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Reputation Aggregation in Peer-to-Peer Network Using Differential Gossip Algorithm

机译:点对点网络中使用差分八卦算法进行信誉聚集

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In a peer-to-peer system, a node should estimate reputation of other peers not only on the basis of its own interaction, but also on the basis of expression of other nodes. Reputation aggregation mechanism implements strategy for achieving this. Reputation aggregation in peer to peer networks is generally a very time and resource consuming process. Moreover, most of the methods consider that a node will have the same reputation after aggregation with all the nodes in the network, which is not true. This paper proposes a reputation aggregation algorithm that uses a variant of gossip algorithm called differential gossip. In this paper, estimate of reputation is considered to be having two parts, one common component which is same with every node, and the other one is the information received from immediate neighbours based on the neighbours’ direct interaction with the node. The differential gossip is fast and requires a lesser amount of resources. This mechanism allows computation of independent reputation value by every node, of every other node in the network. The differential gossip trust has been investigated for a power law network formed using preferential attachment Model. The reputation computed using differential gossip trust shows good amount of immunity to the collusion. We have verified the performance of the algorithm on the power law networks with sizes ranging from 100 nodes to 50,000 nodes.
机译:在对等系统中,一个节点不仅应基于自身的交互作用,而且还应根据其他节点的表达来估计其他对等点的信誉。信誉聚集机制实施用于实现此目的的策略。对等网络中的信誉聚合通常是非常耗时和耗资源的过程。而且,大多数方法都认为一个节点与网络中的所有节点聚合后将具有相同的信誉,这是不正确的。本文提出一种信誉聚合算法,该算法使用称为差异八卦的八卦算法的变体。在本文中,信誉评估被认为包括两个部分,一个共同的组成部分与每个节点相同,另一部分是基于邻居与该节点的直接交互从直接邻居接收到的信息。差异八卦很快,需要的资源较少。该机制允许网络中每个其他节点计算独立的信誉值。对于使用优先依附模型形成的幂律网络,已经研究了差异八卦信任。使用差异八卦信任度计算的信誉显示出对共谋的良好免疫力。我们已经验证了该算法在幂律网络上的性能,该幂律网络的大小从100个节点到50,000个节点不等。

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