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Symbolic Model-Checking of Optimistic Replication Algorithms

机译:乐观复制算法的符号模型检查

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The Operational Transformation (OT) approach, used in many collaborative editors, allows a group of users to concurrently update replicas of a shared object and exchange their updates in any order. The basic idea of this approach is to transform any received update operation before its execution on a replica of the object. This transformation aims to ensure the convergence of the different replicas of the object. However, designing transformation algorithms for achieving convergence is a critical and challenging issue. In this paper, we address the verification of OT algorithms with a symbolic model-checking technique. We show how to use the difference bound matrices to explore symbolically infinite state-spaces of such systems and provide symbolic counterexamples for the convergence property.
机译:在许多协作编辑器中使用的操作转换(OT)方法允许一组用户同时更新共享对象的副本并以任何顺序交换其更新。此方法的基本思想是在对对象的副本执行之前转换任何接收的更新操作。该转变旨在确保对象的不同副本的收敛性。然而,为实现融合设计的转换算法是一个关键和具有挑战性的问题。在本文中,我们通过符号模型检查技术解决了OT算法的验证。我们展示了如何使用差异绑定矩阵探索这些系统的符号无限状态空间,并为收敛属性提供符号的反例。

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