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Optimal Base Station Sleeping in Green Cellular Networks: A Distributed Cooperative Framework Based on Game Theory

机译:绿色蜂窝网络中的最佳基站休眠:基于博弈论的分布式合作框架

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摘要

This paper proposes a distributed cooperative framework for improving the energy efficiency of green cellular networks. Based on the traffic load, neighboring base stations (BSs) cooperate to optimize the BS switching (sleeping) strategies so as to maximize the energy saving while guaranteeing users' minimal service requirements. The inter-BS cooperation is formulated following the principle of ecological self-organization. An is defined to capture the network impact of the BS switching operation. Then, we formulate the problem of energy saving as a , where each BS acts as a game player with the constraint of traffic load. The constrained graphical game is proved to be an exact constrained potential game. Furthermore, we prove the existence of a generalized Nash equilibrium (GNE), and the best GNE coincides with the optimal solution of total energy consumption minimization. Accordingly, we design a decentralized iterative algorithm to find the best GNE (i.e., the global optimum), where only local information exchange among the neighboring BSs is needed. Theoretical analysis and simulation results finally illustrate the convergence and optimality of the proposed algorithm.
机译:本文提出了一种分布式协作框架,以提高绿色蜂窝网络的能效。基于业务负载,相邻基站(BS)协作以优化BS切换(睡眠)策略,从而在确保用户最低服务要求的同时最大程度地节省能源。 BS间合作是遵循生态自组织原则制定的。定义an来捕获BS交换操作的网络影响。然后,我们将节能问题公式化为,其中每个BS都在交通负载的约束下充当游戏玩家。约束图形游戏被证明是一个精确的约束潜在游戏。此外,我们证明了广义纳什均衡(GNE)的存在,并且最佳GNE与总能耗最小化的最佳解决方案相吻合。因此,我们设计了一种分散的迭代算法以找到最佳的GNE(即,全局最优),其中仅需要相邻BS之间的本地信息交换。理论分析和仿真结果最终说明了该算法的收敛性和最优性。

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