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A GENERALIZED QUASI MINIMAL BACKWARD ERROR (GQMBACK) ALGORITHM FOR NONSYMMETRIC LINEAR SYSTEMS
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作者 魏红霞 《Transactions of Nanjing University of Aeronautics and Astronautics》 EI 2000年第2期188-193,共6页
Orthogonal projection methods have been widely used to solve linear systems. Little attention has been given to oblique projection methods, but the class of oblique projection methods is particularly attractive for la... Orthogonal projection methods have been widely used to solve linear systems. Little attention has been given to oblique projection methods, but the class of oblique projection methods is particularly attractive for large nonsymmetric systems. The purpose of this paper is to consider a criterion for judging whether a given appro ximation is acceptable and present an algorithm which computes an approximate solution to the linear systems Ax=b such that the normwise backward error meets some optimality condition. 展开更多
关键词 nonsymmetric Lanczos right and left Krylov subspace normwise backward error generalized quasi minimum backward error
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