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Improving time bounded reachability computations in interactive Markov chains

机译:改进交互式马尔可夫链中的时间限制可达性计算

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Interactive Markov Chains (IMCs) are compositional behaviour models extending both Continuous Time Markov Chain (CTMC) and Labelled Transition System (LTS). They are used as semantic models in different engineering contexts ranging from ultramodern satellite designs to industrial system-on-chip manufacturing. Different approximation algorithms have been proposed for model checking of IMCs, with time bounded reachability probabilities playing a pivotal role. This paper addresses the accuracy and efficiency of approximating time bounded reachability probabilities in IMCs, improving over the state-of-the-art in both efficiency of computation and tightness of approximation. Moreover, a stable numerical approach, which provides an effective framework for implementation of the theory, is proposed. Experimental evidence demonstrates the efficiency of the new approach.
机译:交互式马尔可夫链(IMC)是扩展连续时间马尔可夫链(CTMC)和标记过渡系统(LTS)的组成行为模型。从超现代卫星设计到工业片上系统制造,它们在不同的工程环境中用作语义模型。已经提出了用于IMC的模型检查的不同的近似算法,具有时间限制的可达性概率起着关键作用。本文讨论了IMC中逼近时间限制的可到达性概率的准确性和效率,在计算效率和逼近性方面都比最新技术有所提高。此外,提出了一种稳定的数值方法,为实现该理论提供了有效的框架。实验证据证明了这种新方法的有效性。

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