2018
DOI: 10.1109/tcomm.2018.2866559
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Grant-Free Massive MTC-Enabled Massive MIMO: A Compressive Sensing Approach

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Cited by 284 publications
(301 citation statements)
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References 33 publications
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“…Recently a number of non-orthogonal sequence based random access schemes for mMTC have been proposed, e.g., the two-phase grant-free random access [5], the grant-free random access with data embedding [13] or data spreading [19]. The non-orthogonal sequences can be used as signatures for active device detection, e.g., [8], [11], [20], as codewords for data transmission, e.g., [12], [21], [22], or as both, e.g., [1], [13]. By detecting which sequences are transmitted, the BS acquires the identification of the active devices, or/and the data bits.…”
Section: A Related Workmentioning
confidence: 99%
“…Recently a number of non-orthogonal sequence based random access schemes for mMTC have been proposed, e.g., the two-phase grant-free random access [5], the grant-free random access with data embedding [13] or data spreading [19]. The non-orthogonal sequences can be used as signatures for active device detection, e.g., [8], [11], [20], as codewords for data transmission, e.g., [12], [21], [22], or as both, e.g., [1], [13]. By detecting which sequences are transmitted, the BS acquires the identification of the active devices, or/and the data bits.…”
Section: A Related Workmentioning
confidence: 99%
“…Herein, we relax the rank of inactive device state matrices to the maximum number of paths. Since inactive device state matrices infinitely approach to zero matrices, even though we solve a relaxed problem, the rank relaxation would not change the solution to the original problem (5). Moreover, due to nonconvex of l 0 norm, it is quite natural to relax l 0 norm with l 1 norm.…”
Section: B Multi-rank Aware Pursuitmentioning
confidence: 99%
“…Thus, as in [2], we focus on the asymptotic case. Specifically, in Section III and Section IV, we consider the asymptotic analysis and optimization of the SSTR at large M, N and L and high SNR under a simple power control policy, i.e., statistical channel inversion, which can reduce the channel gain differences between users, and is especially beneficial to users with relatively weaker channel gains [5].…”
Section: Performance Metricmentioning
confidence: 99%
“…where (a) is due to (5) and the statistical channel inversion, (b) is due to the independence between α, and H, (c) is due that Pr[α n =1|H, K=k, α n =1] and Pr[ŝ W n =s W n |H, K=k, α n = α n =1] become approximately independent at large M [1], and…”
Section: Analysis Of Sstrmentioning
confidence: 99%
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