首页> 外文期刊>SIAM Journal on Scientific Computing >A TASK-SCHEDULING APPROACH FOR EFFICIENT SPARSE SYMMETRIC MATRIX-VECTOR MULTIPLICATION ON A GPU
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A TASK-SCHEDULING APPROACH FOR EFFICIENT SPARSE SYMMETRIC MATRIX-VECTOR MULTIPLICATION ON A GPU

机译:GPU上有效的稀疏对称矩阵矢量相乘的任务调度方法

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摘要

In this paper, a task-scheduling approach to efficiently calculating sparse symmetric matrix-vector products and designed to run on graphics processing units (GPUs) is presented. The main premise is that, for many sparse symmetric matrices occurring in common applications, it is possible to obtain significant reductions in memory usage and improvements in performance when the matrix is prepared in certain ways prior to computation. The preprocessing proposed in this paper employs task scheduling to overcome the difficulties that have suppressed the development of methods taking advantage of the symmetry of sparse matrices. The performance of the proposed task-scheduling method is verified using a Kepler (Tesla K40c) graphics accelerator, and is compared to the performance of cuSPARSE library functions on a GPU and to functions from the Intel MKL on central processing units (CPUs) executed in the parallel mode. The obtained results indicate that the proposed approach for sparse symmetric matrix-vector products results in up to a 40% reduction in memory usage, as compared to nonsymmetric matrix storage formats, while retaining good throughput. Compared to cuSPARSE and Intel MKL functions for sparse symmetric matrices, the proposed TSMV approach allowed us to achieve a significant speedup (of over one order of magnitude).
机译:本文提出了一种任务调度方法,可以有效地计算稀疏对称矩阵矢量乘积,并设计为可在图形处理单元(GPU)上运行。主要前提是,对于在常见应用中出现的许多稀疏对称矩阵,当在计算之前以某种方式准备矩阵时,可以显着减少内存使用并提高性能。本文提出的预处理采用任务调度来克服那些难以解决的问题,这些问题抑制了利用稀疏矩阵对称性的方法的发展。使用开普勒(Tesla K40c)图形加速器验证了建议的任务调度方法的性能,并将其与GPU上的cuSPARSE库函数的性能以及Intel MKL在中央处理器(CPU)上执行的功能进行了比较。并行模式。获得的结果表明,与非对称矩阵存储格式相比,所提出的稀疏对称矩阵矢量乘积方法与不对称矩阵存储格式相比,最多可减少40%的内存使用量。与稀疏对称矩阵的cuSPARSE和Intel MKL函数相比,建议的TSMV方法使我们能够实现显着的加速(超过一个数量级)。

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