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Some optimization techniques of the matrix multiplication algorithm

机译:矩阵乘法算法的一些优化技术

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Dense matrix-matrix multiplication algorithm is widely used in large scientific applications, and often it is an important factor of the overall performance of the application. Therefore, optimizing this algorithm, both for parallel and serial execution would give an overall performance boost. In this paper we overview the most used dense matrix multiplication optimization techniques applicable for multicore processors. These methods can speedup the multicore parallel execution focusing on reducing the number of memory accesses and improving the algorithm according to hardware architecture and organization.
机译:密集的矩阵 - 矩阵乘法算法广泛应用于大型科学应用,往往是应用程序整体性能的重要因素。因此,优化该算法,用于并行和串行执行都会提供整体性能提升。在本文中,我们概述了适用于多核处理器的最常用的密集矩阵乘法优化技术。这些方法可以加速微核并行执行,重点是减少内存访问数量并根据硬件架构和组织改进算法。

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