Constructive method for finite-dimensional observer-based control of 1-D parabolic PDEs
The objective of the present paper is finite-dimensional observer-based control of the 1-D
linear heat equation with constructive and feasible design conditions. We propose a method …
linear heat equation with constructive and feasible design conditions. We propose a method …
Boundary delayed observer-controller design for reaction–diffusion systems
We consider delayed boundary stabilization of a one-dimensional reaction-diffusion
equation under boundary delayed measurements. We design an observer-based control …
equation under boundary delayed measurements. We design an observer-based control …
Finite-time fuzzy bounded control for semilinear PDE systems with quantized measurements and Markov jump actuator failures
This article presents a novel reliable fuzzy output feedback controller for a class of
semilinear parabolic partial differential equation systems with Markov jump actuator failures …
semilinear parabolic partial differential equation systems with Markov jump actuator failures …
Delayed finite-dimensional observer-based control of 1-D parabolic PDEs
In our recent paper a constructive method for finite-dimensional observer-based control of 1-
D linear heat equation was suggested. In the present paper we aim to extend this method to …
D linear heat equation was suggested. In the present paper we aim to extend this method to …
Exponential stabilization of reaction–diffusion systems via intermittent boundary control
XZ Liu, KN Wu, ZT Li - IEEE Transactions on Automatic Control, 2021 - ieeexplore.ieee.org
Exponential stabilization is studied for reaction–diffusion systems (RDSs) with a reaction
term satisfying the global Lipschitz condition by means of intermittent boundary control. First …
term satisfying the global Lipschitz condition by means of intermittent boundary control. First …
Event-triggered passivity of multi-weighted coupled delayed reaction-diffusion memristive neural networks with fixed and switching topologies
This paper solves the event-triggered passivity problem for multiple-weighted coupled
delayed reaction-diffusion memristive neural networks (MWCDRDMNNs) with fixed and …
delayed reaction-diffusion memristive neural networks (MWCDRDMNNs) with fixed and …
Boundary Mittag-Leffler stabilization of fractional reaction–diffusion cellular neural networks
XZ Liu, ZT Li, KN Wu - Neural Networks, 2020 - Elsevier
Mittag-Leffler stabilization is studied for fractional reaction–diffusion cellular neural networks
(FRDCNNs) in this paper. Different from previous literature, the FRDCNNs in this paper are …
(FRDCNNs) in this paper. Different from previous literature, the FRDCNNs in this paper are …
Quasisynchronization of reaction–diffusion neural networks under deception attacks
This study focuses on the quasisynchronization problem for reaction–diffusion neural
networks (RDNNs) in the presence of deception attacks. Under deception attacks, a time …
networks (RDNNs) in the presence of deception attacks. Under deception attacks, a time …
Constructive finite-dimensional boundary control of stochastic 1D parabolic PDEs
Recently, a constructive method for the finite-dimensional observer-based control of
deterministic parabolic PDEs was suggested by employing a modal decomposition …
deterministic parabolic PDEs was suggested by employing a modal decomposition …
Finite-Dimensional Boundary Control of the Linear Kuramoto-Sivashinsky Equation Under Point Measurement With Guaranteed -Gain
Finite-dimensional observer-based controller design for PDEs is a challenging problem.
Recently, such controllers were introduced for the one dimensional (1D) heat equation …
Recently, such controllers were introduced for the one dimensional (1D) heat equation …