General matrix pencil techniques for solving discrete-time nonsymmetric algebraic Riccati equations

Based on the identification result of the drive-train lab model displayed in Figure 4, a controller R (for the one-degree-of- freedom standard control scheme) is now designed by

Based on the identification result of the drive-train lab model displayed in the Fig- ures 6 and 7, a controller R (for the one-degree-of-freedom standard control scheme) is

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In what follows we build on this relationship and design an observer, approximating the optimal minimax filter (and implic- itly a solution of HJB), by revealing connections

We provide iterative procedures for numerical computation of some stabilizing solu- tions of two type of coupled matrix Riccati differential equations arising in connection with

In Section 4 we study the basic stability properties of the elliptic integro differential operators, the comparison principle and prove existence of solution of the Dirichlet problem

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One key parameter in their analysis was the matrix Ψ characterizing the distribution of the phase visited at the end of a busy period in an infinite buffer or finite buffer case