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Higher-Dimensional Nonnested Multigrid Methods

  • Scott L
  • Zhang S
Mathematics of Computation (1992) 58(198) 457
DOI: 10.2307/2153196
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Abstract

Nonnested multigrid methods are shown to be optimal-order solvers for systems of finite element equations arising from elliptic boundary problems in any space dimension. Results are derived for Lagrange-type elements of arbitrary degree.

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Scott, L. R., & Zhang, S. (1992). Higher-Dimensional Nonnested Multigrid Methods. Mathematics of Computation, 58(198), 457. https://doi.org/10.2307/2153196

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