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Regret minimization-based robust game theoretic solution for dynamic spectrum access

机译:基于后悔最小化的鲁棒博弈论解决方案,用于动态频谱访问

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This paper presents a game theoretic solution for hierarchical spectrum sharing between primary users (PUs) and secondary users (SUs) in the presence of cognitive interferers. There exist several forms of uncertainty, including channel conditions, packet traffic, and spectrum occupancy of users across channels. This uncertainty is further aggravated by delays (such as propagation delays observed over satellite links) that make spectrum-efficient communication a challenging task. A robust game theoretic framework is developed for dynamic spectrum access (DSA) management over multiple channels. Cognitive functionalities employed in the game solution include selecting channels for data transmission and performing power control at each user to sustain target rates. By considering random utility functions, the game engine based on regret minimization provides low complexity and fast solutions compared to traditional game solutions based on expected utility maximization. Detailed numerical results with comparison to benchmark schemes (the ideal case and the random case where users have perfect or no knowledge on channel availability, respectively) are provided to show the effectiveness of robust game theory-enabled approach.
机译:本文提出了一种游戏理论解决方案,用于在存在认知干扰因素的情况下在主要用户(PU)和次要用户(SU)之间进行分层频谱共享。存在多种形式的不确定性,包括信道状况,数据包流量和跨信道用户的频谱占用。延迟(例如在卫星链路上观察到的传播延迟)进一步加剧了这种不确定性,这些延迟使频谱高效的通信成为一项艰巨的任务。开发了强大的博弈论框架,用于在多个通道上进行动态频谱访问(DSA)管理。游戏解决方案中采用的认知功能包括选择用于数据传输的通道以及在每个用户处执行功率控制以维持目标费率。通过考虑随机效用函数,与基于期望效用最大化的传统游戏解决方案相比,基于遗憾最小化的游戏引擎提供了较低的复杂度和快速的解决方案。提供了与基准方案比较的详细数值结果(分别是理想情况和用户分别对信道可用性有完全了解或不了解的随机情况),以显示强大的基于博弈论的方法的有效性。

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