Given symmetric functions f1 and f2, the method computes the Kronecker product ip between f1 and f2. The output ip is an element in the ring of f2.
i1 : R = symmetricRing(QQ,6); |
i2 : S = schurRing(QQ,s,6); |
i3 : toE(h_3**e_3) o3 = e 3 o3 : R |
i4 : Q = schurRing(QQ,q,6); |
i5 : internalProduct(s_{3,3},q_{4,2}) o5 = q + q + q + q + q 5,1 4,1,1 3,3 3,2,1 2,2,1,1 o5 : Q |
An error is returned if f1 and f2 don't have the same degree.