非确定性fsm的隐式状态最小化

T. Kam, T. Villa, R. Brayton, A. Sangiovanni-Vincentelli
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引用次数: 10

摘要

研究了不同类型的非确定性有限状态机的状态最小化问题。在广义相容的基础上,我们提出了广义非对称性非线性非线性系统精确状态最小化问题的理论解。这提供了一个算法框架来探索包含在一般NDFSM中的行为。在此基础上,提出了一种求解伪不确定性FSMs (PNDFSMs)状态最小化的全隐式算法。报告了我们的实施结果,并表明优于以前的显式公式。除了一个问题外,我们可以解决发布的基准测试的所有问题,而显式程序可以完成大约一半的示例,并且在那些情况下需要更长的运行时间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Implicit state minimization of non-deterministic FSMs
This paper addresses state minimization problems of different classes of non-deterministic finite state machines (NDFSMs). We present a theoretical solution to the problem of exact state minimization of general NDFSMs, based on the proposal of generalized compatibles. This gives an algorithmic frame to explore behaviors contained in a general NDFSM. Then we describe a fully implicit algorithm for state minimization of pseudo non-deterministic FSMs (PNDFSMs). The results of our implementation are reported and shown to be superior to a previous explicit formulation. We could solve exactly all but one problem of a published benchmark, while an explicit program could complete approximately one half of the examples, and in those cases with longer run times.
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