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引用次数: 2
摘要
在对等网络中,连接对等体的覆盖拓扑结构是对等体和数据组织与搜索的重要组成部分。事实上,拓扑特征对这类网络的搜索效率有着重要的影响。在本文中,我们针对基于Chord的P2P系统解决了这个问题。在Barabasi Albert (BA)模型的基础上,提出将Chord的拓扑结构扩展为一个无标度图DHT,命名为PL-Chord,以提供一种具有高效搜索支持的非分层超级对等查找算法。通过多次仿真实验,我们发现PL-DHT可以构建一个覆盖网络,以很小的额外成本扩展搜索区域并提供更高的可达性。
In peer to peer networks, the overlay topology connecting peers is an important component in addition to peer and data organization and search. In fact, topological characteristics have an important impact on the efficiency of search on such networks. In this paper, we address this issue for Chord based P2P systems. Based on the Barabasi Albert (BA) model, we propose to extend the topology of Chord to a scale free graph DHT, named PL-Chord, to provide a non hierarchical super-peer based lookup algorithm with an efficient search support. Through several simulation experiments, we found that PL-DHT could construct an overlay network that extends the search region and provides higher reachability at a very little additional cost.