A Novel Extrapolation Technique to Accelerate WMMSE

Kaiwen Zhou, Zhilin Chen, Guochen Liu, Zhitang Chen
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Abstract

Precoding design is essential for massive multi-user multiple-input multiple-output (MU-MIMO) systems, which aims at maximizing the weighted sum-rate (WSR). This problem is known to be NP-hard, and iterative algorithms are typically used to approximately solve it. The weighted minimum mean-squared error (WMMSE) algorithm is a popular solver for WSR maximization, which efficiently finds a local maxima of WSR. In this work, we introduce a novel extrapolation technique to further accelerate WMMSE. This technique is inspired by the momentum technique in convex optimization, and can be interpreted as an accelerated second-order method. The merits of the proposed extrapolation technique are (i) lightweight, as it almost does not increase the iteration complexity, (ii) generic, since it works in various settings such as the sum power constraint or per-antenna power constraint cases and coordinated multi-point joint transmission networks, and (iii) effective, that our simulation results show it significantly accelerates the convergence of WMMSE in the high channel correlation regime.
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一种新的加速WMMSE的外推技术
预编码设计是大规模多用户多输入多输出(MU-MIMO)系统实现加权和率最大化的关键。这个问题被认为是np困难的,通常使用迭代算法来近似解决它。加权最小均方误差(WMMSE)算法是求解WSR最大化的常用算法,它能有效地找到WSR的局部最大值。在这项工作中,我们引入了一种新的外推技术来进一步加速WMMSE。该技术受到凸优化中的动量技术的启发,可以解释为一种加速的二阶方法。所提出的外推技术的优点是:(i)轻量级,因为它几乎不会增加迭代复杂性;(ii)通用性,因为它适用于各种设置,如总功率约束或每天线功率约束情况和协调多点联合传输网络;(iii)有效性,我们的仿真结果表明它在高信道相关状态下显着加速了WMMSE的收敛。
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