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Titlebook: Computational Fluid Dynamics on Parallel Systems; Proceedings of a CNR Siegfried Wagner Conference proceedings 1995 Friedr. Vieweg & Sohn V

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Stochastic Calculus and Applicationsgorithm offers two different sources of parallelism and benefits mainly from basic properties of the time-parallel multigrid method. Numerical results are reported reflecting the sensitivity of the time-stepping strategy.
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Local time for fractional Brownian motionmacroelements. To avoid recursive data dependencies a modification has to be made in the smoothing procedure. We discuss the communication overhead and the influence of the coarsest grid solver on the parallel efficiency for an increasing number of macroelements.
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Time-Adaptive Solution of Discrete Parabolic Problems with Time-Parallel Multigrid Methods,gorithm offers two different sources of parallelism and benefits mainly from basic properties of the time-parallel multigrid method. Numerical results are reported reflecting the sensitivity of the time-stepping strategy.
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Unstructured CFD computations on M.I.M.D. Systems,ement method on fully unstructured triangular meshes. We advocate mesh partitioning with message passing as a portable paradigm for parallel processing of unstructured mesh simulations. We present and discuss several performance results in terms of interprocessor communication costs, scalability and sheer performance.
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A Parallelization Strategy for a Navier-Stokes Multigrid Solver Based on Macroelements,macroelements. To avoid recursive data dependencies a modification has to be made in the smoothing procedure. We discuss the communication overhead and the influence of the coarsest grid solver on the parallel efficiency for an increasing number of macroelements.
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Probability and Its Applicationsproblem is the increasing complexity of this task for growing processor numbers. Here we present some general ideas for this kind of parallelization and details of a Parix implementation for Transputer networks. Results for up to 1024 processors show the general suitability of our approach for massively parallel systems.
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