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Linear Precoding for Multi-Pair Two-Way MIMO Relay Systems With Max-Min Fairness

机译:具有最大最小公平度的多对两路MIMO中继系统的线性预编码

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Two-way relaying has demonstrated significant gain in spectral efficiency by applying network coding when a pair of source nodes exchange information via a relay node. This paper is concerned with the scenario where multiple pairs of users exchange information through a common relay node equipped with multiple antennas. We aim to design linear precoding at the relay based on amplify-and-forward strategy. The goal is to maximize the minimum achievable rate among all the users subject to a peak relay power constraint so as to achieve the max-min fairness. We first convert this nonconvex problem into a series of semidefinite programming problems using bisection search and certain transformation techniques. A quasi-optimal solution is then obtained by using semidefinite relaxation (SDR). To reduce the design complexity, we further introduce a pair-wise zero-forcing (ZF) structure that eliminates the interference among different user pairs. By applying this structure, the precoding design problem is simplified to a power allocation problem which can be optimally solved. A simplified power allocation algorithm is also proposed. Simulation results show that the proposed SDR-based precoding not only achieves high minimum user rate but also maintains good sum-rate performance when compared with existing schemes. It is also shown that the proposed pair-wise ZF precoding with simplified power allocation strikes a good balance between performance and complexity.
机译:当一对源节点通过中继节点交换信息时,通过应用网络编码,双向中继已在频谱效率方面获得了可观的收益。本文涉及多对用户通过配备多个天线的公共中继节点交换信息的情况。我们旨在基于放大转发策略在继电器上设计线性预编码。目的是在受到峰值中继功率约束的所有用户中最大化最小可实现速率,以实现最大-最小公平性。我们首先使用对分搜索和某些转换技术将这个非凸问题转换为一系列半定规划问题。然后,使用半定松弛(SDR)获得准最佳解。为了降低设计复杂度,我们进一步引入了成对的零强制(ZF)结构,该结构消除了不同用户对之间的干扰。通过采用这种结构,将预编码设计问题简化为可以最佳解决的功率分配问题。还提出了一种简化的功率分配算法。仿真结果表明,与现有方案相比,基于SDR的预编码不仅实现了较高的最小用户速率,而且还保持了良好的求和速率性能。还表明,所提出的具有简化功率分配的成对ZF预编码在性能和复杂度之间达到了良好的平衡。

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