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Convergence analysis of HSS-multigrid methods for second-order nonselfadjoint elliptic problems - MaRDI portal

Convergence analysis of HSS-multigrid methods for second-order nonselfadjoint elliptic problems (Q2434934)

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Convergence analysis of HSS-multigrid methods for second-order nonselfadjoint elliptic problems
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    Convergence analysis of HSS-multigrid methods for second-order nonselfadjoint elliptic problems (English)
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    3 February 2014
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    The authors analyze a smoothing strategy for a multigrid-type algorithm applied to second-order nonselfadjoint elliptic problems. Their strategy is based on Hermitian/skew-Hermitian splitting iteration (HSS). They prove convergence of the corresponding multigrid algorithm with HSS relaxation, under the assumption that the mesh size of the coarsest grid is sufficiently small.
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    multigrid method
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    additive smoother
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    multiplicative smoother
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    algorithm
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    second-order nonselfadjoint elliptic problem
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    Hermitian/skew-Hermitian splitting iteration
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    convergence
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