Let A be an n à n matrix with eigenvalues λ1,..., λk. and B an m Ã

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Let A be an n × n matrix with eigenvalues λ1,..., λk. and B an m × m matrix with eigenvalues μ1, ..., μ1. Show that the (m + n) x (m + n) block diagonal matrix
Let A be an n × n matrix with eigenvalues

has eigenvalues λ1, ..., λk, μ1, ..., μ1 and no others. How are the eigenvectors related?

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Applied Linear Algebra

ISBN: 978-0131473829

1st edition

Authors: Peter J. Olver, Cheri Shakiban

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