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The effect of graph partitioning techniques on parallel Block FSAI preconditioning: a computational study

机译:图分割技术对并行Block FSAI预处理的影响:计算研究

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Adaptive Block FSAI (ABF) is a novel preconditioner which has proved efficient for the parallel solution of symmetric positive definite (SPD) linear systems and eigenproblems. A possible drawback stems from its reduced strong scalability, as the iteration count to converge for a given problem tends to grow with the number of processors used. The preliminary use of graph partitioning techniques can help improve the preconditioner quality and scalability. According to the specific theoretical properties of Block FSAI, different partitionings are selected and tested in a set of matrices arising from SPD engineering applications. The results show that using an appropriate graph partitioning technique with ABF may play an important role to increase the preconditioner efficiency and robustness, allowing for its effective use also in massively parallel simulations.
机译:自适应块FSAI(ABF)是一种新颖的预处理器,已证明对于对称正定(SPD)线性系统和本征问题的并行求解有效。可能的缺点来自于其降低的强大可伸缩性,因为针对给定问题收敛的迭代次数往往会随着所使用处理器的数量而增长。图分区技术的初步使用可以帮助提高预处理器的质量和可伸缩性。根据Block FSAI的特定理论特性,在SPD工程应用程序产生的一组矩阵中​​选择并测试了不同的分区。结果表明,将适当的图分区技术与ABF配合使用可能对提高预处理器的效率和鲁棒性起重要作用,从而使其在大规模并行仿真中也能有效使用。

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