Is there a command in sage to compute the tensor product of two Matrices coming from Algebra representations? In groups, x(v tensor w) = xv tensor xw, and the sage command Matrix1.tensor_product(Matrix2) appears to give the matrix corresponding to this. But in an algebra x(v tensor w) = xv tensor w + v tensor xw. How can I compute the corresponding matrix here?
If M1 is your first matrix (of dimension n1) and M2 is your second matrix (of dimension n2), then the answer should be:
posted Aug 03 '12vdelecroix
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Asked: May 03 '11
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Last updated: Aug 03 '12
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