This paper is concerned with the robust stochastic stability analysis for two-dimensional (2-
D) discrete state-multiplicative noisy systems (SMNSs) in the Roesser form. We first derive a …

This paper is concerned with the problem of robust state feedback H_ ∞ H∞ stabilization for
a class of uncertain two-dimensional (2-D) continuous state delayed systems. The …

This paper tackles the H_ ∞ H∞ filtering problem for 2-D discrete systems. The approach is
based on the Roesser model. The objective is to propose a new design with sufficient …

Abstract The H_ ∞ H∞ control design problem is solved for the class of 2D discrete singular
systems with delays. More precisely, the problem addressed is the design of state-feedback …

The l∞-gain approach has been an essential tool in one-dimensional system theory.
However, limited results have been presented in the literature for the two-dimensional (2-D) …

The problem of H_ ∞ H∞ filter design for a class of 2D systems is solved here in the
presence of intermittent measurements. Data dropouts are characterized using a stochastic …

This paper tackles the H∞ filtering problem for 2-D discrete stochastic systems. The
approach is based on the Fornasini-Marchisini (FM) model. The objective is to propose a …

This brief is concerned with filtering problem for singularly perturbed systems (SPSs) with
variable sampling and probabilistic missing measurements. The signal received from sensor …

This paper describes the robust H∞ filtering analysis and the synthesis of general non-
linear stochastic systems with finite settling time. We assume that the system dynamic is …

This work tackles the problem of the L2–L∞ filtering for continuous-time delay systems with
polytopic uncertainties. Based on the parameter dependant Lyapunov function approach …