聚苯乙烯:永不消亡的分散数据形状

S. Bouget, H. Kervadec, Anne-Marie Kermarrec, François Taïani
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引用次数: 7

摘要

分散的拓扑构造协议沿着预定义的拓扑(例如环面、环或超立方体)组织节点。这种拓扑已用于从路由和存储系统到发布-订阅和事件分发的许多上下文中。由于大多数拓扑假设节点的物理位置与其在拓扑中的位置之间没有相关性,因此它们不能很好地处理灾难性故障,即拓扑的整个区域消失。当这种情况发生时,系统的整体形状通常会丢失。在使用覆盖节点来映射虚拟数据空间的应用程序中,无论是用于路由、索引还是存储,这都是非常有问题的。在本文中,我们提出了一种新颖的分散方法,即使拓扑的大部分(连续)部分失效,也能保持拓扑的初始形状。我们的方法依赖于物理节点和虚拟节点之间的动态解耦,从而实现快速重塑。例如,我们的结果表明,在50%的节点崩溃后,51,200个节点的环面仅在10轮内收敛回完整的环面。我们的协议既简单又灵活,提供了一种超越当前技术水平的集体生存能力的新形式。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Polystyrene: the Decentralized Data Shape That Never Dies
Decentralized topology construction protocols organize nodes along a predefined topology (e.g. a torus, ring, or hypercube). Such topologies have been used in many contexts ranging from routing and storage systems, to publish-subscribe and event dissemination. Since most topologies assume no correlation between the physical location of nodes and their positions in the topology, they do not handle catastrophic failures well, in which a whole region of the topology disappears. When this occurs, the overall shape of the system typically gets lost. This is highly problematic in applications in which overlay nodes are used to map a virtual data space, be it for routing, indexing or storage. In this paper, we propose a novel decentralized approach that maintains the initial shape of the topology even if a large (consecutive) portion of the topology fails. Our approach relies on the dynamic decoupling between physical nodes and virtual ones enabling a fast reshaping. For instance, our results show that a 51,200-node torus converges back to a full torus in only 10 rounds after 50% of the nodes have crashed. Our protocol is both simple and flexible and provides a novel form of collective survivability that goes beyond the current state of the art.
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