有限反馈双向大规模MIMO信道估计:从低秩建模到深度学习

Haoran Sun, Ziping Zhao, Xiao Fu, Mingyi Hong
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引用次数: 27

摘要

在频分双工大规模MIMO系统中,一个关键的挑战是移动设备需要向基站反馈一个大的下行信道矩阵,从而产生很大的信令开销。在移动设备上估计一个大的下行信道矩阵在功率和内存消耗方面也可能是昂贵的。先前的工作使用适当的角度参数化和压缩感知技术来解决这些问题,但是这种方法涉及解决一个具有挑战性的,有时是非常大的,稀疏的逆问题-这很难解决全局最优性,并且经常导致无法负担的内存和计算成本。在这项工作中,我们提出了一个替代框架,该框架探讨了毫米波大规模MIMO的双向信道通常具有低秩的事实。基站通过恢复低秩矩阵来估计下行信道,利用从移动设备压缩和反馈的信道矩阵的样本。这样,移动用户就可以避免执行消耗资源的任务。此外,反馈测量的数量可以比通道矩阵的大小小得多,而不会失去通道恢复的保证。此外,基站的低秩估计问题具有可管理的大小,可以随信道大小优雅地扩展。在此基础上,提出了基于迭代优化和深度学习的两种信道估计方法。与最先进的方法相比,优化方法的计算复杂度提高了10倍,深度学习方法的计算复杂度提高了1000倍,同时在极低样本区域获得了很高的估计质量。
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Limited Feedback Double Directional Massive MIMO Channel Estimation: From Low-Rank Modeling to Deep Learning
In frequency division duplex massive MIMO systems, one critical challenge is that the mobiles need to feed back a large downlink channel matrix to the base station, creating large signaling overhead. Estimating a large downlink channel matrix at the mobile may also be costly in terms of power and memory consumption. Prior work addresses these issues using appropriate angle parameterization and compressed sensing techniques, but this approach involves solving a challenging, and sometimes extremely large, sparse inverse problem-which is difficult to solve to global optimality, and often leads to unaffordable memory and computational costs. In this work, we propose an alternative framework that explores the fact that double directional channels for mmWave massive MIMO usually have low rank. The base station estimates the downlink channel via recovering a low-rank matrix, utilizing samples of the channel matrix compressed and fed back from the mobiles. This way, the mobile users can avoid performing resource-consuming tasks. In addition, the number of feedback measurements can be much smaller than the size of the channel matrix without losing channel recovery guarantees. Further, the low-rank estimation problem at the base station has a manageable size that scales gracefully with the channel size. Based on the new model, we propose two methods for channel estimation, which are based on iterative optimization and deep learning, respectively. Compared with the state-of-the-art, the optimization method obtains 10x improvement and the deep learning approach achieves up to 1000x improvement in computational complexity, while achieving high estimation quality in very low sample region.
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