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Optimizing cluster formation in super-peer networks via local incentive design - Springer

机译:通过本地激励设计优化超级对等网络中的集群形成-Springer

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A super-peer based overlay network architecture for peer-to-peer (P2P) systems allows for some nodes, known as the super-peers, that are more resource-endowed than others, to assume a higher share of workload. Ordinary peers are connected to the super-peers and rely on them for their transactional needs. Many criteria for a peer to choose its super-peer have been explored, some of them based on physical proximity, semantic proximity, or by purely random choice. In this paper, we propose an incentive-based criterion that uses semantic similarities between the content interests of the peers and, at the same time, encourages even load distribution across the super-peers. The incentive is achieved via a game theoretic framework that considers each peer as a rational player, allowing stable Nash equilibria to exist and hence guarantees a fixed point in the strategy space of the peers. This guarantees convergence (assuming static network parameters) to a locally optimal assignment of peers to super-peers with respect to a global cost that approximates the average query resolution time. We also show empirically that the local cost framework that we employ performs closely to (and in some cases better than) a similar scheme based on the formulation of a centralized cost function that requires the peers to know an additional global parameter.
机译:用于点对点(P2P)系统的基于超级对等网络的覆盖网络体系结构允许某些节点(称为超级对等节点)比其他节点拥有更多的资源,以承担更高的工作负载份额。普通对等方连接到超级对等方,并依靠它们满足其交易需求。已经探索了许多对等方选择其超级对等方的标准,其中一些是基于物理上的接近度,语义上的接近度,或者是基于纯粹的随机选择。在本文中,我们提出了一种基于激励的准则,该准则利用对等体的内容兴趣之间的语义相似性,同时鼓励在超级对等体之间进行均匀的负载分配。激励通过博弈论框架实现,该博弈论框架将每个对等方视为理性参与者,从而允许存在稳定的纳什均衡,从而保证了对等方战略空间中的固定点。相对于近似于平均查询解决时间的全局成本,这保证了收敛(假定静态网络参数)到对等端到超级对等端的本地最佳分配。我们还根据经验表明,基于集中式成本函数的制定,我们需要采用的本地成本框架与类似方案非常接近(在某些情况下要比同类方案更好),该函数要求对等方知道附加的全局参数。

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