This method computes the multiplication table of the endomorphism ring of a module $M$ over a commutative ring $R$, and returns this information as an ideal. Since Groebner bases do not (yet!) work for a FreeAlgebra with coefficients in a commutative ring, minimizing these generators and relations must be performed by the user. This will be fixed in a future release.
|
|
|
|
|
The endomorphisms corresponding to the variables chosen are cached in the ideal returned by this method, and can be accessed using the key "EndomorphismRingIdealGens".
|
|
The object endomorphismRingIdeal is a method function.