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Multi-Cell Non-Cooperative Power Allocation Game in Relay Based OFDMA Systems

机译:基于中继的OFDMA系统中的多小区非协作功率分配博弈

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The power allocation problem with co-channel interference is studied in multi-cell OFDMA cellular relay systems. The multi-cell non-cooperative power allocation game model is given in the first time subslot for base stations (BSs) and in the second time subslot for relay stations (RSs) respectively. In all the cells, each transmitter (BS or RS) controls the power allocation on each subchannel to maximize its own utility in a distributed way. In the first time subslot, a match factor is defined for considering the mismatch between the first hop link data rate and the second hop link data rate and the pricing factor for the RS will be adjusted adaptively by this match factor. As a Nash equilibrium is used to determine the solution of this problem, the existence and uniqueness of the Nash equilibrium are studied. The simulation results of system throughput and transmission power of BS and RS is given with different pricing factors. Compared with equal power allocation, the system throughput is improved and transmission power is reduced.
机译:在多小区OFDMA蜂窝中继系统中研究了具有同信道干扰的功率分配问题。分别在基站(BS)的第一时间子时隙和中继站(RS)的第二时间子时隙中给出了多小区非合作功率分配博弈模型。在所有小区中,每个发射机(BS或RS)控制每个子信道上的功率分配,以分布式方式最大化其自身的效用。在第一时间子时隙中,定义匹配因子以考虑第一跳链路数据速率和第二跳链路数据速率之间的不匹配,并且RS的定价因子将通过该匹配因子自适应地进行调整。由于使用纳什均衡来确定该问题的解决方案,因此研究了纳什均衡的存在性和唯一性。给出了不同定价因素下的基站和基站系统吞吐量和传输功率的仿真结果。与相等的功率分配相比,提高了系统吞吐量,并降低了传输功率。

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