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Although we extract the rectangular region manually for simplicity, we consider that a certain precision can be guaranteed using these methods.
Therefore, flexibility, portability, and future orientation must be guaranteed using the newest development of model driven architecture.
The stability of the overall closed-loop system can be guaranteed using nonlinear analysis tools.
Moreover, increasing the accuracy and bandwidth efficiency of channel estimation could be guaranteed using optimal pilot allocation based on RIP optimization.
Adaptation laws are properly designed so that robustness to the uncertainty as well as the closed-loop stability can be guaranteed using Lyapunov stability theorem.
The authors stated that performance of critical applications was guaranteed using this scenario.
Stability of the closed-loop system is guaranteed using the supermartingale theory.
Stability of the overall system is guaranteed using the small gain theorem.
The stability of the controller is guaranteed using the Lyapunov technique.
Asymptotical stability of the closed loop system is guaranteed, using the Lyapunov direct method.
The exact part is generated by a potential, hence stability of this part is guaranteed using the generating potential as a Lyapunov function.
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