一种增加收缩阵列灵活性的方法

A. Barbir, J. Aravena
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引用次数: 4

摘要

研究了收缩阵列的操作。开发了一个图来表示数组操作作为计算周期的函数。给出了确定这种图的计算过程的描述。图表示用于分析数组的操作,并在降低计算复杂度的情况下检测特殊情况。一个矩阵-向量乘法数组被用作一个案例研究。图形表示的操作用于确定输入数据矩阵中的稀疏模式。所得到的形式产生的矩阵乘积可在缩短的时间内计算
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An approach for increasing the flexibility of systolic arrays
A study is made of the operations of systolic arrays. A graph is developed to present array operation as a function of the compute cycle. A description is given of a computational procedure to determine such a graph. The graph representation is used to analyze the operation of an array and to detect special cases with reduced computational complexity. A matrix-vector multiplication array is used as a case study. Manipulation of the graph representation is used to determine sparsity patterns in the input data matrices. The resulting forms generate matrix products computable in reduced time.<>
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