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TCTL Inevitability Analysis of Dense-Time Systems: From Theory to Engineering

机译:密集时间系统的TCTL必然性分析:从理论到工程

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摘要

Inevitability properties in branching temporal logics are of the syntax any◇φ, where φ is an arbitrary (timed) CTL (Computation Tree Logic) formula. Such inevitability properties in dense-time logics can be analyzed with the greatest fixpoint calculation. We present algorithms to model-check inevitability properties. We discuss a technique for early decision on greatest fixpoint calculation which has shown promising performance against several benchmarks. We have experimented with various issues which may affect the performance of TCTL inevitability analysis. Specifically, our algorithms come with a parameter for the measurement of time-progress. We report the performance of our implementation with regard to various parameter values and with or without the non-Zeno computation requirement in the evaluation of greatest fixpoints. We have also experimented with safe abstraction techniques for model-checking TCTL inevitability properties. The experiment results help us in deducing rules for setting the parameter for verification performance. Finally, we summarize suggestions for configurations of efficient TCTL inevitability evaluation procedure.
机译:分支时间逻辑中的不可避免性属性具有any◇φ语法,其中φ是任意(定时)CTL(计算树逻辑)公式。可以使用最大的定点计算来分析密集时间逻辑中的此类不可避免性属性。我们提出用于对不可避免性属性进行模型检查的算法。我们讨论了一种关于最大定点计算的早期决策技术,该技术在多个基准测试中均显示出可喜的性能。我们已经尝试了可能影响TCTL必然性分析性能的各种问题。具体来说,我们的算法带有一个用于测量时间进度的参数。在最大固定点的评估中,我们报告了有关各种参数值以及有无Zeno计算要求的实现性能。我们还对用于模型检查TCTL必然性的安全抽象技术进行了试验。实验结果有助于我们推导用于设置验证性能参数的规则。最后,我们总结了有关配置有效TCTL必然性评估程序的建议。

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