Abstract
We are concerned with the following problem: Let X i , i1,2, be vector spaces over C ; Y i subspaces of X i , i1,2; and f i : Y i → X i , i1,2, linear m defined on a subspace. We characterize the invariants of block similarity of f 1⊗ f 2: Y 1⊗ Y 2→ X 1⊗ X 2 in terms of the block similarity invariants of f 1 and f 2.
Published Version
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