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Extensive numerical results illustrate that only a few bits of feedback close the gap substantially in outage performance between the limited feedback case and the full instantaneous CSI at the transmitter case.
Numerical results illustrate the effectiveness of these algorithms via their outage performance in comparison with the performance of the optimal power allocation with full CSI, and show that only 4 bits of feedback close the gap with the outage performance of the full CSI algorithm substantially for M = 4 or M = 6.
Feedback close loops are the basis for maintaining normal function of cells and organisms in the face of internal and external perturbation [19], [20].
Similar(9)
The formula (2) describes the optimal feedback closed-loop control systems.
The optimal feedback closed-loop control system is composed of m data packets.
The state feedback closed-loop NCS is modeled as a discrete-time switched system.
Semi-global asymptotic stability for the output feedback closed-loop system is proved based on Lyapunov's theorem.
Following the direction, a multi-high-frequency perturbation controller is proposed with a feedback closed-loop system, which has achieved the best experimental performance on the vibration control.
On the other hand, in the time linear region, the crowd feedback module is added to the optimal feedback closed-loop control system based on the linear weight.
Secondly, according to the time domain linear weight, crowd feedback module is designed to the optimal feedback closed-loop control system.
The formulation of the algorithm (MVFCA) takes into consideration feedback (closed-loop) control stability of the time-delay system and the steady-state gain in the feedback loop.
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