基于Toffoli网表的四变量可逆函数综合

Sinjini Banerjee, Priyabrata Sahoo, Mahamuda Sultana, Ayan Chaudhuri, D. Sengupta, A. Chaudhuri
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引用次数: 1

摘要

随着可逆计算研究的不断发展,一些可逆电路合成算法的提出也得到了相应的补充。对于优化可逆电路的设计也提出了一些建议。本文提出了一种基于预定义控制线集库的四位可逆函数的新合成算法。该库包含一组Toffoli Netlists,用于特定的转换。基于汉明距离的最优网表选择方法对给定的四变量可逆函数合成了最优可逆电路,消除了合成后优化的需要。与同类合成算法进行了比较,发现该算法能产生更好的可逆电路。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Toffoli netlist based synthesis of four variable reversible functions
The growing research in reversible computation has been duly complimented by several proposals of reversible circuit synthesis algorithms. A certain amount of proposals have also been presented for optimizing reversible circuit designs. This communication proposes a fresh synthesis algorithm for four bit reversible functions based on a pre-defined library of Control Line Sets. The library contains a set of Toffoli Netlists for a certain transformation. An optimal Netlist selection choice based on Hamming Distance synthesizes an optimized reversible circuit for a given four variable reversible function which eliminates need of post synthesis optimization. The study has been compared with a peer synthesis algorithm and found to generate better reversible circuits.
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