Feature #1476
Lin alg with polys
Description
Andraschko requests...
Given two subsets B1
and B2
of a polynomial ring, it is often necessary to construct U=<B1>_K
and V=<B2>_K
(the K-vector subspaces generated by B1
and B2
) and then compute a basis of their direct sum or intersection. Is there an easy way for doing this or do I have to implement everything by myself?
History
#1 Updated by John Abbott over 3 years ago
I plan to meet Bernhard on Monday, and hope to learn better exactly what he wants.
Anyway, for some time I have though that "doing linear algebra with polynomials" would be a good idea.