利用最小近邻模板合成量子布尔电路的规则

A. Chakrabarti, S. Sur-Kolay
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引用次数: 12

摘要

量子布尔电路的合成问题已成为量子计算领域的一个重要研究方向。基于最小项门的合成和基于Reed-Muller的正则分解技术是常用的方法,而QBC的最近邻合成技术是利用量子逻辑门,只涉及给定量子网络的相邻目标和控制量子比特。我们选择了基于模板的技术来合成量子布尔电路,而不是使用SNOT门来合成量子布尔电路。这项工作使用最近邻模板定义了新的最小化规则,从而减少了量子门和电路级别的数量。为了达到最小的量子门构型,我们还讨论了量子门适当的相对放置的必要性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Rules for Synthesizing Quantum Boolean Circuits Using Minimized Nearest-Neighbour Templates
Quantum Boolean circuit (QBC) synthesis issues are becoming a key area of research in the domain of quantum computing. While Minterm gate based synthesis and Reed-Muller based canonical decomposition techniques are adopted commonly, nearest neighbor synthesis technique for QBC utilizes the quantum logic gates involving only the adjacent target and control qbits for a given quantum network. Instead of Quantum Boolean circuit synthesis using (SNOT gate, we have chosen the template-based technique for synthesis of QBC. This work defines new minimization rules using nearest neighbor templates, which results in reduced number of quantum gates and circuit levels. The need of proper relative placements of the quantum gates in order to achieve the minimum gate configuration has also been discussed.
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