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I would appreciate having a solution written with nice handwriting and detailed 2. Let A be an n x n positive definite matrix (with n

I would appreciate having a solution written with nice handwriting and detailed

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2. Let A be an n x n positive definite matrix (with n > 1) and A be the highest eigenvalue of A. For simplicity, assume that the eigenspace of A associated with the eigenvalue A is one-dimensional and y is an eigenvector associated with A. Solve the following optimization problem: maxTERn aT Axe; s.t. la|2

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