Templates for reversible circuit simplification

Dmitri Maslov, D. M. Miller, G. Dueck
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引用次数: 2

Abstract

Even using quite powerful computers, it is still only feasible to find guaranteed optimal circuits for at most 3-input 3-output reversible Boolean functions. Hence, a number of heuristic synthesis methods have emerged. Application of such methods usually results in non-optimal circuit specifications, which can, potentially, be simplified. The template approach discussed in this paper is a local optimization technique for reversible circuit simplification that can be applied for general cost metrics. We present some results on the efficient construction, generalized classification, and completeness of a set of generalized Toffoli gate templates.
可逆电路简化模板
即使使用相当强大的计算机,对于最多3输入3输出可逆布尔函数,仍然只能找到有保证的最优电路。因此,出现了许多启发式综合方法。这种方法的应用通常会导致非最佳电路规格,这可能会被简化。本文讨论的模板方法是可逆电路简化的一种局部优化技术,可应用于一般成本度量。我们给出了一组广义Toffoli门模板的有效构造、广义分类和完备性的一些结果。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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