用三元可逆门实现收缩阵列

Naushin Nower, A. Chowdhury
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引用次数: 3

摘要

多值逻辑综合是目前一个非常有前途和丰富的研究领域,因为它使设计人员能够制造出比现有经典计算机更高效的计算机。近年来,三元逻辑综合的研究得到了很大的发展。现有的许多文献主要是对高效三元可逆处理器的实现的看法。本研究是基于一个可逆收缩阵列的设计,这是并行处理的最好的例子之一,使用微级三元Toffoli门。文中给出了三元可逆收缩阵列乘法器的总体结构,并举例说明。本文计算了设计中产生的垃圾输出的下界和整个电路的量子成本,以证明设计的紧凑性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Realization of systolic array using ternary reversible gates
Multi valued logic synthesis is a very promising and affluent research area at present because of allowing designers to build much more efficient computers than the existing classical ones. Ternary logic synthesis research has got impetus in the recent years. Many existing literature are mainly perceptive to the realization of efficient ternary reversible processors. This research is based on the design of a reversible systolic array, which is one of the best examples of parallel processing, using micro level ternary Toffoli gate. General architecture of the ternary reversible systolic array multiplier is shown along with example. Lower bound for the garbage outputs produced in the proposed design and the quantum cost of the entire circuit is calculated here to prove the compactness of the design.
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