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Game Theoretic Analysis of Cooperation Relay Nodes in Cognitive Radio Ad Hoc Networks

机译:认知无线电自组织网络中协作中继节点的博弈论分析

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Emerging as a new communication paradigm, cooperative communication is attracting lot of attention among the researchers. In Cognitive Radio Ad Hoc Networks (CRAHN?s), the relay selection with user cooperation could be advantageous to both primary and secondary transmissions. This study deals with cooperative relay nodes that are very good in performance. In cooperative games, players collaborate with each other to jointly maximize the total utility of the game. In non-cooperative game, each player selfishly maximizes its own stationary utility function to reach the best response with Nash equilibrium strategies. The results reveal that the summation of node utilities in cooperation nodes is always greater than non-cooperative relay nodes and the relay node should be selected and configured according to the system requirements in order to improve the performance of cooperative cognitive radio ad hoc networks.
机译:作为一种新的交流范式,合作交流引起了研究人员的广泛关注。在认知无线电自组织网络(CRAHN)中,具有用户协作的中继选择可能对一次传输和二次传输都有利。这项研究涉及性能非常好的协作中继节点。在合作游戏中,玩家彼此合作以共同最大化游戏的总效用。在非合作游戏中,每个玩家都会自私地最大化自己的固定效用函数,以达到纳什均衡策略的最佳响应。结果表明,协作节点中节点效用的总和总是大于非协作中继节点,应根据系统要求选择和配置中继节点,以提高协作认知无线电自组织网络的性能。

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