2021
DOI: 10.1109/tccn.2020.3019604
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Learning-Based Hybrid Beamforming Design for Full-Duplex Millimeter Wave Systems

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Cited by 23 publications
(15 citation statements)
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“…Though problem (P4) can be approximatively solved with the SDR technique [9], [15], finding the solution is of high complexity when N R is large (i.e., O((N R+1) 4.5 ) [15]). Based on our previous work [16], the MM method is an effective and low-complexity way to solve the non-convex problem (P4). The basic idea is to transform the original problem (P4) into a sequence of majorized subproblems that can be solved with closed-form minimizers.…”
Section: Decentralized Beamforming Designmentioning
confidence: 99%
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“…Though problem (P4) can be approximatively solved with the SDR technique [9], [15], finding the solution is of high complexity when N R is large (i.e., O((N R+1) 4.5 ) [15]). Based on our previous work [16], the MM method is an effective and low-complexity way to solve the non-convex problem (P4). The basic idea is to transform the original problem (P4) into a sequence of majorized subproblems that can be solved with closed-form minimizers.…”
Section: Decentralized Beamforming Designmentioning
confidence: 99%
“…The basic idea is to transform the original problem (P4) into a sequence of majorized subproblems that can be solved with closed-form minimizers. At first, according to lemma 1 in [16], we can find a valid majorizer of g b (θ b ) at point…”
Section: Decentralized Beamforming Designmentioning
confidence: 99%
See 1 more Smart Citation
“…To include the optimal power allocation P in parallel, we consider the normalization of the columns of (49) to unit-norm and multiply the log det(•) and Tr(•) terms in (48) from the right hand side with the power matrix P , ∀ . Power optimization problem for each link can be formally stated similarly as in (31), as a function of the local variables L and L instead of gradients. Solving it yields the following parallel and optimal power allocation scheme…”
Section: A Per-link Independent Sub-problems In Ulmentioning
confidence: 99%
“…In [24], a novel HYBF design for an FD mmWave MIMO relay is proposed. In [25], a machine-learning based HYBF for a oneway mmWave FD relay is investigated. In [26], HYBF for a bidirectional point-to-point OFDM FD system is available.…”
Section: A State-of-the-art On Mmwave Fdmentioning
confidence: 99%