计算阵列的复杂性和性能

S. Nadhamuni, J. Aravena
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引用次数: 1

摘要

作者用一个实例分析了收缩数组操作中速度和复杂性之间的权衡。首先,建立了性能的理论下界。考虑使用当前可用的收缩阵列。这些阵列具有先进的特性,如非平面互连和多模式处理元件,阵列还提供了额外的功能,以提高计算速度。得到的最佳性能仍然不如理论最优。为了补充研究,建立了实现最佳性能的体系结构要求。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Complexity and performance of computational arrays
The authors use a case study to analyze the tradeoffs between speed and complexity in systolic array operation. First, a theoretical lower bound for performance is established. The use of currently available systolic arrays is considered. These arrays feature advanced characteristics such as nonplanar interconnections and multimode processing elements The arrays are provided with additional features to increase computational speed. The best performance obtained is still inferior to the theoretical optimum. To complement the study, the requirements of an architecture to achieve optimal performance are established.<>
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