HaskellForMaths-0.2.0: Combinatorics, group theory, commutative algebra, non-commutative algebra

Index - M

M 
1 (Type/Class)Math.Common.IntegerAsType
2 (Data Constructor)Math.Common.IntegerAsType
3 (Data Constructor)Math.Algebra.NonCommutative.NCPoly
m 
1 (Function)Math.Projects.KnotTheory.IwahoriHecke
2 (Function)Math.Projects.ChevalleyGroup.Exceptional
m11sgsMath.Combinatorics.Design
m12Math.Combinatorics.Design
m12sgsMath.Combinatorics.Design
m22sgsMath.Combinatorics.Design
m23sgsMath.Combinatorics.Design
m24Math.Combinatorics.Design
m24sgsMath.Combinatorics.Design
mbasisQAMath.Algebra.NonCommutative.GSBasis
mcLaughlinMath.Combinatorics.StronglyRegularGraph
mcLaughlin'Math.Combinatorics.StronglyRegularGraph
mergeMath.Algebra.Group.StringRewriting
mergeByMath.Algebra.Commutative.GBasis
mergeTerms 
1 (Function)Math.Algebra.Commutative.MPoly
2 (Function)Math.Algebra.NonCommutative.NCPoly
3 (Function)Math.Projects.KnotTheory.LaurentMPoly
minsuppMath.Algebra.Group.PermutationGroup
mobiusKantorMath.Combinatorics.Graph
modMPMath.Algebra.Commutative.MPoly
modUPMath.Algebra.Field.Extension
Monomial 
1 (Type/Class)Math.Algebra.Commutative.Monomial
2 (Data Constructor)Math.Algebra.Commutative.Monomial
3 (Type/Class)Math.Algebra.NonCommutative.NCPoly
monomialMath.Algebra.Field.Extension
MPMath.Algebra.Commutative.MPoly
MPolyMath.Algebra.Commutative.MPoly
mulTMath.Algebra.Commutative.MPoly