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Provable Polylog Routing for Darknets

机译:用于暗线的可证明的polylog路由

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摘要

Dark nets, anonymous and membership-concealing P2P networks, aim at providing censorship-resistance without relying on a central authority. An efficient routing algorithm is needed to create Dark nets that offer an acceptable performance to a large number of users. Designing such an algorithm is hard due to the restricted topology of Dark nets, which has not been modelled adequately up to now. We present such a model of Dark nets by modifying Kleinberg's small-world model and a new algorithm, Next Best Once. It is shown analytically that Next Best Once takes O (log2 n) steps on our model, simulations show that it performs better than existing Dark net routing algorithms such as the one used in the dark Free net, especially with regard to the maximal path length which is bounded by O (log2 n) for Next Best Once, but scales linearly in case of Free net.
机译:暗网,匿名和会员隐藏的P2P网络,旨在提供审查 - 抵抗,而无需依赖中央权威机构。需要一种有效的路由算法来创建为大量用户提供可接受的性能的黑网络。设计这种算法很难由于暗网的拓扑结构,这尚未充分建模。我们通过修改Kleinberg的小世界模型和新算法,提出如此模型,下一个最佳算法。在分析上显示,下一个拍摄的o(log2 n)步骤在我们的模型上,模拟表明它比现有的黑网路由算法更好,例如暗自由网中使用的算法,特别是关于最大路径长度由O(log2 n)界定的下一个最佳一次,但是在空闲网络的情况下线性缩放。

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