This paper addresses the nonfragile sensor fault estimation problem for a class of two-
dimensional (2-D) nonlinear systems. The underlying system is described by the well-known …

This paper addresses the finite horizon H∞ fault estimation problem for 2-D linear discrete
time-varying systems with bounded unknown input and measurement noise. The main …

A fault diagnosis and compensation problem for two‐dimensional discrete time systems with
time‐varying state delays is studied in this paper. The concerned two‐dimensional systems …

The injection molding process is a typical multi-phase batch process. As the filling and
packing-holding phases share the same actuator, faults occurring in the actuators may …

A robust H∞ filtering algorithm is proposed for two-dimensional (2-D) linear uncertain time-
varying systems in this study. The considered 2-D systems are subject to unknown inputs …

This paper deals with the problem of switching design for guaranteed cost control of discrete-
time two-dimensional (2-D) nonlinear switched systems described by the Roesser model …

Estimation of the state variables of dynamical systems in the presence of noise, disturbance,
and fault is an important problem in the control and monitoring field. In this article, the …

Most of adaptive iterative learning control (AILC) algorithms focus on one-dimensional (1-D)
systems, rather than two-dimensional (2-D) systems. This brief is first concerned with AILC …

This paper investigates the reliable H∞ stabilization problem for a class of two-dimensional
(2-D) continuous nonlinear state-delayed systems represented by the Roesser state-space …

In the existing iterative learning control (ILC) results for two-dimensional linear discrete
systems (2-D LDS), they focus on 2-D LDS Fornasini–Marchesini model. To the best of our …