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Sum rate maximization for multi-pair two-way relaying with single-antenna amplify and forward relays

机译:单天线放大和正向中继的多对两路中继的总速率最大化

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We consider a multi-pair two-way relay network with multiple single antenna amplify-and-forward relays. The sum rate maximization problem subject to a total transmit power constraint is studied for such network. The optimization problem is non-convex. First, we show that the problem is a monotonic optimization problem and propose a polyblock approximation algorithm for obtaining the global optimum. However, this algorithm is only suitable for benchmarking because of its high computational complexity. After observing that the necessary optimality condition for our problem is similar to that of the generalized eigenvalue problem, we propose to use the generalized power iterative algorithm which can approach the global optimum recursively. Finally, we propose the total signal-to-interference-plus-noise ratio (SINR) eigen-beamformer which is a closed-form suboptimal solution that reduces the computational complexity significantly. Simulation results show that the proposed algorithms outperform the existing scheme. Moreover, the total SINR eigen-beamformer almost achieves the performance of the optimal solution.
机译:我们考虑具有多个单天线放大转发中继的多对双向中继网络。对于这样的网络,研究了总发射功率约束下的总速率最大化问题。优化问题是非凸的。首先,我们表明该问题是单调优化问题,并提出了一种用于获取全局最优值的多块近似算法。但是,由于该算法计算量大,因此仅适用于基准测试。在观察到我们的问题的必要最优条件与广义特征值问题的最优条件相似之后,我们提出使用可以递归逼近全局最优的广义幂迭代算法。最后,我们提出了总信号干扰加噪声比(SINR)本征波束形成器,它是一种封闭形式的次优解决方案,可显着降低计算复杂度。仿真结果表明,所提算法优于现有方案。而且,总的SINR特征波束生成器几乎可以达到最佳解决方案的性能。

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