基于八卦的点对点流的快速源切换

Zhenhua Li, Jiannong Cao, Guihai Chen, Yan Liu
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引用次数: 2

摘要

在本文中,我们考虑了基于八卦的点对点流应用程序,其中存在多个源并且它们串行工作。更具体地说,我们解决了快速源切换的问题,以最小化新源的启动延迟。我们建立了源切换过程的模型,并将其转化为一个优化问题。然后,我们提出了一种实用的贪心算法,该算法可以通过适当地交错旧源和新源的数据传输来逼近最优解。我们对各种实迹叠加拓扑进行了仿真,以证明我们算法的有效性。仿真结果表明,该算法在不带来额外通信开销的情况下,将源切换时间减少了20% ~ 30%,优于普通的源切换算法,并且随着网络规模的扩大,减少率有增加的趋势。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Fast Source Switching for Gossip-Based Peer-to-Peer Streaming
In this paper we consider gossip-based peer-to-peer streaming applications where multiple sources exist and they work serially. More specifically, we tackle the problem of fast source switching to minimize the startup delay of the new source. We model the source switch process and formulate it into an optimization problem. Then we propose a practical greedy algorithm that can approximate the optimal solution by properly interleaving the data delivery of the old source and the new source. We perform simulations on various real-trace overlay topologies to demonstrate the effectiveness of our algorithm. The simulation results show that our proposed algorithm outperforms the normal source switch algorithm by reducing the source switch time by 20%-30% without bringing extra communication overhead, and the reduction ratio tends to increase when the network scale expands.
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