Extending equivalence class computation to large FSMs

G. Cabodi, S. Quer, P. Camurati
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引用次数: 3

Abstract

Computing equivalence classes for finite state machines (FSMs) has several applications to synthesis and verification problems, like state minimization, automata reduction, and logic optimization with don't cares. Symbolic traversal techniques are applicable to medium-small circuits. This paper extends their use to large FSMs by means of cofactor-based enhancements to the state-of-the-art approaches and of underestimations of equivalence classes. The key to success is pruning the search space by constraining it. Experimental results on some of the larger ISCAS'89 and MCNC circuits show its applicability.
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将等价类计算扩展到大型fsm
计算有限状态机(fsm)的等价类有几个应用于综合和验证问题,如状态最小化、自动机约简和不关心的逻辑优化。符号遍历技术适用于中小型电路。本文通过对最先进的方法的基于协因子的增强和对等价类的低估,将它们的使用扩展到大型fsm。成功的关键是通过限制搜索空间来缩减搜索空间。在一些较大的ISCAS'89和MCNC电路上的实验结果表明了该方法的适用性。
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