Efficient decomposition and performance of parallel PDE, FFT, Monte Carlo simulations, simplex, and sparse solvers (Q1186822)

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scientific article; zbMATH DE number 37188
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Efficient decomposition and performance of parallel PDE, FFT, Monte Carlo simulations, simplex, and sparse solvers
scientific article; zbMATH DE number 37188

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    Efficient decomposition and performance of parallel PDE, FFT, Monte Carlo simulations, simplex, and sparse solvers (English)
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    28 June 1992
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    Investigation of parallelization for several versions of the algorithms named in the title (PDE stands for red-black successive overrelaxation and alternating directions implicit methods, sparse solver for triangular sparse linear system) on two experimental shared memory parallel processors: An 8 processor variant for the VAX 6300 series and a M31, consisting of 16 Micro VAX CPUs. The two computers have scalar processors with different cache design. The presence of the caches forces to use as far as possible ``local'' data with corresponding consequences for the algorithms.
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    Monte Carlo simulations
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    simplex method
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    fast Fourier transform
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    implicit methods
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    decomposition
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    multiprocessor performance
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    cache coherency
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    parallelization
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    algorithms
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    red-black successive overrelaxation
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    alternating directions
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    sparse solver
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    triangular sparse linear systeme
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    shared memory parallel processors
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