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Reliability Calculation of P2P Streaming Systems with Bottleneck Links

机译:瓶颈链路P2P流系统的可靠性计算

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Let G be a network with node set V and link set E, where each link e in E is associated with capacity c(e) and failure probability p(e). Let D=(s, t, d) be a flow demand on G which requests that a video stream of bit rate d should be delivered from source node s to sink node t through network G. The reliability of network G with respect to flow demand D is the probability of surviving a subgraph of G which admits D under the probabilistic link failures determined by function p. This paper shows that if G contains a constant number of bottleneck links and if the given video stream is divided into constant number of sub-streams, we can calculate the reliability of G in O(2|||V||E|) time, where α|E| is the number of links in the maximum connected component obtained by removing bottleneck links. This is a significant improvement of a naive method which takes O(2|E||V||E|) time.
机译:设G是具有节点SET V和链路集E的网络,其中E中的每个链路E与容量C(e)和故障概率P(e)相关联。让D =(s,t,d)是g上的流量需求,它请求比特率D的视频流应该通过网络g播放到节点t。网络g相对于流量的可靠性需求D是在函数p确定的概率链接故障下携带d的概率载于g的概率。本文表明,如果g包含恒定数量的瓶颈链路,并且如果给定的视频流被分成恒定数量的子流,则可以计算G在O(2 ||||| v || e |)时间的可靠性,其中α| e |是通过删除瓶颈链路获得的最大连接组件中的链接数。这是一种幼稚方法的显着改进,其需要O(2 | || v || e |)时间。

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