This paper investigates the design problem of robust H∞ filtering for uncertain two-
dimensional (2D) continuous systems described by Roesser model with polytopic …

This paper concerns the state and parameter estimation problem for an input nonlinear state-
space system with colored noise. By using the data filtering and the over-parameterization …

This paper investigates the positive realness of continuous fractional-order (FO) two-
dimensional (2D) Roesser model with the FO ρ 1∈(0, 1], ρ 2∈(0, 1]. A sufficient condition …

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 …

This paper investigates the H_ ∞ H∞ control problem for two-dimensional (2D) Takagi–
Sugeno (T–S) fuzzy systems in a Fornasini–Marchesini second (FM II) model with stochastic …

This paper addresses the design of robust H_ ∞ H∞ filters for polytopic 2D discrete singular
systems described by a Roesser model. By establishing a novel version of the bounded real …

This paper deals with H_ ∞ H∞ filtering problem of linear discrete-time uncertain systems
with finite frequency input signals. The uncertain parameters are supposed to reside in a …

This paper deals with the problem of robust H_ ∞ H∞ filtering for uncertain 2-D discrete
systems, the parameter uncertainties are assumed to reside in a polytopic region. Firstly, a …

This paper considers the problem of H∞ model reduction problem with finite frequency (FF)
ranges of the input vector for two-dimensional (2D) continuous systems. Given an …