General conditions for the decomposition of state holding elements

S. Burns
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引用次数: 51

Abstract

A fundamental problem in the design of speed-independent asynchronous circuits is the decomposition or splitting up of high-fanin operators into two or more lower-fanin operators. In this paper, we develop general techniques to decided whether a particular decomposition of an arbitrary state-holding or combinational element into two elements with an belated internal signal is correct. These techniques are extended to determine efficiently all legal decompositions in a parameterized family.
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状态保持元素分解的一般条件
设计与速度无关的异步电路的一个基本问题是将高扇形算子分解或分裂为两个或多个低扇形算子。在本文中,我们发展了一种通用的技术来判断将任意状态保持或组合元素分解为具有延迟内部信号的两个元素是否正确。这些技术扩展到有效地确定所有合法分解在一个参数化的家庭。
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