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Temporal Logic of Stochastic Actions for Verification of Probabilistic Systems

机译:用于验证概率系统的随机动作的时间逻辑

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The specification and verification of probabilistic systems were usually based on Computational Tree Logic, and systems and properties were specified by different language respectively. This paper extends and reforms Temporal Logic of Actions, puts foreword Temporal Logic of Stochastic Actions (TLSA), which can use additional state-action probabilistic distribution and probabilistic operator to specify probabilistic systems and their properties in the same logic.
机译:概率系统的规范和验证通常基于计算树逻辑,并且分别由不同的语言指定系统和属性。本文扩展和改革了时间逻辑的动作,推动了随机动作(TLSA)的前言时间逻辑,其可以使用额外的状态动作概率分布和概率运算符来指定概率系统及其在相同逻辑中的属性。

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