Titlebook: Advances in Multi-Grid Methods; Proceedings of the c Dietrich Braess,Wolfgang Hackbusch,Ulrich Trottenb Conference proceedings 1985 Springe

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Color Organization and Color Models the biharmonic equation is described. Numerical results show that the convergence factors of the iterative multigrid method are h-independent and correspond to the good interior smoothing factors of the relaxation used. Moreover the convergence factors of our method are comparable to those of corre

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https://doi.org/10.1007/b102382 as the given elliptic operator has a considerably . behavior. Corresponding questions and practical consequences are discussed in this paper for the 3D-case: In the general anisotropic 3D-case, even line relaxation is not sufficient if standard coarsening is maintained. Instead, “.” is necessary in

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Advances in Multi-Grid Methods978-3-663-14245-4Series ISSN 1612-2909 Series E-ISSN 1860-0824

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Fibrinogen

978-3-528-08085-3Springer Fachmedien Wiesbaden 1985

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Color Organization and Color ModelsIn the recent years some multi-grid algorithms for the solution of eigenvalue problems have been developed. In this contribution, a SOR-like multi-grid method is proposed and the influence of perturbations in some algorithmic components is analysed. Finally, some practical experiences with this method are referred.