2020
DOI: 10.1049/el.2019.3899
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Massive MIMO channel estimation considering pilot contamination and spatially correlated channels

Abstract: In this Letter, the authors present a study on linear channel estimators and their respective mean square error expressions acknowledging spatially correlated channels and pilot contamination. They also investigate the impact of imperfect channel covariance matrix knowledge.

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Cited by 18 publications
(7 citation statements)
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“…To ensure wireless data transmission efficiency and minimize the pilot signaling overhead, pilot training sequences, either orthogonal or non-orthogonal, are reused in the neighboring cells in mobile network architecture. The sole reason is that pilot training sequences are restricted by the channel coherence time interval, and with the increase in the number of smart nodes, more pilot sequences need to be reassigned [36]. Thus, the reuse of pilot sequences in the neighboring cells becomes the reason for frequent interference issues.…”
Section: Pilot Contaminationmentioning
confidence: 99%
“…To ensure wireless data transmission efficiency and minimize the pilot signaling overhead, pilot training sequences, either orthogonal or non-orthogonal, are reused in the neighboring cells in mobile network architecture. The sole reason is that pilot training sequences are restricted by the channel coherence time interval, and with the increase in the number of smart nodes, more pilot sequences need to be reassigned [36]. Thus, the reuse of pilot sequences in the neighboring cells becomes the reason for frequent interference issues.…”
Section: Pilot Contaminationmentioning
confidence: 99%
“…Thus, guided by AI techniques, beam management can work based on context information, which is obtained as an alternative to the conventional use of pilot signals for channel estimation. Images, geopositioning coordinates, and data from other users are examples of context information that can be used to manage beams [23,24]. Simply put, for a given input dataset, AI models map this information into the beam domain; that is, they map several input pieces of information into the most appropriate beam.…”
Section: Of 50mentioning
confidence: 99%
“…The suggested PE based MMSE estimator provides an almost-optimal Mean Square Error (MSE) even if a low degree of PE is chosen. The authors in [18] addressed the spatially correlated channel, which uses the exponential correlation model to describe the correlation across channels. An approximate MMSE estimator is suggested based on a sample covariance matrix, wherein the efficiency of the suggested estimator is attached to the number of samples used to estimate the actual covariance matrix.…”
Section: Related Workmentioning
confidence: 99%
“…indicates the Frobenius norm, where λ ik = Tr(λ H ik λ ik ) in which T r(•) indicates the Trace operator. E{λ H ik λ ik } = M Λ ik I P and according to equation(18), M Λik = actual value M Λ ik . By replacing Λ ik with the estimated expression (i.e., Λik ) in the MMSE estimator expression, yielding the suggested estimator expression, which written as follows…”
mentioning
confidence: 99%