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Conditional Diagnosability of Augmented Cubes under the PMC Model

机译:PMC模型下增强立方体的条件可诊断性

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Processor fault diagnosis has played an important role in measuring the reliability of a multiprocessor system, and the diagnosability of many well-known multiprocessor systems has been widely investigated. The conditional diagnosability is a novel measure of diagnosability by adding an additional condition that any faulty set cannot contain all the neighbors of any node in a system. In this paper, we evaluate the conditional diagnosability for augmented cubes under the PMC model. We show that the conditional diagnosability of an n-dimensional augmented cube is 8n-27 for nge 5.
机译:处理器故障诊断在衡量多处理器系统的可靠性中起着重要作用,并且对许多众所周知的多处理器系统的可诊断性进行了广泛的研究。通过添加附加条件,即任何故障集不能包含系统中任何节点的所有邻居,条件可诊断性是可诊断性的一种新颖度量。在本文中,我们评估了PMC模型下增强立方体的条件可诊断性。我们显示,对于nge 5,n维增强立方体的条件可诊断性为8n-27。

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