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A Stackelberg Game Approach for NOMA in mmWave Systems

机译:mmWave系统中NOMA的Stackelberg博弈方法

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In this paper, the joint design of user clustering and power allocation is investigated in a downlink non-orthogonal multiple access based millimeter wave (mmWave-NOMA) system. In order to maximize the sum rate of the system, the Stackelberg game based optimization problem is formulated. With the aid of game theory, a low complexity algorithm is proposed to dynamically allocate users into different clusters. By deriving the closed-form expressions, the optimal power allocation coefficients of the users in each cluster are obtained. The properties of the proposed joint algorithm, including complexity, convergence and stability, are analyzed. Simulation results demonstrate that: i) the proposed algorithm can significantly improve the sum rate and reduce the outage probability of the mmWave- NOMA system; ii) the application of NOMA in mmWave systems is capable of achieving promising gains over conventional orthogonal multiple access (OMA) based frameworks in both cases.
机译:在本文中,研究了基于下行链路非正交多址毫米波(mmWave-NOMA)系统中用户聚类和功率分配的联合设计。为了最大化系统的总和率,制定了基于Stackelberg游戏的优化问题。借助博弈论,提出了一种低复杂度的算法来动态地将用户分配到不同的集群中。通过推导闭合形式的表达式,可以获得每个集群中用户的最优功率分配系数。分析了所提出的联合算法的特性,包括复杂性,收敛性和稳定性。仿真结果表明:i)所提出的算法可以显着提高总和率,降低mmWave-NOMA系统的中断概率; ii)在这两种情况下,NOMA在mmWave系统中的应用均能够实现优于传统的基于正交多址(OMA)的框架。

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