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Congestion game with inter-cell interference for cell selection in heterogeneous cellular network

机译:具有小区间干扰的拥塞博弈,用于异构蜂窝网络中的小区选择

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Along with the fast development of heterogeneous cellular network (HCN), each user could select the best cell for communication at any time anywhere. Different from network selection in heterogeneous wireless networks, cells in HCN might use the same portion of spectrum, causing inter-cell interference. In this paper, we study on a two-tier cellular network architecture with one femtocell deployed in one macrocell. We model the cell selection problem as congestion games with innegligible inter-cell interference between the macrocell and the femtocell. Based on theoretical analysis, we prove three theorems for pure strategy Nash equilibria. In the end, numerical results demonstrate the correctness of the theorems.
机译:随着异构蜂窝网络(HCN)的快速发展,每个用户都可以随时随地选择最佳的通信小区。与异构无线网络中的网络选择不同,HCN中的小区可能使用频谱的相同部分,从而导致小区间干扰。在本文中,我们研究了在一个宏小区中部署一个毫微微小区的两层蜂窝网络体系结构。我们将小区选择问题建模为在宏小区和毫微微小区之间具有不可忽略的小区间干扰的拥塞游戏。基于理论分析,我们证明了纯策略纳什均衡的三个定理。最后,数值结果证明了定理的正确性。

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