Towards Optimal Logic Representations for Implication-Based Memristive Circuits

Lin Chen, Zhufei Chu
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引用次数: 0

Abstract

Memristive circuits natively perform material implication (IMPLY) operation, IMPLY together with FALSE (by setting a signal of the IMPLY to ‘0’) is a complete set of operators. As one promising approach for in-memory computing, memristive circuits allow for both data-storing and logic-operation. Logic synthesis is essential for the design of emerging technologies. Instead of using well-known logic synthesis data structures to derive an implication logic network, the paper presents an exact synthesis method to obtain an optimal IMPLY logic network, which is a dedicated homogeneous network by using IMPLY as its only logic primitives. By synthesizing all the 256 three-input Boolean functions, the experimental results show 74 of these have better size compared with one-to-one mapping from optimal And-Inverter Graph (AIG) representations.
基于隐式记忆电路的最优逻辑表示
忆阻电路本身执行物质隐含(IMPLY)运算,隐含与FALSE(通过将隐含的一个信号设置为“0”)是一个完整的运算符集合。记忆电路是一种很有前途的内存计算方法,它允许数据存储和逻辑操作。逻辑综合对于新兴技术的设计至关重要。本文提出了一种精确的综合方法来获得最优的隐含逻辑网络,即以隐含为唯一逻辑原语的专用同构网络,而不是使用已知的逻辑综合数据结构来推导隐含逻辑网络。通过综合所有256个三输入布尔函数,实验结果表明,与最优与逆变图(AIG)表示的一对一映射相比,其中74个具有更好的大小。
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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