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Algebra / Multigrid method / Preconditioner / Iterative method / Generalized minimal residual method / Lis / Incomplete LU factorization / Relaxation / Matrix / Numerical linear algebra / Numerical analysis / Mathematics


YJCPH[removed]No. of Pages 19, Model 3G ARTICLE IN PRESS
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Document Date: 2011-12-22 09:30:08


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TE 424 EC 423 RR 422 CO / LU CO / TE 64 EC 63 RR 62 CO / EC 282 RR 280 281 CO / D 6 Aerospace Computational Design Laboratory / RR 400 401 CO / UN 49 CO / RR 297 CO / Ó 2009 Elsevier Inc. / /

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FDA Phase / /

Facility

Massachusetts Institute of Technology / store M / /

IndustryTerm

coarse solutions / Steady-state solutions / matrix reordering algorithm / linear residual solution / factorization algorithm / line reordering algorithm / vector product / matrix reordering algorithms / approximate solution / intermediate solutions / matrix vector product / particular reordering algorithm / aerodynamic applications / line formation algorithm / block-tridiagonal systems / computing / ll algorithm / steady-state solution / large sparse linear systems / linear multigrid algorithm / energy / /

Organization

United Nations / Massachusetts Institute of Technology / /

Person

David L. Darmofal / Aki Aii Aij / /

Position

Corresponding author / /

Product

A2 / /

ProgrammingLanguage

L / /

ProvinceOrState

Massachusetts / /

PublishedMedium

Journal of Computational Physics / /

Technology

ll algorithm / restarted GMRES algorithm / line reordering algorithm / linear multigrid algorithm / matrix reordering algorithms / Thomas algorithm / particular reordering algorithm / GMRES algorithm / reordering algorithm / in-place ILU factorization algorithm / line formation algorithm / in-place ILU algorithm / matrix reordering algorithm / 3G / ordering algorithm / solved using a restarted GMRES algorithm / /

URL

www.elsevier.com/locate/jcp / /

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