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Variable Ordering of BDDs with Parallel Genetic Algorithms

机译:并行遗传算法对BDD的可变排序

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摘要

Binary Decision Diagrams (BDDs) have proved to be a powerful representation for Boolean functions. More specifically, they form a data structure with an associated set of handling algorithms very useful for the automatic formal verification of digital circuits and other finite state systems. Nevertheless, the size of the BDD representation of these functions is highly dependent on the order of the function arguments, also called variables, and to find such good ordering has been shown to be a NP-Complete problem. In this work we present an heuristic based on Parallel Genetic Algorithms to solve this problem together with experimental results.
机译:事实证明,二进制决策图(BDD)是布尔函数的强大表示形式。更具体地说,它们与一组相关的处理算法一起形成数据结构,这对于数字电路和其他有限状态系统的自动形式验证非常有用。但是,这些函数的BDD表示形式的大小高度依赖于函数参数(也称为变量)的顺序,并且找到这种良好的顺序已被证明是NP-Complete问题。在这项工作中,我们提出了一种基于并行遗传算法的启发式方法来解决此问题,并提供了实验结果。

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