaWithInversesNC
R 32.2
SubmagmaWithOne
R 32.2
SubmagmaWithOneNC
R 32.2
Submodule
R 54.2
SubmoduleNC
R 54.2
Submonoid
R 49.0
SubmonoidNC
R 49.0
SubnearAdditiveGroup
R 52.2
SubnearAdditiveGroupNC
R 52.2
SubnearAdditiveMagma
R 52.2
SubnearAdditiveMagmaNC
R 52.2
SubnearAdditiveMagmaWithZero
R 52.2
SubnearAdditiveMagmaWithZeroNC
R 52.2
SubnormalSeries
R 36.16
Subring
R 53.1
SubringNC
R 53.1
SubringWithOne
R 53.3
SubringWithOneNC
R 53.3
SubsTom
R 66.7
Subsemigroup
R 48.0
SubsemigroupNC
R 48.0
Subspace
R 58.1
SubspaceNC
R 58.1
Subspaces
R 58.3
SubstitutedWord
R 34.4
Substruct
R 29.7
SubstructNC
R 29.7
SubtractBlist
R 22.3
SubtractSet
R 21.15
Subword