Engineering change in a non-deterministic FSM setting

S. Khatri, A. Narayan, Sriram C. Krishnan, K. McMillan, R. Brayton, A. Sangiovanni-Vincentelli
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引用次数: 21

Abstract

We propose a new formalism for the Engineering Change (EC) problem in a finite state machine (FSM) setting. Given an implementation that violates the specification, the problem is to alter the behavior of the implementation so that it meets the specification. The implementation can be a pseudo-nondeterministic FSM while the specification may be a nondeterministic FSM. The EC problem is cast as the existence of an "appropriate" simulation relation from the implementation into the specification. We derive the necessary and sufficient conditions for the existence of a solution to the problem. We synthesize all possible solutions, if the EC is feasible. Our algorithm works in space which is linear, and time which is quadratic, in the product of the sizes of implementation and specification. Previous formulations of the problem which admit nondeterministic specifications, although more general, lead to an algorithm which is exponential. We have implemented our procedure using Reduced Ordered Binary Decision Diagrams.
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在不确定的FSM环境下进行工程变更
提出了有限状态机(FSM)环境下工程变更问题的一种新的形式。给定一个违反规范的实现,问题是改变实现的行为,使其符合规范。实现可以是伪不确定性FSM,而规范可以是不确定性FSM。EC问题表现为存在从实现到规范的“适当的”模拟关系。我们导出了问题解存在的充分必要条件。我们综合所有可能的解决方案,如果EC是可行的。我们的算法在线性空间中工作,时间是二次的,是实现和规格大小的乘积。先前承认不确定性规格的问题的公式,虽然更一般,导致一个算法是指数的。我们已经实现了我们的程序使用降阶二进制决策图。
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