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Bottom-up disjoint-support decomposition based on cofactor and boolean difference analysis

机译:基于Cofactor和Boolean差异分析的自下而上的脱节支持分解

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This paper presents a new approach for Boolean decomposition based on the Boolean difference and cofactor analysis. Two simple tests provide sufficient and necessary conditions to identify AND and exclusive-OR (XOR) decompositions. The proposed method can decompose an n-input function in O(n . log n) cofactor and O(n) equivalence test operations. Recently, 2-to-1 multiplexers (MUX) have also been used to perform such decomposition. However, MUX with more inputs has been neglected. We provide sufficient and necessary conditions to obtain MUX decompositions of functions with an arbitrary number of inputs.
机译:本文介绍了基于布尔差分和辅助因子分析的布尔分解方法。两个简单的测试提供了足够的和必要条件来识别和独占或(XOR)分解。所提出的方法可以分解在O(n。log n)cofactor和o(n)等价测试操作中的n输入函数。最近,2到1个多路复用器(MUX)也被用来执行这种分解。但是,具有更多投入的MUX已被忽略。我们提供足够的和必要条件,以获得具有任意数量的函数的Mux分解。

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