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Low-Complexity Antenna Selection and Discrete Phase-Shifts Design in IRS-Assisted Multiuser Massive MIMO Networks

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posted on 2022-06-21, 10:13 authored by Zaid Abdullah, Gaojie Chen, Sangarapillai Lambotharan, Jonathon A Chambers

We propose two novel antenna selection (AS) and discrete phase-shifts design (PSD) schemes for use in intelligent reflecting surface (IRS) assisted multiuser massive multiple-input multiple-output (mMIMO) networks. The first AS and PSD method aims at maximizing the gain of the channels; while the second method is an iterative sum-rate maximization (ISM) scheme that aims at maximizing the total achievable rate. For the AS part, we demonstrate that the ISM method achieves near optimal performance with much lower complexity compared to benchmark AS schemes, and can be utilized with any precoder at the mMIMO base station. For the PSD, our proposed successive-refinement optimization methods are not only efficient, but their complexities scale linearly with the number of elements at the IRS, making them highly attractive when dealing with large surfaces. A thorough complexity analysis for the proposed methods is carried out in terms of the number of floating point operations required for their implementations. Finally, extensive numerical results are provided and some key points are highlighted on the performance of the proposed schemes with both conjugate beamforming and zero-forcing precoders.

Funding

10.13039/501100000266-Engineering and Physical Sciences Research Council (Grant Number: EP/R006377/1 and EP/R006385/1)

History

Citation

IEEE Transactions on Vehicular Technology ( Volume: 71, Issue: 4, April 2022)

Author affiliation

School of Engineering, University of Leicester

Version

  • AM (Accepted Manuscript)

Published in

IEEE Transactions on Vehicular Technology

Volume

71

Issue

4

Pagination

3980 - 3994

Publisher

Institute of Electrical and Electronics Engineers (IEEE)

issn

0018-9545

eissn

1939-9359

Copyright date

2022

Available date

2022-06-21

Language

English