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Comparison of Different Parallel Modified Gram-Schmidt Algorithms

机译:不同并行修改的Gram-Schmidt算法的比较

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摘要

The modified Gram-Schmidt algorithm (MGS) is used in many fields of computational science as a basic part for problems which relate to Numerical Linear Algebra. In this paper we describe different parallel implementations (blocked and unblocked) of the MGS-algorithm and show how computation and calculation overlap can increase the performance up to 38 percent on the two different Clusters platforms which where used for performance evaluation.
机译:改进的Gram-Schmidt算法(MGS)在计算科学的许多领域中被用作与数值线性代数有关的问题的基本部分。在本文中,我们描述了MGS算法的不同并行实现方式(有块和无块),并展示了在两个用于性能评估的不同集群平台上,计算和计算重叠如何将性能提高38%。

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