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Numerical linear algebra / Eigenvalues and eigenvectors / Eigenvalue algorithm / Nonlinear eigenproblem / Quadratic eigenvalue problem / Inverse iteration / Preconditioner / Lanczos algorithm / Conjugate gradient method / Algebra / Mathematics / Linear algebra


DELFT UNIVERSITY OF TECHNOLOGY REPORTAccelerating the LSTRS algorithm J. Lampe, M. Rojas, D.C. Sorensen, and H. Voss JulyRevised July 2010.
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Document Date: 2011-05-11 08:16:59


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City

Santos / Rojas / Delft / Hamburg / Sorensen / /

Company

Gould / Large-Scale Trust / LSTRS / /

Country

Germany / United States / Netherlands / /

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Facility

Delft Institute of Applied Mathematics / Delft University of Technology / library HSL / Institute of Numerical Simulation / Hamburg University of Technology / Rice University / DELFT UNIVERSITY OF TECHNOLOGY REPORT / /

IndustryTerm

Non-unique boundary solutions / numerical computing / boundary solutions / approximate solution / nonlinear systems / boundary solution / matrix-vector products / search space / linear systems / dynamical systems / numerical solution / /

Organization

Department of Applied Mathematical Analysis Delft / Rice University / Houston / Delft Institute of Applied Mathematics / German Federal Ministry of Education / National Science Foundation / DELFT UNIVERSITY OF TECHNOLOGY REPORT / Department of Applied Mathematical Analysis / Institute of Numerical Simulation / DELFT UNIVERSITY OF TECHNOLOGY / Hamburg University of Technology / /

Position

rT / /

Product

Jacobi-Davidson / NLArn / Nonlinear Arnoldi / /

ProgrammingLanguage

MATLAB / C / Fortran 90 / /

ProvinceOrState

Texas / /

Technology

resulting algorithm / NLArn algorithm / tomography / SDP algorithms / Simulation / /

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