Channel Estimation and Beamforming for Microwave Linear Analog Computers (MiLACs)-Aided Multiuser MISO Systems
2026-07-01 • Information Theory
Information Theory
AI summaryⓘ
The authors address the challenge of estimating communication channels in a system that uses microwave linear analog computers (MiLACs) to handle many users with fewer radio-frequency (RF) chains. They introduce a method that compresses the incoming signals physically, allowing simpler digital processing to estimate channels, which saves a lot of computational effort. Their approach also shows how to perform beamforming, a way to direct signals, efficiently using two MiLAC devices. Testing shows their method greatly reduces computation while keeping performance close to traditional digital systems.
Microwave Linear Analog Computers (MiLAC)Multiple-Input Multiple-Output (MIMO)Channel EstimationBeamformingRadio-Frequency (RF) ChainsMultiple-Input Single-Output (MISO)Channel Correlation MatrixRegularized Zero-Forcing Beamforming (R-ZFBF)Signal Compression
Authors
Qiaosen Zhang, Matteo Nerini, Bruno Clerckx
Abstract
Microwave linear analog computers (MiLACs) have recently gained attention for future gigantic multiple-input multiple-output (MIMO) systems by enabling beamforming with greatly reduced hardware and computational cost. However, channel estimation for MiLAC-aided multiuser systems remains an open problem. Conventional channel estimation requires many radio-frequency (RF) chains to access full-dimensional received signals, followed by massive digital processing, which undermines the advantages of MiLAC-aided systems in reducing the number of RF chains and computational complexity. In this paper, we propose computationally efficient channel estimation and beamforming schemes for MiLAC-aided multiuser multiple-input single-output (MU-MISO) systems with a limited number of RF chains. We consider the general case where different user groups experience different channel correlation matrices. By exploiting the rank deficiency of these matrices, the proposed schemes use MiLAC to compress the full-dimensional received signals in the analog domain, making them compatible with the available RF chains while preserving the essential channel information. Then, in the digital domain, only low-dimensional channel estimation is performed based on these compressed observations, substantially reducing computational cost. We further show how regularized zero-forcing beamforming (R-ZFBF) can be efficiently realized from the low-dimensional channel estimates through a cascade of two MiLACs, which offers greater computational flexibility than a single MiLAC. Numerical results show that the proposed schemes reduce computational complexity up to $1540\times$ and $16108\times$, for channel estimation and beamforming, respectively, while achieving performance comparable to digital baselines.