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Exact(30)
Applying linear matrix inequality techniques, criteria to determine controllers and time lags are developed.
The design procedure involves Linear Matrix Inequality techniques and the generalized structured singular value μg.
The controller parameters are obtained through the standard linear matrix inequality techniques.
Using linear matrix inequality techniques, the design is converted into a semi-definite optimization problem.
The design problem is formulated so that all free parameters are optimized via Linear Matrix Inequality techniques.
A sufficient condition on the existence of PI controller is presented and proved by means of linear matrix inequality techniques.
Similar(30)
The state-feedback gain matrix is calculated by linear matrix inequality technique.
The desired state estimator is designed via linear matrix inequality technique.
All the obtained results are based on strict linear matrix inequality technique.
By applying the Lyapunov-Krasovskii function approach and the linear matrix inequality technique, control law is derived.
Sufficient conditions of the existence of the proposed control strategy are also obtained by using matrix inequality technique.
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