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A Markov model for the evaluation of cache insertion on peer-to-peer performance

机译:用于对等性能评估缓存插入的Markov模型

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Peer-to-peer file sharing applications generate huge volumes of the Internet traffic, thus leading to increased congestion and costs for the ISPs, particularly due to inter-domain traffic. Thus, analysis of peer-to-peer applications and related optimization approaches (such as locality awareness or caching techniques) has been the subject of extensive recent research. In this paper we introduce and analyze a probabilistic model that employs a Markov chain, aiming to approximate the transient evolution of a swarm with a fixed number of peers. This model estimates the distribution of the number of chunks already downloaded by a certain peer at any time. We also show how this model can serve as a tool to analyze certain properties of peer-to-peer applications, such as monotonicity of performance, and primarily to evaluate the effectiveness of cache insertion in a network serving peer-to-peer. For tractability reasons, the model employs certain simplifications of the original BitTorrent protocol, the impact of which is limited as validated experimentally.
机译:对等文件共享应用程序会产生大量Internet流量,从而导致ISP的拥塞和成本增加,尤其是由于域间流量。因此,对等应用程序和相关优化方法(例如位置感知或缓存技术)的分析已成为近期广泛研究的主题。在本文中,我们介绍并分析了采用马尔可夫链的概率模型,旨在近似估计具有固定数目对等体的群体的瞬态演化。该模型估计某个对等方在任何时候已经下载的块的数量的分布。我们还将展示该模型如何充当工具来分析对等应用程序的某些属性,例如性能的单调性,并主要评估服务于对等网络中的缓存插入的有效性。出于可处理性的原因,该模型采用了原始BitTorrent协议的某些简化形式,其影响受到实验验证是有限的。

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