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arXiv 1004.2802cs.LO
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迹有界WSTS的正向分析与模型检验

Forward Analysis and Model Checking for Trace Bounded WSTS

Pierre Chambart, Alain Finkel, Sylvain Schmitz

摘要:

我们研究了良结构变迁系统(WSTS)的一个子类,即Ginsburg和Spanier(trans. AMS 1964)意义下的有界完全确定性系统,我们认为它为Finkel和Goubault-Larrecq(Logic. Meth. Comput. Sci. 2012年)。事实上,我们证明,不同于其他条件考虑以前终止的前向分析,有界性是可判定的。有界性被证明是一个有价值的限制WSTS验证,因为我们表明,它进一步允许决定所有的$ω$ -经常属性的无限的痕迹的系统。

英文摘要:

We investigate a subclass of well-structured transition systems (WSTS), the bounded---in the sense of Ginsburg and Spanier (Trans. AMS 1964)---complete deterministic ones, which we claim provide an adequate basis for the study of forward analyses as developed by Finkel and Goubault-Larrecq (Logic. Meth. Comput. Sci. 2012). Indeed, we prove that, unlike other conditions considered previously for the termination of forward analysis, boundedness is decidable. Boundedness turns out to be a valuable restriction for WSTS verification, as we show that it further allows to decide all $ω$-regular properties on the set of infinite traces of the system.

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