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A FLEXIBLE PRECONDITIONED ARNOLDI METHOD FOR SHIFTED LINEAR SYSTEMS 被引量:1
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作者 G.-D. Gu X.-L. Zhou Lei Lin 《Journal of Computational Mathematics》 SCIE EI CSCD 2007年第5期522-530,共9页
We are interested in the numerical solution of the large nonsymmetric shifted linear system, (A + αI)x -= b, for many different values of the shift a in a wide range. We apply the Saad's flexible preconditioning ... We are interested in the numerical solution of the large nonsymmetric shifted linear system, (A + αI)x -= b, for many different values of the shift a in a wide range. We apply the Saad's flexible preconditioning technique to the solution of the shifted systems. Such flexible preconditioning with a few parameters could probably cover all the shifted systems with the shift in a wide range. Numerical experiments report the effectiveness of our approach on some problems. 展开更多
关键词 Shifted linear systems 65F10 65Y20. Arnoldi method flexible preconditioning
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