Turbo-AI,第一部分:基于迭代机器学习的二维海量阵列信道估计

Yejian Chen, Jafar Mohammadi, Stefan Wesemann, T. Wild
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引用次数: 4

摘要

信道估计属于潜在的应用之一,它可以利用人工智能(AI)和机器学习(ML)来增强第五代(5G)和超5G (B5G)无线通信系统中的物理层(PHY)性能。在本文中,我们主要研究基于ml的二维天线阵列信道估计。由于传统训练方法对二维海量阵列的计算量要求极高,我们利用二维Kronecker协方差模型分别对垂直和水平空间域进行子空间训练,实现了M × N二维阵列的复杂度节约因子$\mathcal{O}\left({{M^4}{N^4}} \right)/\mathcal{O}\left({M{N^4} + N{M^4}} \right)$。此外,我们提出了一种迭代训练方法,称为Turbo-AI。该方法与子空间训练相结合,通过对神经网络模型进行再训练,单调地降低观测值加性噪声的有效方差。此外,我们提出了一个概念,称为普遍训练。它允许将一个神经网络用于广泛的信噪比(SNR)作用点和空间角度,这可以大大简化Turbo-AI的使用。数值结果表明,Turbo-AI可以很好地逼近基因辅助信道估计边界,特别是在低信噪比条件下。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Turbo-AI, Part I: Iterative Machine Learning Based Channel Estimation for 2D Massive Arrays
Channel estimation belongs to one of the potential applications, that can exploit Artificial Intelligence (AI) and Machine Learning (ML) to enhance Physical Layer (PHY) performance in the context of 5th Generation (5G) and Beyond 5G (B5G) wireless communication systems. In this paper, we focus on the ML-based channel estimation for 2-Dimensional (2D) antenna arrays. Due to the extremely high computational requirement for 2D massive arrays with Conventional Training, we exploit the 2D Kronecker covariance model to perform Subspace Training for the vertical and horizontal spatial domains independently, which achieves a complexity cost saving factor $\mathcal{O}\left( {{M^4}{N^4}} \right)/\mathcal{O}\left( {M{N^4} + N{M^4}} \right)$ for an M × N 2D-array. Furthermore, we propose an iterative training approach, referred to as Turbo-AI. Along with Subspace Training, the new approach can monotonically reduce the effective variance of additive noise of the observation, by updating the Neural Network (NN) models with re-training. Furthermore, we propose a concept, named Universal Training. It allows to use one NN for a wide range of Signal-to-Noise-Ratio (SNR) operation points and spatial angles, which can greatly simplify Turbo-AI usage. Numerical results exhibit that Turbo-AI can tightly approach the genie-aided channel estimation bound, especially at low SNR.
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