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A Quick Pessimistic Diagnosis Algorithm for Hypercube-Like Multiprocessor Systems under the PMC Model

机译:PMC模型下类似超立方体的多处理器系统的快速悲观诊断算法

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Processor fault diagnosis is an essential subject for the reliability of a multiprocessor system. The precise strategy and the pessimistic strategy are two classical diagnostic strategies which are based on the well-known PMC model. The precise strategy problem of fault diagnosis is discussed widely and demands that all processors be identified correctly, specifically that all fault-free processors are identified as "fault free” and all faulty processors are identified as "faulty.” The pessimistic diagnosis strategy is a process to diagnose faults that allows all faulty processors to be isolated within a set that contains at most one fault-free processor. In this paper, we study the pessimistic diagnosis strategy under the PMC model for hypercube-like multiprocessor systems. The contribution is to propose an efficient pessimistic diagnosis algorithm for hypercube-like multiprocessor systems. If we denote by N the total number of processors in the hypercube-like system to be diagnosed, the algorithm can run in O(N) time.
机译:处理器故障诊断是多处理器系统可靠性的重要主题。精确策略和悲观策略是两种基于经典PMC模型的经典诊断策略。广泛讨论了故障诊断的精确策略问题,要求正确识别所有处理器,特别是将所有无故障的处理器识别为“无故障”,将所有有故障的处理器识别为“有故障”。悲观诊断策略是一种诊断故障的过程,该过程允许将所有故障处理器隔离在一个最多包含一个无故障处理器的集合中。在本文中,我们研究了在类似超立方体的多处理器系统的PMC模型下的悲观诊断策略。所做的贡献是为类超立方体的多处理器系统提出了一种有效的悲观诊断算法。如果我们用N表示要诊断的超立方体类系统中处理器的总数,则该算法可以在O(N)时间内运行。

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