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Crossing - A Highly Available Quorum Protocol for Arbitrary Planar Topologies

机译:交叉-任意平面拓扑的高可用性仲裁协议

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Quorums are a powerful concept that can be used to implement highly available services. Quorum protocols use replicas of data to increase service availability. Unfortunately, applying quorum protocols in real-world networks often turns out to be difficult, since efficient quorum protocols depend on a particular topology imposed on the replicas managed by it. To effectuate these protocols, the topology of the real-world network must be identical to the particular topology required by the protocol. Clearly, this is a very strong constraint. In this paper, we present a novel quorum protocol that overcomes this difficulty and works directly on arbitrary planar network topologies. To use the new protocol even on non-planar graphs, we present a method to transform non-planar graphs into planar graphs.
机译:仲裁是一个强大的概念,可用于实现高可用性服务。仲裁协议使用数据副本来提高服务可用性。不幸的是,事实证明,在实际的网络中应用仲裁协议通常很困难,因为有效的仲裁协议取决于施加在其管理的副本上的特定拓扑。为了实现这些协议,实际网络的拓扑必须与协议所需的特定拓扑相同。显然,这是一个非常强的约束。在本文中,我们提出了一种新颖的仲裁协议,该协议克服了这一难题,可直接在任意平面网络拓扑上工作。为了即使在非平面图上也使用新协议,我们提出了一种将非平面图转换为平面图的方法。

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