On the Expressivity of RoCTL*

J. McCabe-Dansted, T. French, M. Reynolds, S. Pinchinat
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引用次数: 6

Abstract

RoCTL* was proposed to model robustness in concurrent systems. RoCTL* extended CTL* with the addition of Obligatory and Robustly operators, which quantify over failure-free paths and paths with one more failure respectively. Whether RoCTL* is more expressive than CTL* has remained an open problem since the RoCTL* logic was proposed. We use the equivalence of LTL to counter-free automata to show that RoCTL* is expressively equivalent to CTL*; the translation to CTL* provides the first model checking procedure for RoCTL*. However, we show that RoCTL* is relatively succinct as all satisfaction preserving translations into CTL* are non-elementary in length.
论RoCTL*的表达性
提出RoCTL*对并发系统的鲁棒性进行建模。RoCTL*扩展了CTL*,增加了强制性和鲁棒性算子,分别对无故障路径和多故障路径进行量化。自从RoCTL*逻辑被提出以来,RoCTL*是否比CTL*更具表现力一直是一个悬而未决的问题。我们使用LTL与无反自动机的等价性来证明RoCTL*在表达上等价于CTL*;对CTL*的转换为RoCTL*提供了第一个模型检查程序。然而,我们证明RoCTL*相对简洁,因为所有到CTL*的满足保持翻译在长度上都是非初等的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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