Robust Dynamic Interval Systems
Stability results in interval polynomials and interval matrices can be applied to solve the problem of robust control in spite of the fact that there is no simple relation between the tolerances or the uncertainty of the plant and the interval matrix or interval characteristic polynomial of the closed-loop control system. A property is said true with respect to the interval matrix AI if the property holds for every A ∈ AI.
KeywordsRobust Stability State Feedback Controller Lyapunov Equation Interval Matrix Interval Matrice
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