GradedModuleMap -- the class of all maps between graded modules
Types of graded module map :
Functions and methods returning a graded module map :
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"GradedModuleMap * GradedModuleMap" -- see * -- a binary operator, usually used for multiplication
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"RingElement * GradedModuleMap" -- see * -- a binary operator, usually used for multiplication
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"GradedModuleMap + GradedModuleMap" -- see + -- a unary or binary operator, usually used for addition
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"GradedModuleMap + RingElement" -- see + -- a unary or binary operator, usually used for addition
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"RingElement + GradedModuleMap" -- see + -- a unary or binary operator, usually used for addition
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"- GradedModuleMap" -- see - -- a unary or binary operator, usually used for negation or subtraction
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"GradedModuleMap - GradedModuleMap" -- see - -- a unary or binary operator, usually used for negation or subtraction
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"GradedModuleMap - RingElement" -- see - -- a unary or binary operator, usually used for negation or subtraction
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"RingElement - GradedModuleMap" -- see - -- a unary or binary operator, usually used for negation or subtraction
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"GradedModuleMap ^ ZZ" -- see ChainComplexMap ^ ZZ -- iterated composition
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"gradedModuleMap(List)" -- see gradedModuleMap -- make a map of graded modules
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"gradedModuleMap(Matrix)" -- see gradedModuleMap -- make a map of graded modules
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"gradedModuleMap(Sequence)" -- see gradedModuleMap -- make a map of graded modules
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HH ChainComplexMap -- homology of a chain complex map
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"map(GradedModule,GradedModule,Function)" -- see map(ChainComplex,ChainComplex,Function) -- make a map of chain complexes
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"GradedModuleMap ++ GradedModuleMap" -- see Matrix ++ Matrix -- direct sum of maps
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"GradedModuleMap ^ Array" -- see Matrix ^ Array -- component of map corresponding to summand of target
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"GradedModuleMap _ Array" -- see Matrix _ Array -- component of map corresponding to summand of source
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"minimalPresentation(GradedModuleMap)" -- see minimalPresentation(Module) -- minimal presentation of a module
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"prune(GradedModuleMap)" -- see minimalPresentation(Module) -- minimal presentation of a module
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"tensorAssociativity(GradedModule,GradedModule,GradedModule)" -- see tensorAssociativity -- associativity isomorphisms for tensor products
Methods that use a graded module map :
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"GradedModuleMap == GradedModuleMap" -- see == -- equality
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"GradedModuleMap == RingElement" -- see == -- equality
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"GradedModuleMap == ZZ" -- see == -- equality
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"RingElement == GradedModuleMap" -- see == -- equality
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"ZZ == GradedModuleMap" -- see == -- equality
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"GradedModuleMap _ ZZ" -- see ChainComplexMap _ ZZ -- component map
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"coimage(GradedModuleMap)" -- see coimage -- coimage of a map
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"cokernel(GradedModuleMap)" -- see cokernel -- cokernel of a map of modules, graded modules, or chaincomplexes
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"components(GradedModuleMap)" -- see components -- list the components of a direct sum
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degree(GradedModuleMap) (missing documentation)
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"formation(GradedModuleMap)" -- see formation -- recover the methods used to make a module
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GradedModuleMap | GradedModuleMap -- a binary operator, often used for horizontal concatenation
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GradedModuleMap || GradedModuleMap -- a binary operator, often used for vertical concatenation
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"image(GradedModuleMap)" -- see image -- image of a map
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"kernel(GradedModuleMap)" -- see kernel(ChainComplexMap) -- kernel of a chain complex map
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"ring(GradedModuleMap)" -- see ring -- get the associated ring of an object
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source(GradedModuleMap) -- find the source of a map of graded modules
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target(GradedModuleMap) -- find the target of a map of graded modules