Sentence examples for matrix inequality procedures from inspiring English sources

By application of a Lyapunov Krasovskii functional, Jensen's inequality, standard matrix inequality procedures, Luenberger-type observer, delay-interval bounds and delay-derivative limits, observer-based controller synthesis approach using nonlinear matrix inequalities for the nonlinear time-delay systems is provided.

An observer-based controller design condition is obtained by application of the Lyapunov theory, by involving the one-sided Lipschitz condition and quadratic inner-boundedness criterion, and by incorporating the matrix inequality procedures.

The controller is obtained by transforming the problem into a static output feedback control design problem solved by means of a two-stages linear matrix inequality procedure.

Then, via some matrix inequality linearisation procedures, two approaches for the filter synthesis are proposed.

A new linear matrix inequality (LMI -based procedure is proposed for designing state-feedback controLMI -basedch would guarantee that the closed-looprocedureed system wish stochastic samproposedacks the output ofor given reference modesigningin the sense of H∞.

Two novel linear matrix inequality (LMI) - based procedures to receive stabilizing robust output feedback gain are presented, one of them being modification of previous results of (Oliveira et al., 1999).

A linear matrix inequality (LMI) delay independent procedure is used for control design in the expanded space.

In addition, linear matrix inequality-based design procedures are developed for λ-estimators.

Based on a piecewise quadratic Lyapunov function combined with S-procedure and some matrix inequality convexification techniques, the results are formulated in the form of linear matrix inequalities.

The design procedure involves Linear Matrix Inequality techniques and the generalized structured singular value μg.

An H∞-output feedback design procedure using Linear Matrix Inequality (LMI) is applied.