2018
DOI: 10.1109/tvt.2017.2779828
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Channel Estimation for Millimeter-Wave MIMO Communications With Lens Antenna Arrays

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Cited by 64 publications
(45 citation statements)
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“…measurement matrix, and h = vec(H) ∈ C N T N R ×1 . Since h is a sparse vector, we can basically use any sparse signal recovery algorithms such as orthogonal matching pursuit (OMP) to efficiently estimate h. Since N pilot T is in general significantly smaller than N T , pilot overhead of our approach is much lower than that required by conventional approaches such as least square (LS) estimation technique [4], [5]. Also note that the measurement matrix Φ in (8) is dedicated to the proposed framework of pilot training, which is essential to the design of BB pilot in Section III-C.…”
Section: A Proposed Cs Approach Based On Pilot Trainingmentioning
confidence: 99%
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“…measurement matrix, and h = vec(H) ∈ C N T N R ×1 . Since h is a sparse vector, we can basically use any sparse signal recovery algorithms such as orthogonal matching pursuit (OMP) to efficiently estimate h. Since N pilot T is in general significantly smaller than N T , pilot overhead of our approach is much lower than that required by conventional approaches such as least square (LS) estimation technique [4], [5]. Also note that the measurement matrix Φ in (8) is dedicated to the proposed framework of pilot training, which is essential to the design of BB pilot in Section III-C.…”
Section: A Proposed Cs Approach Based On Pilot Trainingmentioning
confidence: 99%
“…On that basis, a channel estimation (CE) scheme Z. Wan, Z. Gao for the linear lens-array has been proposed in [4]. In [5], the idea in [4] has been further extended to the problem to estimate the channels between base station (BS) using fulldimensional (FD) lens-array and multiple users with analog precoding.…”
Section: Introductionmentioning
confidence: 99%
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“…Next, the beamspace channel coefficient for the t-th pathȟ MS,t [n] is computed based on the LS solution for (22) obtained as (28). Consequently, the residual vector r dl t−1 [n] is updated by subtracting the effect of corresponding path from the previous residual vector r dl t−1 [n] in (29) and the iteration index t is increased by 1. Finally, the aforementioned steps are repeated until the stopping criteria defined as N −1 n=0 r dl t−1 [n] − r dl t−2 [n] 2 2 > δ is fulfilled for a given threshold δ.…”
Section: B Estimation Of Toa/aoa and Beamspace Coefficients In The Dmentioning
confidence: 99%
“…However, this approach may suffer from inefficiency of Power-Amplifier (PA) at high carrier frequency, non-linearity of PA, and heat dissipation and imbalances/nonideality of the phase shifter responses. In the second approach, a low-cost implementation of mm-wave MIMO is achieved by using switching circuits together with lens antenna arrays [24]- [29]. To gain low-cost implementation with mm-wave lens MIMO, it is important to find efficient channel estimation methods.…”
Section: Introductionmentioning
confidence: 99%