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An Efficient Global Algorithm for Single-Group Multicast Beamforming

机译:单组组播波束成形的高效全局算法

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摘要

Consider the single-group multicast beamforming problem, where multiple users receive the same data stream simultaneously from a single transmitter. The problem is NP-hard and all existing algorithms for the problem either find suboptimal approximate or local stationary solutions. In this paper, we propose an efficient branch-and-bound algorithm for the problem that is guaranteed to find its global solution. To the best of our knowledge, our proposed algorithm is the first tailored global algorithm for the single-group multicast beamforming problem. Simulation results show that our proposed algorithm is computationally efficient (albeit its theoretical worst-case iteration complexity is exponential with respect to the number of receivers) and it significantly outperforms a state-of-the-art general-purpose global optimization solver called Baron. Our proposed algorithm provides an important benchmark for performance evaluation of existing algorithms for the same problem. By using it as the benchmark, we show that two state-of-the-art algorithms, semidefinite relaxation algorithm and successive linear approximation algorithm, work well when the problem dimension (i.e., the number of antennas at the transmitter and the number of receivers) is small but their performance deteriorates quickly as the problem dimension increases.
机译:考虑单组多播波束成形问题,其中多个用户同时从单个发射机接收相同的数据流。问题是NP问题,所有现有的算法都不能找到次优的近似解或局部平稳解。在本文中,我们针对该问题提出了一种有效的分支定界算法,可以保证找到其全局解。据我们所知,我们提出的算法是针对单组多播波束成形问题的第一个量身定制的全局算法。仿真结果表明,我们提出的算法具有较高的计算效率(尽管理论上最坏情况下的迭代复杂度相对于接收器的数量呈指数关系),并且明显优于最新的通用全局优化求解器Baron。我们提出的算法为现有算法对相同问题的性能评估提供了重要的基准。通过将其用作基准,我们证明了两种最先进的算法,即半定松弛算法和逐次线性逼近算法,在问题尺寸(即,发射器上的天线数量和接收器数量)都可以正常工作时)很小,但随着问题规模的增加,其性能会迅速下降。

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