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Resource Allocation for Cognitive Small Cell Networks: A Cooperative Bargaining Game Theoretic Approach

机译:认知小型小区网络的资源分配:协作讨价还价博弈论的方法

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摘要

Cognitive small cell networks have been envisioned as a promising technique for meeting the exponentially increasing mobile traffic demand. Recently, many technological issues pertaining to cognitive small cell networks have been studied, including resource allocation and interference mitigation, but most studies assume non-cooperative schemes or perfect channel state information (CSI). Different from the existing works, we investigate the joint uplink subchannel and power allocation problem in cognitive small cells using cooperative Nash bargaining game theory, where the cross-tier interference mitigation, minimum outage probability requirement, imperfect CSI and fairness in terms of minimum rate requirement are considered. A unified analytical framework is proposed for the optimization problem, where the near optimal cooperative bargaining resource allocation strategy is derived based on Lagrangian dual decomposition by introducing time-sharing variables and recalling the Lambert-W function. The existence, uniqueness, and fairness of the solution to this game model are proved. A cooperative Nash bargaining resource allocation algorithm is developed, and is shown to converge to a Pareto-optimal equilibrium for the cooperative game. Simulation results are provided to verify the effectiveness of the proposed cooperative game algorithm for efficient and fair resource allocation in cognitive small cell networks.
机译:认知小蜂窝网络已经被设想为满足指数增长的移动业务需求的有前途的技术。近来,已经研究了与认知小蜂窝网络有关的许多技术问题,包括资源分配和缓解干扰,但是大多数研究都假设使用非合作方案或完善的信道状态信息(CSI)。与现有工作不同,我们使用协作纳什议价博弈理论研究认知小小区中的联合上行子信道和功率分配问题,其中跨层干扰缓解,最小中断概率要求,不完善的CSI和最小速率要求方面的公平性被考虑。针对该优化问题,提出了一个统一的分析框架,通过引入分时变量并调用Lambert-W函数,基于拉格朗日对偶分解推导了接近最优的合作议价资源分配策略。证明了该博弈模型解的存在性,唯一性和公平性。开发了一种合作纳什议价资源分配算法,并证明该算法收敛到合作博弈的帕累托最优均衡。提供仿真结果,以验证所提出的合作博弈算法在认知小蜂窝网络中高效,公平地分配资源的有效性。

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