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Numerical linear algebra / Matrices / Operator theory / Positive-definite matrix / Cholesky decomposition / Inner product space / Matrix / Conjugate gradient method / Schur complement / Algebra / Linear algebra / Mathematics


AN IMPROVED ARC ALGORITHM FOR DETECTING DEFINITE HERMITIAN PAIRS∗ CHUN-HUA GUO† , NICHOLAS J. HIGHAM‡ , AND FRANC ¸ OISE TISSEUR‡ Abstract. A 25-year old and somewhat neglected algorithm of Crawford and Moon att
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Document Date: 2009-06-30 10:39:30

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City

Regina / Cholesky / /

Country

Canada / United Kingdom / /

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Facility

University of Regina / The University of Manchester / /

IndustryTerm

bisection-like search / inner product / sparse linear systems / neglected algorithm / practice triangular systems / saddle point linear systems / triangular systems / basic algorithm / /

Organization

University of Regina / School of Mathematics / University of Manchester / Manchester / U.S. Securities and Exchange Commission / Natural Sciences and Engineering Research Council of Canada / Royal Society / Engineering and Physical Sciences Research Council / Department of Mathematics and Statistics / /

Person

Van Dooren / NICHOLAS J. HIGHAM / CHUN-HUA GUO / /

Position

author / second author / /

Technology

Moon algorithm / IMPROVED ARC ALGORITHM / 0 The algorithm / somewhat neglected algorithm / Cholesky algorithm / modified algorithm / improved algorithm / revised algorithm / basic algorithm / /

URL

http /

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