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
- n_k R 18.4 
- Name R 12.8.2 
- NameFunction R 5.1.1 
- NameRNam R 27.6.1 
- NamesFilter R 13.2.2 
- NamesGVars R 4.9.8 
- NamesOfComponents P 3.9.1 
- NamesOfFusionSources R 71.2.5 
- NamesSystemGVars R 4.9.9 
- NamesUserGVars R 4.9.10 
- Naming Conventions T 9.5 
- Natural Embeddings related to Magma Rings R 63.3 
- NaturalCharacter R 70.7.2 
- NaturalHomomorphismByGenerators R 31.7.3 
- NaturalHomomorphismByIdeal R 60.9.7 
- NaturalHomomorphismByNormalSubgroup R 37.17.1 
- NaturalHomomorphismByNormalSubgroupNC R 37.17.1 
- NaturalHomomorphismBySubAlgebraModule R 60.10.22 
- NaturalHomomorphismBySubspace R 59.9.4 
- NearAdditiveGroup R 53.2.3 
- NearAdditiveGroupByGenerators R 53.2.6 
- NearAdditiveMagma R 53.2.1 
- NearAdditiveMagmaByGenerators R 53.2.4 
- NearAdditiveMagmaWithZero R 53.2.2 
- NearAdditiveMagmaWithZeroByGenerators R 53.2.5 
- NearlyCharacterTablesFamily R 69.4.3 
- negative number R 4.12.1 
- NegativeRoots R 61.7.8 
- NegativeRootVectors R 61.7.10 
- NestingDepthA R 21.12.4 
- NestingDepthM R 21.12.5 
- New Arithmetic Operations vs. New Objects P 6.1 
- New Presentations and Presentations for Subgroups R 45.11 
- NewAttribute P 3.3.1 
- NewAttribute, example P 4.5 
- NewAttribute, mutable P 3.3.2 
- NewCategory P 3.1.1 
- NewDictionary N 2.1.5 
- NewFamily P 3.6.1 
- NewFilter P 3.4.1 
- NewInfoClass R 7.4.1 
- newline R 4.4 
- newline character R 26.1 
- NewmanInfinityCriterion R 45.15.1 
- NewOperation P 3.5.1 
- NewProperty P 3.3.3 
- NewRepresentation P 3.2.1 
- NewRepresentation, example P 4.6 
- NewType P 3.7.1 
- NextIterator R 28.7.5 
- NextPrimeInt R 14.3.4 
- Nice Monomorphisms R 38.5 
- Nice Monomorphisms T 5.5 
- NiceBasis R 59.10.4 
- NiceBasisFiltersInfo R 59.11.2 
- NiceFreeLeftModule R 59.10.1 
- NiceFreeLeftModuleInfo R 59.10.3 
- NiceMonomorphism R 38.5.2 
- NiceMonomorphismAutomGroup R 38.8.2 
- NiceObject R 38.5.3 
- NiceVector R 59.10.2 
- NilpotencyClassOfGroup R 37.14.4 
- NilpotentQuotientOfFpLieAlgebra R 61.11.2 
- NK R 18.4.5 
- NOAUTO R 74.3 
- NOfCyc T 9.4 
- NonnegativeIntegers R 14.0 
- NonnegIntScalarProducts R 71.3.15 R 71.3 
- NonNilpotentElement R 61.9.6 
- Norm R 56.3.4 
- Norm, of character R 70.8.7 
- Normal Forms over the Integers R 25.1 
- Normal Structure R 37.10 
- NormalBase R 56.3.7 
- NormalClosure R 37.10.4 
- NormalFormIntMat R 25.1.9 
- NormalIntersection R 37.10.5 
- NormalizedElementOfMagmaRingModuloRelations R 63.4.3 
- NormalizedWhitespace R 26.5.9 
- Normalizer R 37.10.1 
- normalizer R 37.10 
- NormalizerInGLnZ R 42.5.7 
- NormalizerInGLnZBravaisGroup R 42.5.14 
- NormalizersTom R 68.9.4 
- NormalizerTom R 68.9.4 
- NormalizeWhitespace R 26.5.8 
- NormalSeriesByPcgs R 43.11.8 
- NormalSubgroupClasses R 69.22.3 
- NormalSubgroupClassesInfo R 69.22.1 
- NormalSubgroups R 37.18.7 
- NormedRowVector R 23.1.6 
- NormedRowVectors R 59.8.11 
- not R 20.3.4 
- Notions of Generation T 7.3 
- NrArrangements R 17.2.4 
- NrBasisVectors R 59.7.3 
- NrCombinations R 17.2.2 
- NrConjugacyClasses R 37.9.5 
- NrConjugacyClasses, for character tables R 69.8 
- NrConjugacyClassesGL R 48.3.1 
- NrConjugacyClassesGU R 48.3.1 
- NrConjugacyClassesPGL R 48.3.1 
- NrConjugacyClassesPGU R 48.3.1 
- NrConjugacyClassesPSL R 48.3.1 
- NrConjugacyClassesPSU R 48.3.1 
- NrConjugacyClassesSL R 48.3.1 
- NrConjugacyClassesSLIsogeneous R 48.3.1 
- NrConjugacyClassesSU R 48.3.1 
- NrConjugacyClassesSUIsogeneous R 48.3.1 
- NrDerangements R 17.2.12 
- NrInputsOfStraightLineProgram R 35.8.4 
- NrMovedPoints R 40.2.4 
- NrOrderedPartitions R 17.2.18 
- NrPartitions R 17.2.16 
- NrPartitionsSet R 17.2.14 
- NrPartitionTuples R 17.2.27 
- NrPermutationsList R 17.2.10 
- NrPolyhedralSubgroups R 69.10.5 
- NrPrimitiveGroups R 48.9.2 
- NrRestrictedPartitions R 17.2.22 
- NrSubsTom R 68.7.2 
- NrTransitiveGroups R 48.6.2 
- NrTuples R 17.2.8 
- NrUnorderedTuples R 17.2.6 
- NullAlgebra R 60.4.5 
- NullMat R 24.4.2 
- NullspaceMat R 24.6.3 
- NullspaceMatDestructive R 24.6.4 
- NullspaceModQ R 24.13.6 
- number, Stirling, of the first kind R 17.1 
- number, Stirling, of the second kind R 17.1 
- Number R 21.20.18 
- number, binomial R 17.1 
- number, Bell R 17.1 
- number field R 58.2 
- number fields, Galois group R 58.3 
- Number Theory R 15.0 
- NumberArgumentsFunction R 5.1.2 
- NumberFFVector R 23.2.2 
- NumberIrreducibleSolvableGroups R 48.10.2 
- NumberPerfectGroups R 48.8.4 
- NumberPerfectLibraryGroups R 48.8.5 
- NumberSmallGroups R 48.7.4 
- NumberSyllables R 35.5.1 
- numerator, of a rational R 16.1 
- Numerator T 9.4 
- NumeratorOfModuloPcgs R 43.9.3 
- NumeratorOfRationalFunction R 64.4.2 
- NumeratorRat R 16.1.4 
- Numerical Group Attributes R 37.15 
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