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Gateway selection and routing in wireless mesh networks

机译:无线网状网络中的网关选择和路由

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This paper deals with issues regarding network planning and optimization in multi-hop wireless mesh networks (WMNs). The central focus is on mathematical programming formulations for both the uncapacitated and capacitated joint gateway selection and routing (U/C-GSR) problem in WMNs, which are in general N,P-complete, when expressed as decision problems. We detail a reformulation using the shortest path cost matrix (SPM) and prove that it gives the optimal solution when applied to the uncapacitated case. We extend the SPM formulation to the capacitated case and show computationally, by using a lower bound on the optimal solution, that it performs within a small optimality gap. Evidence from numerical investigations shows that, the proposed formulation can dramatically improve the computation time for WMNs with realistic network sizes. Furthermore, a set of extensions to the basic formulation is detailed to allow modeling issues such as multi-rate transmission, restricting the number of hops in each routing sub-tree and declaring unreliable nodes as leaf nodes in the routing tree.
机译:本文讨论有关多跳无线网状网络(WMN)中网络规划和优化的问题。中心重点是针对WMN中的能力丧失和能力丧失的联合网关选择和路由(U / C-GSR)问题的数学编程公式,当表示为决策问题时,通常为N,P-完全。我们详细介绍了使用最短路径成本矩阵(SPM)的重新制定,并证明了该重新制定适用于无能力的案例时提供了最佳解决方案。我们将SPM公式扩展到有能力的情况,并通过在最佳解决方案上使用下限来计算显示其在较小的最优间隙内执行。数值研究的证据表明,所提出的公式可以显着改善具有实际网络规模的WMN的计算时间。此外,对基本公式的扩展集进行了详细说明,以允许建模问题,例如多速率传输,限制每个路由子树中的跃点数以及将不可靠的节点声明为路由树中的叶节点。

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