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Operator theory / Numerical linear algebra / Matrix theory / Abstract algebra / Vector space / Eigenvalues and eigenvectors / Invariant subspace / Projection / Minimal polynomial / Algebra / Mathematics / Linear algebra


Convergence of Polynomial Restart Krylov Methods for Eigenvalue Computations ∗ Christopher A. Beattie†, Mark Embree‡, and D.C. Sorensen‡ e-mail: [removed], {embree,sorensen}@rice.edu
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Document Date: 2003-08-19 14:13:36


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File Size: 1,70 MB

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Blacksburg / /

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Los Alamos National Laboratory / /

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Jordan / /

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pence / /

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Product Issues / /

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William Marsh Rice University / Rice University / Virginia Polytechnic Institute / State University / University of California / /

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projection algorithms / subspace eigenvalue algorithms / particular algorithm / /

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Department of Computational and Applied Mathematics / Department of Mathematics / University of California / State University / Rice University / Rice University / Houston / National Science Foundation / Polytechnic Institute / /

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Mark Embree / Christopher A. Beattie / /

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Prime Minister / /

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Xb / Xg / matrices / eigenvalues / basis / /

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Texas / Virginia / California / /

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Krylov subspace eigenvalue algorithms / Arnoldi algorithm / particular algorithm / bi-orthogonal Lanczos algorithms / projection algorithms / /

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