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The ChangeRing function enables the changing of the polynomial
ring over which a module is defined.
ChangeRing(M, S) : RngMPol, Rng -> RngMPol
Given an R-module M, where R is a polynomial ring, and another
polynomial ring S, construct the S-module N obtained by coercing the
coefficients of the elements of the basis and relations of M into S.
It is necessary that all elements of the old coefficient ring R can
be automatically coerced into the new coefficient ring S. Note
that S itself must be polynomial ring having the same rank as R, so
S does not specify the new ring for the underlying coefficients
(one can use ChangeRing for polynomial rings to do that first).
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