On decomposition of Kleene TDDs

Y. Iguchi, Tsutomu Sasao, M. Matsuura
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引用次数: 2

Abstract

Kleene-TDDs are useful for evaluating logic functions in the presence of unknown inputs, 0 or 1. Although Kleene-TDD-based logic simulation is promising, the size of Kleene-TDD for an n-variable function is O(3/sup n//n). Thus, when n is large, the Kleene-TDDs are often too large to build. In this paper, we propose several methods to decompose Kleene-TDDs. By using this method, we can generate smaller Kleene-TDDs for sub-functions independently to reduce the necessary memory. Preliminary experimental results show that the effectiveness of the presented approach.
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Kleene tdd的分解研究
kleene - tdd对于在未知输入0或1存在的情况下评估逻辑函数很有用。虽然基于Kleene-TDD的逻辑仿真很有前景,但对于n变量函数,Kleene-TDD的大小为O(3/sup n//n)。因此,当n较大时,kleene - tdd通常太大而无法构建。本文提出了几种分解kleene - tdd的方法。使用这种方法,我们可以为子函数独立生成更小的kleene - tdd,从而减少所需的内存。初步实验结果表明了该方法的有效性。
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