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  Combining Waveform Relaxation and Domain Decomposition (16)

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by Sigitas Keras
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Abstract:

Several techniques with inherent parallelism are available for the solution of parabolic equations, and among the most successful are Domain Decomposition (DD) and

Citations

80 The Waveform Relaxation Method for the Time Domain Analysis of Large Scale Integrated Circuits – Lelarasmee, Ruheli, et al.
45 Domain decomposition algorithms. In Acta Numerica 1994,pages 61-143. Cambridge – Chan, Mathew - 1994
44 Convergence of dynamic iteration methods for initial value problems – Miekkala, Nevanlinna - 1987
35 An iterative method for elliptic problems on regions partitioned into substructures – Bramble, Pasciak, et al. - 1986
16 Theoretical and Practical Aspects of Parallel Numerical Algorithms for Initial Value Problems, with Applications – Lumsdaine - 1992
15 The use of runge-kutta formulae in waveform relaxation methods – Bellen, Zennaro - 1993
12 Sets of convergence and stability regions – Miekkala, Nevanlinna - 1987
8 A note on the convergence of discretized dynamic iteration – Bj��rhus - 1995
7 l'application des m'ethodes d'approximations successives 'a l'etude des int'egrales r'eeles des 'equations diff'erentielles ordinaires – Sur - 1894
4 Sur l'application des m'ethodes d'approximations successives 'a l'etude de certaines 'equations diff'erentielles ordinaires. Journal de Math'ematiques Pures et Appliqu 'ees – Picard - 1893
3 Waveform relaxation method with Toeplitz operator splitting – Keras - 1995
1 Combining domain decomposition and waveform relaxation – Keras - 1995