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Stochastic Traffic Engineering in Multihop Cognitive Wireless Mesh Networks

机译:多跳认知无线网状网络中的随机流量工程

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In this work, the stochastic traffic engineering problem in multihop cognitive wireless mesh networks is addressed. The challenges induced by the random behaviors of the primary users are investigated in a stochastic network utility maximization framework. For the convex stochastic traffic engineering problem, we propose a fully distributed algorithmic solution which provably converges to the global optimum with probability one. We next extend our framework to the cognitive wireless mesh networks with nonconvex utility functions, where a decentralized algorithmic solution, based on learning automata techniques, is proposed. We show that the decentralized solution converges to the global optimum solution asymptotically.
机译:在这项工作中,解决了多跳认知无线网状网络中的随机流量工程问题。在随机网络效用最大化框架中研究了主要用户的随机行为所带来的挑战。对于凸型随机交通工程问题,我们提出了一种完全分布式的算法解决方案,该解决方案可证明以概率1收敛于全局最优解。接下来,我们将框架扩展到具有非凸效用函数的认知无线网状网络,其中提出了一种基于学习自动机技术的分散算法解决方案。我们证明了分散解渐近收敛于全局最优解。

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