2020
DOI: 10.1109/lwc.2020.2973972
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Machine Learning for Beam Alignment in Millimeter Wave Massive MIMO

Abstract: This article investigates beam alignment for multiuser millimeter wave (mmWave) massive multi-input multioutput system. Unlike the existing works using machine learning (ML), an alignment method with partial beams using ML (AMPBML) is proposed without any prior knowledge such as user location information. The neural network (NN) for the AMPBML is trained offline using simulated environments according to the mmWave channel model and is then deployed online to predict the beam distribution vector using partial b… Show more

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Cited by 61 publications
(41 citation statements)
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“…To improve the latency performance of mmWave networks for industrial automation, the authors of [31] proposed an adaptive beam selection strategy to select the best set of beams among multiple users to reduce the overall latency for all users. The authors of [32] studied the beam alignment problem of multiuser mmWave massive Multi-input Multi-output (MIMO) system and proposed an alignment algorithm with partial beams by using machine learning. The authors of [33] proposed an efficient hierarchical beamforming training mechanism to establish directional links in dense mmWave cellular networks.…”
Section: Mmwave Beam Managementmentioning
confidence: 99%
“…To improve the latency performance of mmWave networks for industrial automation, the authors of [31] proposed an adaptive beam selection strategy to select the best set of beams among multiple users to reduce the overall latency for all users. The authors of [32] studied the beam alignment problem of multiuser mmWave massive Multi-input Multi-output (MIMO) system and proposed an alignment algorithm with partial beams by using machine learning. The authors of [33] proposed an efficient hierarchical beamforming training mechanism to establish directional links in dense mmWave cellular networks.…”
Section: Mmwave Beam Managementmentioning
confidence: 99%
“…Eq. ( 46) can be further solved by following the same steps as in ( 39)- (42). Therefore, the final simplified expression is given as…”
Section: Appendix F Proof Of Theorem 10mentioning
confidence: 99%
“…In (8), j=1, …, n. After choosing the n beam-power pairs from each sector respectively, the EFML scheme will reselect no more than n beam-power pairs from all the chosen beam-power pairs of all the sectors, as described in the lines 8-18 in Algorithm 1. After this, the EFML scheme observes the received data of each vehicle group , with the context , ∈ , ∈ Ο in each beam-power < , , , > , and estimates the energy efficiency of each vehicle group , according to the formula (1) (see lines 2-3 in Algorithm 3).…”
Section: The Energy Efficiency-based Fmlmentioning
confidence: 99%
“…End if 16 Select < ,1 , ,1 >, …, < , , , > as the beam-power pairs <̂1 ,Gℋ ( ),̂1 ,Gℋ ( ) >, …, <̂, Gℋ ( ),̂, Gℋ ( ) > from (8) and then add them to ℬΡ Gℋ ( ) 17:…”
mentioning
confidence: 99%