线性变换和精确最小化bdd

Wolfgang Günther, R. Drechsler
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引用次数: 25

摘要

给出了一种求布尔函数变量的最优线性变换的精确算法,使其相应的有序二元决策图(BDD)最小。为了减少巨大的搜索空间,使用了查找最优变量排序的算法中已知的技术。这种最小化BDD的方法可以直接应用于FPGA设计。我们给出了各种电路的实验结果来证明我们方法的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Linear transformations and exact minimization of BDDs
We present an exact algorithm to find an optimal linear transformation for the variables of a Boolean function to minimize its corresponding ordered Binary Decision Diagram (BDD). To prune the huge search space, techniques known from algorithms for finding the optimal variable ordering are used. This BDD minimization finds direct application in FPGA design. We give experimental results for a large variety of circuits to show the efficiency of our approach.
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