t(n-1)可诊断性及其在容错中的应用

Jie Xu
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引用次数: 22

摘要

组成的一个系统是t / n单位(n - 1)可诊断,如果给出任何测试结果的完整集合,有缺陷的单位的集合可以被孤立在一组最多n - 1单位提供了错误的数量单位不超过t。基于一些最近发现t / (n - 1) -diagnosability的性质,作者探讨了三个规范类systems-chains、循环和H /订阅2 r, n /系统和提出了最优t / (n - 1)可诊断为这些类配置。将这些结果合并到D.M. Blough和A. Pelc的方案中(见第20章)。Fault-Toler。在《计算机学报》第316-323页(1990),作者给出了一种改进的常度多处理机系统的诊断和修复算法。提出了一种利用t(n-1)诊断技术的软件容错方案
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The t(n-1)-diagnosability and its applications to fault tolerance
A system composed of n units is said to be t/(n-1)-diagnosable if, given any complete collection of test results, the set of faulty units can be isolated to within a set of at most n-1 units provided that the number of faulty units does not exceed t. Based on some recently discovered properties of t/(n-1)-diagnosability, the author examines three canonical classes of systems-chains, loop and H/sub 2r,n/ systems-and presents optimal t/(n-1) diagnosable configurations for these classes. Incorporating these results into the scheme of D.M. Blough and A. Pelc (see 20th Inst. Symp. on Fault-Toler. Computing, pp.316-323 (1990)), the author gives an improved diagnosis and repair algorithm for constant-degree multiprocessor systems. A software fault tolerance scheme that utilizes t(n-1)-diagnosis technique is also proposed.<>
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