A fast but unstable orthogonal triangularization technique for Toeplitz matrices

Abstract

AbstractD. Sweet's clever QR decomposition algorithm for Toeplitz matrices is considered. It requires only O(n2) flops to factor an n × n matrix. We analyze the algorithm to point out its deficiencies, and compare it against two other Toeplitz solvers

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This paper was published in Elsevier - Publisher Connector .

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