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首页> 外文期刊>Journal of Telecommunications System & Management >Learning Automata Based Channel Assignment with Power Control in Multi-Radio Multi-Channel Wireless Mesh Networks
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Learning Automata Based Channel Assignment with Power Control in Multi-Radio Multi-Channel Wireless Mesh Networks

机译:在多无线电多信道无线网状网络中通过功率控制学习基于自动机的信道分配

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摘要

Wireless channel assignment is one of the major challenging issues in multi hop wireless mesh networks (WMN) when there is the need to design them in a distributed fashion, specifically for multi-radio multi-channel (MRMC) systems. In this work, a new learning automata based channel and power assignment scheme which adaptively improve network overall throughput by expecting network dynamics was proposed. First, a utility function which reflected the user’s preference for the signal to interference and noise ratio (SINR) was applied, and then the transmitter power. The distributed channel assignment and power control problem is formulated as a multiple payoff stochastic game of automata. In this game, each user evaluates a channel and power selection strategy by computing a utility value. This evaluation is performed using a stochastic iterative procedure. The utility function that potentially reflected a measure of satisfaction of every node was used by every node as an environmental response for the current selected strategy chosen by the nodes. According to dynamics of system, the proposed algorithm assigned channels and powers to radio interface such that it minimized interference in the neighborhood of a node. The stability of the system was analyzed via appropriate Lyapunov-like trajectory; it was shown that the stability and optimum point of the system converged.
机译:当需要以分布式方式设计无线中继网络时,无线信道分配是多跳无线网状网络(WMN)的主要挑战性问题之一,特别是针对多无线电多信道(MRMC)系统。在这项工作中,提出了一种新的基于学习自动机的信道和功率分配方案,该方案通过期望网络动态性来自适应地提高网络总吞吐量。首先,应用了一种实用程序功能,该功能可以反映用户对信噪比(SINR)的偏好,然后应用发射机功率。分布式信道分配和功率控制问题被表述为自动机的多重收益随机游戏。在此游戏中,每个用户都通过计算效用值来评估信道和功率选择策略。使用随机迭代过程执行此评估。可能反映每个节点满意度的效用函数被每个节点用作对节点选择的当前所选策略的环境响应。根据系统的动态,所提出的算法为无线接口分配了信道和功率,从而使节点附近的干扰最小化。通过适当的李雅普诺夫式轨迹分析了系统的稳定性;结果表明,系统的稳定性和最优点是一致的。

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