Application of Generalised Reed-Muller Expansion in Development of Programmable Logic Array

E. Zaitseva, V. Levashenko, I. Lukyanchuk, M. Kvassay, J. Rabcan, Patrik Rusnak
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Abstract

The intensive development of information technologies and the need to process big information and data lead to elaboration of new technologies in the hardware design. One of the important aspects here is to increase the information capacity of gates and interconnections that is possible by application of non-binary elements. Employing non-binary (Many-Valued) cells as computing and memory units enables to pack unprecedented high-density information. In turn, use of non-binary units calls for development of new methods in logic design. These methods should be based on a non-binary logic and application of Multiple-Valued Logic in design of non-binary logical circuits and networks. In this paper, a new technique of the Programmable Logic Array design based on Many-Valued units is considered. This technique is based on the use of generalised Reed-Muller expansion of Multi-Valued Logic function representation.
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广义Reed-Muller展开在可编程逻辑阵列开发中的应用
信息技术的迅猛发展以及处理大信息和数据的需要,导致了硬件设计中对新技术的阐述。这里的一个重要方面是通过应用非二进制元素来增加门和互连的信息容量。采用非二进制(多值)单元作为计算和存储单元,可以打包前所未有的高密度信息。反过来,非二进制单位的使用要求在逻辑设计中开发新的方法。这些方法应以非二进制逻辑为基础,并将多值逻辑应用于非二进制逻辑电路和网络的设计。本文提出了一种基于多值单元的可编程逻辑阵列设计新技术。该技术基于多值逻辑函数表示法的广义Reed-Muller展开。
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