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Diagnosability of hypercubes and enhanced hypercubes under the comparison diagnosis model

机译:比较诊断模型下超立方体和增强超立方体的可诊断性

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A. Sengupta and A. Dahbura (1992) discussed how to characterize a diagnosable system under the comparison diagnosis model proposed by J. Maeng and M. Malek (1981) and a polynomial algorithm was given to identify the faulty processors provided that the system's diagnosability is known. However, for a general system, the determination of its diagnosability is not algorithmically easy. This paper proves that, for the important hypercube structured multiprocessor systems (n-cubes), the diagnosability under the comparison model is n when n/spl ges/5. The paper also studies the diagnosability of enhanced hypercube, which is obtained by adding 2/sup n-1/ more links to a regular hypercube of 2/sup n/ processors. It is shown that the augmented communication ability among processors also increases the system's diagnosability under the comparison model. We prove that the diagnosability is n+1 for an enhanced hypercube when n/spl ges/6.
机译:A. Sengupta和A.Dahbura(1992)讨论了如何在J. Maeng和M.Malek(1981)提出的比较诊断模型下表征可诊断的系统,并给出了多项式算法来识别故障处理器,前提是该系统具有可诊断性是众所周知的。但是,对于一般系统,其可诊断性的确定在算法上并不容易。本文证明,对于重要的超立方体结构化多处理器系统(n多维数据集),当n / spl ges / 5时,比较模型下的可诊断性为n。本文还研究了增强型超立方体的可诊断性,这是通过将2 / sup n-1 /更多链接添加到2 / sup n /处理器的常规超立方体而获得的。结果表明,在比较模型下,处理器之间增强的通信能力也提高了系统的可诊断性。我们证明,当n / spl ges / 6时,增强型超立方体的可诊断性为n + 1。

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