Computing with restricted minima systems

E. Schuchman, J. Lusth
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引用次数: 1

Abstract

We describe a version of QCA we call 'restricted minima quantum-dot arrays' (RMQDA). This design methodology attempts to reduce timing and input energy requirements by using clocked QCA cells only at isolated locations where gain is necessary. Where passive QCA cells are used, asymmetric spacing eliminates the existence of local minima configurations and allows the ground state to be reached. Separation of clocked regions also provides tolerance to clock distribution delays.
限制最小系统的计算
我们描述了QCA的一个版本,我们称之为“受限最小量子点阵列”(RMQDA)。这种设计方法试图通过仅在需要增益的孤立位置使用时钟QCA单元来减少定时和输入能量需求。当使用无源QCA单元时,不对称间距消除了局部最小配置的存在,并允许达到基态。时钟区域的分离也提供了对时钟分布延迟的容忍度。
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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