Algebraic Tailoring of Discontinuous Galerkin p-Multigrid for Convection Krzysztof Fidkowski∗ Department of Aerospace Engineering, University of Michigan, Ann Arbor, MI[removed]Abstract - Spectral element method - Document - PDFSEARCH.IO

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	Algebraic Tailoring of Discontinuous Galerkin p-Multigrid for Convection Krzysztof Fidkowski∗ Department of Aerospace Engineering, University of Michigan, Ann Arbor, MI[removed]Abstract Add to Reading List Document Date: 2013-12-17 22:47:21 Open Document File Size: 2,05 MB Share Result on Facebook Company IhH / / / Facility University of Michigan / / IndustryTerm residual restriction operator / multigrid algorithm / aerospace engineering / prolongation operator / order solution / illustrative solution / gas dynamics / equation systems / convective systems / order solutions / coarselevel solution / coarse-level operator / block tridiagonal systems / stiff discrete systems / / Organization University of Michigan / Ann Arbor / Convection Krzysztof Fidkowski∗ Department of Aerospace Engineering / / / Position author / representative / Corresponding author / / ProvinceOrState Michigan / / Technology multigrid algorithm / / SocialTag Partial differential equations Numerical linear algebra Multigrid method Wavelets Coarse space Relaxation Preconditioner Finite element method Spectral method Numerical analysis

Algebraic Tailoring of Discontinuous Galerkin p-Multigrid for Convection Krzysztof Fidkowski∗ Department of Aerospace Engineering, University of Michigan, Ann Arbor, MI[removed]AbstractAdd to Reading List