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Model Checking of Hybrid Systems Using Shallow Synchronization

机译:使用浅层同步的混合系统模型检查

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Hybrid automata are a widely accepted modeling framework for systems with discrete and continuous variables. The traditional semantics of a network of automata is based on interleaving, and requires the construction of a monolithic hybrid automaton based on the composition of the automata. This destroys the structure of the network and results in a loss of efficiency, especially using bounded model checking techniques. An alternative compositional semantics, called "shallow synchronization", exploits the locality of transitions and relaxes time synchronization. The semantics is obtained by composing traces of the local automata, and superimposing compatibility constraints resulting from synchronization. In this paper, we investigate the different symbolic encodings of the reachability problem of a network of hybrid automata. We propose a novel encoding based on the shallow synchronization semantics, which allows different strategies for searching local paths that can be synchronized. We implemented a bounded reachability search based on the use of an incremental Satisfiability-Modulo-Theory solver. The experimental results confirm that the new encoding often performs better than the one based on interleaving.
机译:混合自动机是具有离散和连续变量的系统的广泛接受的建模框架。自动机网络的传统语义是基于交织的,并且需要根据自动机的组成来构造整体混合自动机。这会破坏网络的结构,并导致效率降低,尤其是使用有界模型检查技术时。另一种组成语义称为“浅同步”,它利用转换的局部性并放松时间同步。通过组合局部自动机的痕迹并叠加由同步产生的兼容性约束来获得语义。在本文中,我们研究了混合自动机网络可达性问题的不同符号编码。我们提出了一种基于浅层同步语义的新颖编码,它允许使用不同的策略来搜索可以同步的本地路径。我们基于增量式满意度模型理论求解器的使用实现了有界可达性搜索。实验结果证实,新编码通常比基于交织的编码性能更好。

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