The GAP 4 Manual - Full Index N
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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
NK
R 17.4
Name
R 5.2
R 11.7
NameRNam
R 26.6
NamesFilter
R 12.7
NamesGVars
R 4.9
NamesOfFusionSources
R 67.2
NamesSystemGVars
R 4.9
NamesUserGVars
R 4.9
NaturalCharacter
R 66.7
NaturalHomomorphismByGenerators
R 29.7
NaturalHomomorphismByIdeal
R 57.9
NaturalHomomorphismByNormalSubgroup
R 34.17
NaturalHomomorphismByNormalSubgroupNC
R 34.17
NaturalHomomorphismBySubspace
R 56.6
NearAdditiveGroup
R 50.2
NearAdditiveGroupByGenerators
R 50.2
NearAdditiveMagma
R 50.2
NearAdditiveMagmaByGenerators
R 50.2
NearAdditiveMagmaWithZero
R 50.2
NearAdditiveMagmaWithZeroByGenerators
R 50.2
NearlyCharacterTablesFamily
R 65.3
NewAttribute
P 3.3
NewCategory
P 3.1
NewFamily
P 3.6
NewFilter
P 3.4
NewInfoClass
R 6.4
NewOperation
P 3.5
NewProperty
P 3.3
NewRepresentation
P 3.2
NewType
P 3.7
NextIterator
R 27.7
NextPrimeInt
R 13.3
NiceMonomorphism
R 35.4
NiceMonomorphismAutomGroup
R 35.7
NiceObject
R 35.4
NilpotentQuotientOfFpLieAlgebra
R 58.11
NonNilpotentElement
R 58.9
NonnegIntScalarProducts
R 67.3
NonnegativeIntegers
R 13.0
Norm
R 53.3
Norm.ctblfuns
R 66.8
NormalBase
R 53.3
NormalClosure
R 34.10
NormalFormIntMat
R 24.1
NormalIntersection
R 34.10
NormalSeriesByPcgs
R 40.11
NormalSubgroupClasses
R 65.21
NormalSubgroupClassesInfo
R 65.21
NormalSubgroups
R 34.18
NormalizedElementOfMagmaRingModuloRelations
R 59.4
Normalizer
R 34.10
NormalizerInGLnZ
R 39.3
NormalizerInGLnZBravaisGroup
R 39.3
NormalizerTom
R 64.9
NormalizersTom
R 64.9
NormedRowVector
R 22.1
NormedRowVectors
R 56.3
NotifyCharacterTable
R 69.9
NotifyNameOfCharacterTable
R 69.9
NrAffinePrimitiveGroups
R 45.4
NrArrangements
R 16.2
NrBasisVectors
R 56.5
NrCombinations
R 16.2
NrConjugacyClasses
R 34.9
NrDerangements
R 16.2
NrMovedPoints
R 37.2
NrMovedPointsPerm
R 37.2
NrOrderedPartitions
R 16.2
NrPartitionTuples
R 16.2
NrPartitions
R 16.2
NrPartitionsSet
R 16.2
NrPermutationsList
R 16.2
NrPolyhedralSubgroups
R 65.9
NrPrimitiveGroups
R 45.4
NrRestrictedPartitions
R 16.2
NrSolvableAffinePrimitiveGroups
R 45.4
NrSubsTom
R 64.7
NrTransitiveGroups
R 45.5
NrTuples
R 16.2
NrUnorderedTuples
R 16.2
NullAlgebra
R 57.4
NullMat
R 23.3
NullspaceMat
R 23.5
NullspaceModQ
R 23.11
Number
R 20.16
Number Theory
R 14.0
NumberFFVector
R 22.2
NumberPerfectGroups
R 45.7
NumberPerfectLibraryGroups
R 45.7
NumberSmallGroups
R 45.6
NumberSyllables
R 32.4
NumeratorOfModuloPcgs
R 40.9
NumeratorOfRationalFunction
R 60.4
NumeratorRat
R 15.1
negative number
R 4.12
netscape
R 2.5
newline
R 4.4
nk
R 17.4
normalizer
R 34.10
not
R 19.3
number, Bell
R 16.1
number, Stirling, of the first kind
R 16.1
number, Stirling, of the second kind
R 16.1
number, binomial
R 16.1
numerator, of a rational
R 15.1
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GAP 4 manual