The GAP 4 Manual - Full Index M

_ 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

m_N R 18.4

Macintosh R 73.12

MacOS R 73.12

Magma R 33.2.1

Magma Categories R 33.1

Magma Generation R 33.2

Magma Homomorphisms R 31.7

Magma Rings R 63.0

Magma Rings modulo Relations R 63.4

Magma Rings modulo the Span of a Zero Element R 63.5

MagmaByGenerators R 33.2.4

MagmaByMultiplicationTable R 33.3.1

MagmaElement R 33.3.4

MagmaHomomorphismByFunctionNC R 31.7.2

MagmaRingModuloSpanOfZero R 63.5.3

Magmas R 33.0

Magmas Defined by Multiplication Tables R 33.3

MagmaWithInverses R 33.2.3

MagmaWithInversesByGenerators R 33.2.6

MagmaWithInversesByMultiplicationTable R 33.3.3

MagmaWithOne R 33.2.2

MagmaWithOneByGenerators R 33.2.5

MagmaWithOneByMultiplicationTable R 33.3.2

Main Loop R 6.1

Main Loop and Break Loop R 6.0

MakeConfluent R 36.1.11

MakeHomChain N 5.2.5

MakeImmutable R 12.6.4

makeindex E 2.13

MAKElb11 R 69.21.1

MakeReadOnlyGlobal R 4.9.2

MakeReadWriteGlobal R 4.9.3

Making transformation semigroups R 49.1

Manual Conventions R 1.1

manual.bbl E 2.13

manual.bib E 2.13

manual.dvi E 2.13

manual.lab E 2.13

manual.mst E 2.13

manual.six E 2.13

manual.tex E 2.13

manualindex E 2.13

map, parametrized R 71.3

MappedWord R 34.3.1

MappingByFunction R 31.1.2

MappingPermListList R 40.4.3

Mappings R 31.0

Mappings that Respect Addition R 31.9

Mappings that Respect Multiplication R 31.8

Mappings which are Compatible with Algebraic Structures R 31.6

maps R 71.0

Maps Concerning Character Tables R 71.0

maps-to operator T 2.6

MarksTom R 68.7.1

MatAlgebra R 60.4.4

MatClassMultCoeffsCharTable R 69.10.8

mathematics alignments E 2.8

mathematics displays E 2.8

MathieuGroup R 48.1.9

MatLieAlgebra R 61.2.4

matrices, commutator R 24.2.11

matrices T 3.8

Matrices R 24.0

Matrices as Basis of a Row Space R 24.10

Matrices as Linear Mappings R 24.12

Matrices over Finite Fields R 24.13

Matrices Representing Linear Equations and the Gaussian Algorithm R 24.6

matrix automorphisms R 71.1

Matrix Constructions R 24.4

Matrix Groups R 42.0

Matrix Groups in Characteristic 0 R 42.5

matrix spaces R 59.8

MatrixAlgebra R 60.4.4

MatrixAutomorphisms R 69.19.1

MatrixByBlockMatrix R 24.14.3

MatrixLieAlgebra R 61.2.4

MatrixOfAction R 60.10.15

MatScalarProducts R 70.8.6

MatTom R 68.7.10

MaximalAbelianQuotient R 37.17.4

MaximalBlocks R 39.10.2

MaximalNormalSubgroups R 37.18.8

MaximalSubgroupClassReps R 37.18.5

MaximalSubgroups R 37.18.6

MaximalSubgroups, for groups with pcgs R 43.16

MaximalSubgroupsLattice R 37.19.3

MaximalSubgroupsTom R 68.9.12

Maximum R 21.20.11

MaximumList R 21.20.13

MeatAxe Modules R 67.1

meet strategy E 8.2

MeetEquivalenceRelations R 32.6.3

MeetMaps R 71.3.8

MeetPartitionStrat E 8.2.1

Membership Test for Collections R 28.5

Membership Test for Lists R 21.8

method P 2.0

Method Installation P 2.2

Method Selection P 2.0

methods, immediate T 8.3

methods, selection T 8.2

methods, true T 8.3

methods T 8.1

Migrating to GAP 4 T 9.0

Minimal Nonmonomial Groups R 72.4

Minimal Polynomials R 64.8

MinimalElementCosetStabChain R 41.9.12

MinimalGeneratingSet R 37.21.3

MinimalGeneratingSet, for groups with pcgs R 43.16

MinimalNonmonomialGroup R 72.4.2

MinimalPolynomial R 64.8.1

MinimalPolynomial, over a field R 56.3.2

MinimalPolynomial, over a ring R 64.8

MinimalStabChain R 41.7.5

MinimalSupergroupsLattice R 37.19.4

MinimalSupergroupsTom R 68.9.13

MinimizedBombieriNorm R 64.11.3

Minimum R 21.20.12

MinimumList R 21.20.13

MinusCharacter R 71.4.5

Miscellaneous R 15.5

MOCChars R 69.21.6

MOCString R 69.21.3

MOCTable R 69.21.2

