首页> 外文会议>International Conference on Distributed Computing and Internet Technology(ICDCIT 2005); 20051222-24; Bhubaneswar(IN) >Divide and Concur: Employing Chandra and Toueg's Consensus Algorithm in a Multi-level Setting
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Divide and Concur: Employing Chandra and Toueg's Consensus Algorithm in a Multi-level Setting

机译:分而合一:在多层次环境中使用钱德拉和图格的共识算法

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We revisit the work of Chandra and Toueg on achieving consensus using unreliable failure detectors in an asynchronous system with crash stop failures. Following a brief review of their approach, we provide a probabilistic analysis of their consensus algorithm, which shows that the number of messages is exponentially proportional to the number of participating processes n. Based on our analysis, we study how their solution may be improved when we have a priori knowledge of the maximum number of process failures that may occur. Accordingly, we propose multi-level consensus as a generalization of the Chandra-Toueg algorithm, and give a probabilistic analysis of our algorithm. For n large relative to the bound on the number of failures k, this approach yields an improvement (in the expected case) in the message complexity.
机译:我们重新审视了Chandra和Toueg在具有崩溃停止故障的异步系统中使用不可靠的故障检测器来达成共识的工作。在简要回顾了他们的方法之后,我们对他们的共识算法进行了概率分析,结果表明消息的​​数量与参与进程的数量n成指数比例。基于我们的分析,当我们对可能发生的最大过程故障数有先验知识时,我们将研究如何改进其解决方案。因此,我们提出了多层次共识作为Chandra-Toueg算法的推广,并对该算法进行了概率分析。对于相对于故障数k的界限而言,n大时,此方法可提高(在预期的情况下)消息复杂度。

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