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Game Theoretical Power Control for Open-Loop Overlaid Network MIMO Systems with Partial Cooperation

机译:开环叠加网络mImO的博弈论功率控制   部分合作的系统

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摘要

Network MIMO is considered to be a key solution for the next generationwireless systems in breaking the interference bottleneck in cellular systems.In the MIMO systems, open-loop transmission scheme is used to support mobilestations (MSs) with high mobilities because the base stations (BSs) do not needto track the fast varying channel fading. In this paper, we consider anopen-loop network MIMO system with $K$ BSs serving K private MSs and $M^c$common MS based on a novel partial cooperation overlaying scheme. Exploitingthe heterogeneous path gains between the private MSs and the common MSs, eachof the $K$ BSs serves a private MS non-cooperatively and the $K$ BSs also servethe $M^c$ common MSs cooperatively. The proposed scheme does not require closedloop instantaneous channel state information feedback, which is highlydesirable for high mobility users. Furthermore, we formulate the long-termdistributive power allocation problem between the private MSs and the commonMSs at each of the $K$ BSs using a partial cooperative game. We show that thelong-term power allocation game has a unique Nash Equilibrium (NE) but standardbest response update may not always converge to the NE. As a result, we proposea low-complexity distributive long-term power allocation algorithm which onlyrelies on the local long-term channel statistics and has provable convergenceproperty. Through numerical simulations, we show that the proposed open-loopSDMA scheme with long-term distributive power allocation can achievesignificant performance advantages over the other reference baseline schemes.
机译:网络MIMO被认为是下一代无线系统突破蜂窝系统干扰瓶颈的关键解决方案。在MIMO系统中,由于基站(BS)的存在,开环传输方案用于支持高移动性的移动站(MS) )无需跟踪快速变化的信道衰落。在本文中,我们考虑一种基于新颖的部分合作覆盖方案的具有服务于K个私有MS的$ K $ BS和$ M ^ c $公共MS的开环网络MIMO系统。利用私有MS和普通MS之间的异构路径收益,每个$ K $ BS都以非合作方式服务于私有MS,而$ K $ BS也以合作方式服务于$ M ^ c $普通MS。所提出的方案不需要闭环瞬时信道状态信息反馈,这对于高移动性用户是高度期望的。此外,我们使用局部合作博弈在每个$ K $ BS上制定了私有MS和CommonMS之间的长期分配功率分配问题。我们证明了长期的权力分配博弈具有独特的纳什均衡(NE),但标准的最佳响应更新可能并不总是收敛于NE。因此,我们提出了一种低复杂度的分布式长期功率分配算法,该算法仅依赖于本地长期信道统计量,并且具有可证明的收敛性。通过数值模拟,我们表明,与其他参考基线方案相比,所提出的具有长期分配功率分配的开环SDMA方案可以获得明显的性能优势。

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