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'Next' heuristic for on-the-fly model checking

机译:“下一步”启发式用于在飞行模型检查

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We presetn a new heuristic for on-the-fly enumerative invariant verification. The heuristic is based on a construct for temporal scaling, called next, that compresses a sequence of transitions leading to a given target set into a single metatransition. First, we give an on-the-fly algorithm to search a process expression built using the constructs of hiding, parallel composition, and temporal scaling. Second, we show that as long the target set O of transitions incudes all transitions that access variables shared with the environment, the process next O for P and P are equivalent according to the weak-simulation equivalence. As a result, to search the product of given processes, we can cluster processes into gorups with as little communication among them as possible, and compose the groups only after applying appropriate hiding and temporal scaling operators. Applying this process recursively gives an expression that has multiple nested applications of next, and has potentially much fewer states than the original product. We report on an implementation, and show significant reductions for a tree-structured parity computer and a ring-structured leader-election protocol.
机译:我们预先推出了一种新的启发式,以便在飞行的突出不变验证。启发式基于用于临时缩放的构造,被称为接下来,它将导致给定目标的转换序列压缩成单个METaTransition。首先,我们给出了一个在线算法,用于搜索使用隐藏,并联组成和时间缩放的构造构建的过程表达式。其次,我们表明,只要转换的目标集合o of transitions都会根据弱模拟等价等同于访问与环境共享的变量的所有转换。因此,要搜索给定进程的产品,我们可以将流程群集进入Gorups,在它们之间的通信很少,并且仅在应用适当的隐藏和时间缩放运算符后才能构成组。应用此过程递归地给出了具有下一嵌套应用的表达式,并且具有比原始产品更少的状态更少。我们报告了一个实施,并显示了树结构奇偶校验计算机和环形领导者选举协议的显着减少。

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