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Selfish Neighbor Selection in Peer-to-Peer Backup and Storage Applications

机译:对等备份和存储应用中的自私邻居选择

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In this work we tackle the problem of on-line backup with a peer-to-peer approach. In contrast to current peer-to-peer architectures that build upon distributed hash-tables, we investigate whether an uncoordinated approach to data placement would prove effective in providing embedded incentives for users to offer local resources to the system. By modeling peers as selfish entities striving for minimizing their cost in participating to the system, we analyze equilibrium topologies that materialize from the process of peer selection, whereby peers establish bi-lateral links that involve storing data in a symmetric way. System stratification, that is the emergence of clusters gathering peers with similar contribution efforts, is an essential outcome of the peer selection process: peers are lured to improve the "quality" of local resources they provide to access clusters with lower operational costs. Our results are corroborated by a numerical evaluation of the system that builds upon a polynomial-time best-response algorithm to the selfish neighbor selection game.
机译:在这项工作中,我们使用对等方法解决了在线备份的问题。与当前基于分布式哈希表的点对点体系结构相反,我们调查了一种不协调的数据放置方法是否能有效地为用户提供嵌入的激励机制以向系统提供本地资源。通过将对等方建模为努力减少参与系统的成本的自私实体,我们分析了在对等方选择过程中实现的均衡拓扑,从而使对等方建立了涉及以对称方式存储数据的双向链接。系统分层,即出现集群以类似的努力来收集对等体,是对等体选择过程的重要结果:诱使对等体以较低的运营成本来提高它们为访问集群提供的本地资源的“质量”。通过对自私邻居选择博弈的多项式时间最佳响应算法进行系统数值评估,我们的结果得到了证实。

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