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Macaulay2 website
Macaulay2Doc
::
Hom
Hom -- module of homomorphisms
Ways to use
Hom
:
Hom(ChainComplexMap,Module)
-- induced map on Hom
Hom(CoherentSheaf,CoherentSheaf)
-- global Hom
"Hom(CoherentSheaf,SheafOfRings)"
-- see
Hom(CoherentSheaf,CoherentSheaf)
-- global Hom
"Hom(SheafOfRings,CoherentSheaf)"
-- see
Hom(CoherentSheaf,CoherentSheaf)
-- global Hom
"Hom(SheafOfRings,SheafOfRings)"
-- see
Hom(CoherentSheaf,CoherentSheaf)
-- global Hom
Hom(Matrix,Matrix)
-- induced map on Hom
Hom(Matrix,Module)
-- induced map on Hom
"Hom(ChainComplex,Module)"
-- see
Hom(Module,ChainComplex)
Hom(Module,ChainComplex)
Hom(Module,ChainComplexMap)
-- induced map on Hom
Hom(Module,Matrix)
-- induced map on Hom
"Hom(Ideal,Ideal)"
-- see
Hom(Module,Module)
-- module of homomorphisms
"Hom(Ideal,Module)"
-- see
Hom(Module,Module)
-- module of homomorphisms
"Hom(Ideal,Ring)"
-- see
Hom(Module,Module)
-- module of homomorphisms
"Hom(Module,Ideal)"
-- see
Hom(Module,Module)
-- module of homomorphisms
Hom(Module,Module)
-- module of homomorphisms
"Hom(Module,Ring)"
-- see
Hom(Module,Module)
-- module of homomorphisms
"Hom(Ring,Ideal)"
-- see
Hom(Module,Module)
-- module of homomorphisms
"Hom(Ring,Module)"
-- see
Hom(Module,Module)
-- module of homomorphisms
For the programmer
The object
Hom
is
a
method function
.