(a) Prove that if J0.n is an n x n Jordan block matrix with 0 diagonal entries,...

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(a) Prove that if J0.n is an n x n Jordan block matrix with 0 diagonal entries, cf. (8.49), then
(a) Prove that if J0.n is an n x n

(b) Determine the exponential of a general Jordan block matrix Jλ,n Use Exercise 9.4.14.
(c) Explain how you can use the Jordan canonical form to compute the exponential of a matrix. Use Exercise 9.4.27.

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Applied Linear Algebra

ISBN: 978-0131473829

1st edition

Authors: Peter J. Olver, Cheri Shakiban

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