inducedMap(...,Degree=>...) -- specify the degree of an induced map of simplicial modules

When constructing an induced map of simplicial modules, this option specifies the degree of the resulting map. By default, the degree is 0.

Functions with optional argument named Degree:

• basis(...,Degree=>...) -- see basis -- basis or generating set of all or part of a ring, ideal or module
• cohomology(...,Degree=>...) -- see cohomology -- general cohomology functor
• inducedMap(...,Degree=>...) -- specify the degree of a map
• map(...,Degree=>...) -- specify the degree of a map
• matrix(...,Degree=>...) -- see matrix(List) -- create a matrix from a doubly-nested list of ring elements or matrices
• randomComplexMap(...,Degree=>...) -- see randomComplexMap(Complex,Complex) -- a random map of chain complexes
• randomSimplicialMap(...,Degree=>...) -- see randomSimplicialMap(SimplicialModule,SimplicialModule) -- a random map of simplicial modules

Further information

• Default value: null
• Function: inducedMap -- compute an induced map
• Option key: Degree -- an optional argument