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Untanglings: a novel approach to analyzing concurrent systems

机译:解开纠结:一种分析并发系统的新颖方法

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Substantial research efforts have been expended to deal with the complexity of concurrent systems that is inherent to their analysis, e.g., works that tackle the well-known state space explosion problem. Approaches differ in the classes of properties that they are able to suitably check and this is largely a result of the way they balance the trade-off between analysis time and space employed to describe a concurrent system. One interesting class of properties is concerned with behavioral characteristics. These properties are conveniently expressed in terms of computations, or runs, in concurrent systems. This article introduces the theory of untanglings that exploits a particular representation of a collection of runs in a concurrent system. It is shown that a representative untangling of a bounded concurrent system can be constructed that captures all and only the behavior of the system. Representative untanglings strike a unique balance between time and space, yet provide a single model for the convenient extraction of various behavioral properties. Performance measurements in terms of construction time and size of representative untanglings with respect to the original specifications of concurrent systems, conducted on a collection of models from practice, confirm the scalability of the approach. Finally, this article demonstrates practical benefits of using representative untanglings when checking various behavioral properties of concurrent systems.
机译:为了解决其分析固有的并发系统的复杂性,已经进行了大量的研究工作,例如,解决众所周知的状态空间爆炸问题的工作。方法在能够适当检查的属性类别上有所不同,这主要是由于它们平衡了分析时间和用于描述并发系统的空间之间的权衡取舍的方式的结果。一类有趣的属性与行为特征有关。这些属性可以根据并发系统中的计算或运行方便地表示。本文介绍了纠缠理论,该理论利用并发系统中运行集合的特定表示形式。结果表明,可以构造有界并发系统的典型解缠结,从而捕获所有且仅系统的行为。代表性的纠缠在时间和空间之间取得了独特的平衡,但为方便提取各种行为特性提供了一个单一模型。根据并发系统的原始规范,在构造时间和代表性解缠结的大小方面的性能测量,是根据实践中的模型集合进行的,确认了该方法的可伸缩性。最后,本文演示了在检查并发系统的各种行为属性时使用代表性的缠结的实际好处。

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