Solution-Problem regarding the negative semi-definite

Problem regarding the negative semi-definite

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Reference no: EM131060798

Let A be an n by n matrix, possibly not symmetric. Let B = A + AT . Prove B is symmetric and that B is negative semi-definite if and only if A is negative semi-definite.

Reference no: EM131060798

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Problem regarding the negative semi-definite

Reference no: EM131060798

Reference no: EM131060798

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