2017
DOI: 10.1002/dac.3301
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Performance analysis of adaptive limited feedback coordinated zero‐forcing multicell systems in time‐varying channels: A practical approach

Abstract: In this paper, coordinated limited feedback zero-forcing beamforming multicell system in time-varying channel is studied. In time-varying channels, the actual rate loss arising from error in channel quantization of both interuser and intercell inferences is quantified in this work. Using the actual degradation of rate loss, a limited feedback bit allocation is proposed to reduce interuser and intercell interference simultaneously with feedback update period as one of the parameters. Furthermore, the scaling la… Show more

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Cited by 4 publications
(4 citation statements)
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“…In this section, simulation results of the underlying approach in 2 scenarios, reuse of 1 cellular RRB and reuse of 2 cellular RRBs, are compared to the numerical analysis of the nonexact and the proposed formulas for outage probability of a D2D link. Simulation parameters for the system model presented in Figure 1 are as Table 2 [5,[18][19][20]. In Figure 2, the outage probability of D2D link versus the average distance between the D2D pair and cellular user, which reuses one RRB of cellular user (first scenario), ) are in accordance with the simulation results.…”
Section: The Noma-based Approximation For Exact and Nonexact Outagesupporting
confidence: 65%
See 1 more Smart Citation
“…In this section, simulation results of the underlying approach in 2 scenarios, reuse of 1 cellular RRB and reuse of 2 cellular RRBs, are compared to the numerical analysis of the nonexact and the proposed formulas for outage probability of a D2D link. Simulation parameters for the system model presented in Figure 1 are as Table 2 [5,[18][19][20]. In Figure 2, the outage probability of D2D link versus the average distance between the D2D pair and cellular user, which reuses one RRB of cellular user (first scenario), ) are in accordance with the simulation results.…”
Section: The Noma-based Approximation For Exact and Nonexact Outagesupporting
confidence: 65%
“…Simulation parameters for the system model presented in Figure 1 are as Table 2 [5,[18][19][20]. Simulation parameters for the system model presented in Figure 1 are as Table 2 [5,[18][19][20].…”
Section: Comparative Studymentioning
confidence: 99%
“…From Theorem 1, we propose to design w m for α = N T − 1, m ∈ F , from the max-WSLNR problem of (18).The sum-rate with such a choice is given by (27).…”
Section: Beamforming Vector Design Formentioning
confidence: 99%
“…includes interference received from all the BSs (27) Again, the design of F shall be provided in Section III-E. and (N T − α), respectively. Then, for α ≤ N T − 2, all the beamforming vectors are obtained from the max-WSLNR problem of (18).…”
Section: Beamforming Vector Design Formentioning
confidence: 99%