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Suppose N E L(V) is nilpotent. Prove that the minimal polynomial of N isz1, where m is the length of the longest consecutive string of
Suppose N E L(V) is nilpotent. Prove that the minimal polynomial of N isz1, where m is the length of the longest consecutive string of 1's that appears on the line directly above the diagonal in the matrix of N with respect to any Jordan basis for N 3 m+1
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