论文标题
深度积极学习方法,以适应MMWave初始对齐
Deep Active Learning Approach to Adaptive Beamforming for mmWave Initial Alignment
论文作者
论文摘要
本文提出了一种深度学习方法,以在具有单路径通道的MMWave环境中针对初始访问阶段的自适应和顺序界定设计问题。对于单用户方案,该问题等同于设计传感光束器以了解主要路径的到达角度(AOA)的序列,我们提出了一个新颖的深神经网络(DNN),该新的深神经网络(DNN)设计了自适应感应量,该网络依次根据基于基本站点的可用信息(BS)(BS)。通过认识到AOA后验分布是解决初始访问问题的足够统计量,我们将后验分布作为提出的DNN的输入来设计自适应感测策略。但是,计算后验分布在未知的通道褪色系数时可能会在计算上具有挑战性。为了解决这个问题,本文提议使用褪色系数的估计来计算后验分布的近似值。此外,本文表明,提出的DNN可以处理实用的光束形成约束,例如恒定模量约束。数值结果表明,与现有的自适应和非自适应波束形成方案相比,拟议的基于DNN的自适应感测策略的AOA获取性能明显更好。
This paper proposes a deep learning approach to the adaptive and sequential beamforming design problem for the initial access phase in a mmWave environment with a single-path channel. For a single-user scenario where the problem is equivalent to designing the sequence of sensing beamformers to learn the angle of arrival (AoA) of the dominant path, we propose a novel deep neural network (DNN) that designs the adaptive sensing vectors sequentially based on the available information so far at the base station (BS). By recognizing that the AoA posterior distribution is a sufficient statistic for solving the initial access problem, we use the posterior distribution as the input to the proposed DNN for designing the adaptive sensing strategy. However, computing the posterior distribution can be computationally challenging when the channel fading coefficient is unknown. To address this issue, this paper proposes to use an estimate of the fading coefficient to compute an approximation of the posterior distribution. Further, this paper shows that the proposed DNN can deal with practical beamforming constraints such as the constant modulus constraint. Numerical results demonstrate that compared to the existing adaptive and non-adaptive beamforming schemes, the proposed DNN-based adaptive sensing strategy achieves a significantly better AoA acquisition performance.