From Truth Tables to Programming Languages: Progress in the Design of Reversible Circuits

R. Drechsler, R. Wille
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引用次数: 43

Abstract

It is a widely supported prediction that conventional computer hardware technologies are going to reach their limits in the near future. Consequently, researchers are working on alternatives. Reversible circuits are one promising direction with applications e.g. in low-power design or quantum computation. However, no real design flow for this new kind of circuits exists so far. In this paper, the progress in the development of design methods for reversible circuits is reviewed -- with a particular focus on the synthesis steps. After a brief review on reversible circuits, the general idea of common synthesis approaches is described. This includes methods based on truth table descriptions, methods applicable to larger functions, and finally an approach based on a programming language. Discussions and an outlook to future work conclude this paper.
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从真值表到编程语言:可逆电路设计的进展
传统的计算机硬件技术将在不久的将来达到极限,这是一个得到广泛支持的预测。因此,研究人员正在研究替代方案。可逆电路是一个有前途的应用方向,例如在低功耗设计或量子计算中。然而,到目前为止,这种新型电路还没有真正的设计流程。在本文中,回顾了可逆电路设计方法的发展进展-特别关注合成步骤。在简要回顾可逆电路之后,描述了常用合成方法的一般思想。这包括基于真值表描述的方法,适用于较大函数的方法,最后是基于编程语言的方法。最后对全文进行了讨论和展望。
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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Improved Complexity of Quantum Oracles for Ternary Grover Algorithm for Graph Coloring Invitation to Clone Theory with Partial Clones and Hyperclones From Truth Tables to Programming Languages: Progress in the Design of Reversible Circuits A Graph-Based Approach to Designing Multiple-Valued Arithmetic Algorithms The Lattice of the Clones of Self-Dual Functions in Three-Valued Logic
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