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Suppose A C nn , show that there exist unitary matrix Q and semi-positive definite Hermitian matrices H 1 and H 2 such that A
Suppose A Cnn, show that there exist unitary matrix Q and semi-positive definite Hermitian matrices H1 and H2 such that A = H1Q = QH2, where H12 = AA, H2 = AA. This is known as the polar decomposition of matrix A and is often used in mechanics and materials science.
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