克服在图形处理器上使用ILUPACK的内存容量限制

J. Aliaga, Ernesto Dufrechu, P. Ezzatti, E. S. Quintana‐Ortí
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引用次数: 0

摘要

目前,许多重要的科学和工程问题都需要求解大型稀疏线性方程组。在之前的工作中,我们通过ILUPACK将GPU加速器应用于中等维数的稀疏线性系统的求解,在保持解决方案质量的同时显着减少了执行时间。不幸的是,使用仅连接到一个计算节点的gpu严重限制了用于解决系统的可用内存,从而限制了使用这种方法可以解决的问题的大小。在这项工作中,我们介绍了一个分布式–并行版本的ILUPACK,克服了这些限制。评估的结果表明,包含多个gpu,位于集群的不同节点上,可以减少大型问题的执行时间,更重要的是,可以增加问题的维度,显示出有趣的缩放特性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Overcoming Memory-Capacity Constraints in the Use of ILUPACK on Graphics Processors
An important number of scientific and engineering problems currently require the solution of large and sparse linear systems of equations. In previous work, we applied a GPU accelerator to the solution of sparse linear systems of moderate dimension via ILUPACK, showing important reductions in the execution time while maintaining the quality of the solution. Unfortunately, the use of GPUs attached to only one compute node strongly limits the memory available to solve the systems, and thus the size of the problems that can be tackled with this approach.In this work we introduce a distributed–parallel version of ILUPACK that overcomes these limitations. The results of the evaluation show that the inclusion of multiple GPUs, located on distinct nodes of a cluster, yields relevant reductions in the execution time for large problems and, more importantly, allows to increase the dimension of the problems, showing interesting scaling properties.
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