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Maximum bandwidth routing and maximum flow routing in wireless mesh networks

机译:无线网状网络中的最大带宽路由和最大流路由

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The emergence of nomadic multimedia applications, such as multimedia conferencing, distance learning, video phones, video/movie-on-demand, and education-on-demand, has recently generated much interest in multi-hop wireless mesh networks (WMNs) to support diverse Quality-of-Service (QoS). In the existing WMN QoS routing protocols, the methods of bandwidth calculation and allocation were proposed to determine routes with bandwidth guaranteed for QoS applications. This paper studies two NP-hard problems, the maximum bandwidth routing problem (abbreviated to MBRP) and the maximum flow routing problem (abbreviated to MFRP). Given a source node s and a destination node d in a multi-hop wireless mesh network, the MBRP is to determine an s-to-d path that can carry a maximum amount of traffic from s to d and the MFRP is to determine the maximum flow from s to d, both retaining the network bandwidth-satisfied. In this paper, heuristic algorithms for the two problems are proposed. Upper bounds on their optimal values are derived, and a lower bound is derived on the feasible value obtained for the MBRP. With the upper bound and the lower bound, an approximation ratio for the heuristic algorithm of the MBRP is obtained. The effectiveness of the heuristic algorithms is further verified by experiments. A generalized interference model is also discussed.
机译:游牧多媒体应用的出现,例如多媒体会议,远程学习,视频电话,视频点播/点播和点播教育,最近引起了对多跳无线网状网络(WMN)的广泛关注,以支持多样化的服务质量(QoS)。在现有的WMN QoS路由协议中,提出了带宽计算和分配方法来确定具有QoS应用带宽保证的路由。本文研究了两个NP难题,最大带宽路由问题(缩写为MBRP)和最大流路由问题(缩写为MFRP)。给定多跳无线网状网络中的源节点s和目的节点d,MBRP将确定一条s-d路径,该路径可承载从s到d的最大流量,而MFRP将确定从s到d的最大流量,都保持了网络带宽满足。本文提出了针对这两个问题的启发式算法。得出其最佳值的上限,并得出针对MBRP获得的可行值的下限。通过上限和下限,获得了MBRP启发式算法的近似比。实验进一步验证了启发式算法的有效性。还讨论了广义干扰模型。

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