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

机译:用于评估对等性能的缓存插入的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:点对点文件共享应用程序生成巨大的互联网流量卷,从而导致ISP的拥塞和成本增加,特别是由于域间流量。因此,对等应用的分析和相关优化方法(例如地方意识或缓存技术)是广泛的最近研究的主题。在本文中,我们介绍并分析了采用马尔可夫链的概率模型,旨在接近群体的瞬态演变,并固定数量的同行。此模型估计随时已由某个同行已下载的块数的分布。我们还展示了该模型如何作为分析点对点应用程序的某些属性的工具,例如性能单调性,并且主要是为了评估服务于对等体的网络中缓存插入的有效性。出于易腐烂的原因,该模型采用了原始BitTorrent协议的某些简化,其影响受到实验验证的限制。

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