并行体系结构的正式设计方法

K. Elleithy, M. Bayoumi
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引用次数: 2

摘要

作者介绍了一种阵列结构综合的形式化方法。该方法提供了两个主要特性:完整性和正确性。完备性意味着能够将该方法用于任何一般算法。正确性是通过使用一组被证明是正确的转换来实现的。四种不同的形式用于表示输入算法:同时递归、不同变量递归、固定嵌套和变量嵌套。得到了同一算法的四种不同的体系结构。作为一个例子,使用矩阵-矩阵乘法算法来获得四种不同的最优结构。本例的不同架构在面积、时间、广播和所需硬件方面进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A formal design methodology for parallel architectures
The authors introduce a formal approach for synthesis of array architectures. The methodology provides two main features: completeness and correctness. Completeness means the ability to use the approach for any general algorithm. Correctness is achieved by using a set of transformations that are proved to be correct. Four different forms are used to express the input algorithm: simultaneous recursion, recursion with respect to different variables, fixed nesting, and variable nesting. Four different architectures for the same algorithm are obtained. As an example, a matrix-matrix multiplication algorithm is used to obtain four different optimal architectures. The different architectures of this example are compared in terms of area, time, broadcasting, and required hardware.<>
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