CHAPTER 7. CANONICAL FORMS
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1. Let A be idempotent, that is, A2 = A. Prove that A is diagonalizable. Solution. Suppose , and let v an eigenvector of A with
E. Dummit's Math 5111 ∼ Algebra I, Fall 2019 ∼ Homework 12, due Dec 4th. All answers should be given with proof. Proofs shou
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JORDAN CANONICAL FORM We will show that every complex n×n matrix A is linearly conjugate to a matrix J = T −1AT which is in J
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5.IV. Jordan Form 5.IV.1. Polynomials of Maps and Matrices 5.IV.2. Jordan Canonical Form. - ppt download
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Homework 11
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