Stateful implication logic with memristors

E. Lehtonen, M. Laiho
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引用次数: 208

Abstract

In this paper computation with memristors is studied in terms of how many memristors are needed to perform a given logic operation. It has been shown that memristors are naturally suited for performing implication logic (combination of implication and false operation) instead of Boolean logic. Also, it should be noted that a memristor can be used as both a logic gate and a latch (stateful logic). Being functionally complete, implication logic can be used to compute any Boolean function. However, by performing implication logic with stateful devices, storage of intermediate results requires additional memristors to keep data yet to be used from being written over. This paper describes an effective way to compute any Boolean function with a small number of memristors. Also, the length of the corresponding computing sequence is considered.
忆阻器的有状态隐含逻辑
本文从执行给定逻辑运算需要多少个忆阻器的角度研究了用忆阻器进行计算。已经证明,忆阻器天生适合执行隐含逻辑(隐含和假操作的组合),而不是布尔逻辑。此外,应该注意的是,忆阻器既可以用作逻辑门,也可以用作锁存器(有状态逻辑)。隐含逻辑是功能完备的,可以用来计算任何布尔函数。然而,通过对有状态设备执行隐含逻辑,中间结果的存储需要额外的忆阻器来保持尚未使用的数据不被重写。本文描述了一种用少量忆阻器计算任意布尔函数的有效方法。同时,还考虑了相应计算序列的长度。
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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