Let A and B be n n matrices. (a) If A is real and nonsymmetric with
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(a) If A is real and nonsymmetric with Schur decomposition UTUH, then what types of matrices are U and T? How are the eigenvalues of A related to U and T? Explain your answers.
(b) If B is Hermitian with Schur decomposition WSWH, then what types of matrices are W and S? How are the eigenvalues and eigenvectors of B related to W and S? Explain your answers.
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a If A has Schur decomposition UTU H then U is unitary and T is upper triangular The matri...View the full answer
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