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Show that the transition matrix for the n x n matrix sequence A(k) satisfies k-1 1 ||$(k, ko)| ||(k, j)||||(j, ko) || k -

 

Show that the transition matrix for the n x n matrix sequence A(k) satisfies k-1 1 ||$(k, ko)| ||(k, j)||||(j, ko) || k - ko j=ko for all k, ko such that k ko + 1.

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