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Numerical linear algebra / Abstract algebra / Multigrid method / Numerical analysis / Wavelets / Preconditioner / Computational fluid dynamics / Lis / Relaxation / Algebra / Mathematics / Linear algebra


JOURNAL OF COMPUTATIONAL PHYSICS ARTICLE NO. 136, 425–CP975772
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Document Date: 2010-09-08 02:56:25


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3M / Lt / Michael B. Giles Oxford University Computing Laboratory / /

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multigrid algorithm / semi-coarsening algorithm / steady applications / temporal discretization operator / semi-coarsening multigrid algorithm / transient solution / residual operator / numerical algorithms / multigrid coarsening algorithm / coarsened algorithm / steady solutions / steady solution / viscous applications / unsteady systems / steady state solution / inviscid and viscous flow applications / directional coarsening multigrid algorithms / /

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Oxford University / /

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GILES FIG / /

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ZM / /

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fluid dynamics / preconditioned algorithm / directional coarsening multigrid algorithms / multigrid algorithm / semi-coarsening multigrid algorithm / semi-coarsening algorithm / multigrid coarsening algorithm / /

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