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arXiv 1503.02774cs.DCcs.DS
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拜占庭容错的改进连通性条件

Improved Connectivity Condition for Byzantine Fault Tolerance

Adam Hesterberg, Andrea Lincoln, Jayson Lynch

摘要:

给定一个网络,其中一些节点对可以自由通信,而一些节点的子集可能会出现故障并合谋破坏通信,什么时候消息可以可靠地从一个给定的节点发送到另一个节点?我们给出了一个新的表征时,协议问题可以解决,并提供了一个协议算法,可以达到协议时,沿每个最小顶点割的拜占庭节点的数量是有界的。我们的新界限比以前已知的界限严格的情况下的超集。我们证明了新的界是紧的。此外,我们表明,该算法不需要知道的图形结构的过程,因为以前已知的算法。最后,我们探讨了一些情况下,我们可以达成协议,如果我们假设个别节点或整个子图是值得信赖的。

英文摘要:

Given a network in which some pairs of nodes can communicate freely, and some subsets of the nodes could be faulty and colluding to disrupt communication, when can messages reliably be sent from one given node to another? We give a new characterization of when the agreement problem can be solved and provide an agreement algorithm which can reach agreement when the number of Byzantine nodes along each minimal vertex cut is bounded. Our new bound holds for a strict superset of cases than the previously known bound. We show that the new bound is tight. Furthermore, we show that this algorithm does not require the processes to know the graph structure, as the previously known algorithm did. Finally, we explore some of the situations in which we can reach agreement if we assume that individual nodes or entire subgraphs are trustworthy.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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