Suppose,
u=d_p*d_q
v=d_p+d_q
w=d_q*k+d_p*l
x=k+l
y=k*l
where dp,dq,k,l are variables.
Then, how one can find the relation v*w*x= (v^2 - 2*u)*y + w^2 - 2*u*y +
u*x^2 using Groebner Basis
in sage?
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Hello everyone,
I've been trying to figure out whether the following functionality is
implemented, but so far I could not. I was hoping that anyone would
know if it existed and in that case what the syntax is.
Suppose you computed the reduced Groebner Basis G of an ideal I=
(f1,...,fn) in some p
