An enhanced algorithm for the minimization of exclusive-OR sum-of-products for incompletely specified functions

T. Kozlowski, E. Dagless, J. Saul
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引用次数: 31

Abstract

Most of the current exclusive-OR sum-of-products minimization algorithms use rule-based heuristics to transform an initial circuit description into a possibly compact form. This paper presents an enhanced minimization algorithm, MINT, introducing new transformations including rules operating on three product terms at a time. These multiple-product-term transformations prove to be an efficient extension of previously defined two-product-term operating rules. Additionally, new efficient procedures for the optimization based on the use of don't cares are introduced. The algorithm can simplify multiple-valued input two-valued multiple-output incompletely specified functions.
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非完全指定函数的异或积和最小化的改进算法
大多数当前的异或积和最小化算法使用基于规则的启发式方法将初始电路描述转换为可能的紧凑形式。本文提出了一种增强的最小化算法MINT,它引入了新的变换,包括一次对三个乘积项操作的规则。这些多积项转换被证明是先前定义的两积项操作规则的有效扩展。在此基础上,提出了基于“不关心”的优化方法。该算法可以简化多值输入、二值多输出不完全指定函数。
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