论随机计算电路实现的功能

Armin Alaghi, J. Hayes
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引用次数: 20

摘要

随机计算(SC)采用传统的逻辑电路来实现作用于数字比特流的模拟式算术函数。它利用模拟计算的优点-强大的基本运算,高运算速度和容错性-在重要的应用,如感觉图像处理和神经形态系统。同时,SC也存在模拟精度低、底层行为复杂等缺点。虽然从20世纪60年代开始研究,但SC的许多基本性质并不为人所知或理解得很好。本文以统一的方式和符号,给出了随机电路的逻辑性和随机性之间的关系。它还考虑了输入比特流之间的相关性和存储元素的存在如何影响随机行为。本文还讨论了SC所面临的一些相关研究挑战。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On the Functions Realized by Stochastic Computing Circuits
Stochastic computing (SC) employs conventional logic circuits to implement analog-style arithmetic functions acting on digital bit-streams. It exploits the advantages of analog computation -powerful basic operations, high operating speed, and error tolerance- in important applications such as sensory image processing and neuromorphic systems. At the same time, SC exhibits the analog drawbacks of low precision and complex underlying behavior. Although studied since the 1960s, many of SC"s fundamental properties are not well known or well understood. This paper presents, in a uniform manner and notation, what is known about the relations between the logical and stochastic behavior of stochastic circuits. It also considers how correlation among input bit-streams and the presence of memory elements influences stochastic behavior. Some related research challenges posed by SC are also discussed.
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