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Saturation of Concurrent Collapsible Pushdown Systems

机译:并发折叠式推动系统的饱和度

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Multi-stack pushdown systems are a well-studied model of concurrent computation using threads with first-order procedure calls. While, in general, reachability is undecidable, there are numerous restrictions on stack behaviour that lead to decidability. To model higher-order procedures calls, a generalisation of pushdown stacks called collapsible pushdown stacks are required. Reachability problems for multi-stack collapsible pushdown systems have been little studied. Here, we study ordered, phase-bounded and scope-bounded multi-stack collapsible pushdown systems using saturation techniques, showing decidability of control state reachability and giving a regular representation of all configurations that can reach a given control state.
机译:多堆栈推动系统是使用带有一阶过程调用的线程的良好的并发计算模型。虽然,一般而言,虽然可达性是不可判定的,但对导致可拆卸性的堆栈行为有很多限制。为了模拟更高阶的程序呼叫,需要一个名为可折叠式推堆堆栈的推堆的概括。多堆叠可折叠式推动系统的可达性问题几乎没有研究过。这里,我们使用饱和技术研究有序,相界和界限的多堆的多堆的多堆的可折叠式推动系统,示出了控制状态可拆卸能力的可解锁性,并提供可以达到给定控制状态的所有配置的常规表示。

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