mod, lists R 21.14

mod, residue class rings R 14.4

mod, rationals R 4.12

mod R 4.12.1

mod, arithmetic operators R 4.12

mod, for character tables R 69.7

mod, Integers R 14.4

mod, Laurent polynomials R 64.2.2

modular inverse R 4.12

modular remainder R 4.12

modular roots R 15.3

Module Homomorphisms R 67.7

ModuleByRestriction R 60.10.21

ModuleOfExtension R 44.8.7

Modules R 55.0

Modules over Lie Algebras and Their Cohomology R 61.12

Modules over Semisimple Lie Algebras R 61.13

modulo, for pcgs R 43.9.5

modulo, residue class rings R 14.4.1

modulo, arithmetic operators R 4.12

modulo R 4.12

ModuloPcgs R 43.9.1

MoebiusMu R 15.4.3

MoebiusTom R 68.7.11

Molien Series R 70.12

MolienSeries R 70.12.1

MolienSeriesInfo R 70.12.2

MolienSeriesWithGivenDenominator R 70.12.4

Monoid R 50.0 R 50.0 R 50.0

MonoidByGenerators R 50.0 R 50.0

MonoidByMultiplicationTable R 50.0

MonoidOfRewritingSystem R 51.5.4

Monoids R 50.0

Monomiality Questions R 72.0

MonomialRevLexicoLess R 64.16.3

MonomialTotalDegreeLess R 64.16.2

monomorphisms, find all R 38.9

MorClassLoop R 38.9.4

More about Boolean Lists R 22.4

More About Global Variables R 4.9

More about Tables of Marks R 68.1

MostFrequentGeneratorFpGroup R 45.5.8

Moved Points of Permutations R 40.2

MovedPoints R 40.2.3

MTX.BasesCompositionSeries R 67.5.9

MTX.BasesMaximalSubmodules R 67.5.5

MTX.BasesMinimalSubmodules R 67.5.4

MTX.BasesMinimalSupermodules R 67.5.8

MTX.BasesSubmodules R 67.5.3

MTX.BasisRadical R 67.5.6

MTX.BasisSocle R 67.5.7

MTX.CollectedFactors R 67.5.11

MTX.CompositionFactors R 67.5.10

MTX.DegreeSplittingField R 67.4.3

MTX.Dimension R 67.3.2

MTX.Distinguish R 67.7.5

MTX.Field R 67.3.3

MTX.Generators R 67.3.1

MTX.Homomorphism R 67.7.3

MTX.Homomorphisms R 67.7.4

MTX.InducedAction R 67.6.5

MTX.InducedActionFactorMatrix R 67.6.4

MTX.InducedActionFactorModule R 67.6.3

MTX.InducedActionMatrix R 67.6.4

MTX.InducedActionMatrixNB R 67.6.4

MTX.InducedActionSubmodule R 67.6.2

MTX.InducedActionSubmoduleNB R 67.6.2

MTX.IsAbsolutelyIrreducible R 67.4.2

MTX.IsEquivalent R 67.7.1

MTX.IsIrreducible R 67.4.1

MTX.Isomorphism R 67.7.2

MTX.NormedBasisAndBaseChange R 67.6.1

MTX.ProperSubmoduleBasis R 67.5.2

MTX.SubmoduleGModule R 67.5.1

multiplication, vector and scalar R 23.1.4

multiplication, vectors R 23.1.5

multiplication R 4.12.1

multiplication, matrices R 24.2.7

multiplication, matrix and matrix list R 24.2.13

multiplication, matrix and scalar R 24.2.4

multiplication, matrix and vector R 24.2.6

multiplication, operation R 30.12.1

multiplication, scalar and matrix R 24.2.4

multiplication, scalar and matrix list R 24.2.12

multiplication, scalar and vector R 23.1.4

multiplication, vector and matrix R 24.2.5

multiplication, vector and matrix list R 24.2.15

MultiplicationTable R 33.3.5

Multiplicative Arithmetic for Lists R 21.14

Multiplicative Arithmetic Functions R 15.4

multiplicative order of an integer R 15.2

MultiplicativeNeutralElement R 33.4.10

MultiplicativeZero R 33.4.11

MultiplicativeZeroOp R 30.10.4

multiplicity, of constituents of a group character R 70.8

Multiplier R 37.23

multisets R 21.19

Multivariate Polynomials R 64.7

MultRowVector R 23.3.3

Murnaghan components R 70.11

Mutability and Copyability R 12.6

Mutability and Copying P 3.14

Mutability Status and List Arithmetic R 21.15

Mutable Bases R 59.7

MutableBasis R 59.7.2

MutableBasisOfClosureUnderAction R 60.8.11

MutableBasisOfIdealInNonassociativeAlgebra R 60.8.13

MutableBasisOfNonassociativeAlgebra R 60.8.12

MutableIdentityMat R 24.4.11

MutableNullMat R 24.4.12

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