A PDE-based control concept is developed to deploy a multi-agent system into desired
formation profiles. The dynamic model is based on a coupled linear, time-variant parabolic …

In this paper, the problem of fixed-time stabilization of constant-parameter reaction–diffusion
partial differential equations by means of continuous boundary time-varying feedbacks is …

We consider delayed boundary stabilization of a one-dimensional reaction-diffusion
equation under boundary delayed measurements. We design an observer-based control …

Unlike ODEs, whose models involve system matrices and whose controllers involve vector
or matrix gains, PDE models involve functions in those roles—functional coefficients …

Recently, the problem of boundary stabilization for unstable linear constant-coefficient
coupled reaction-diffusion systems was solved by means of the backstepping method. The …

In this article a backstepping-based solution of the robust output regulation problem for
boundary controlled parabolic PDEs with spatially varying parameters is presented. This is …

This article concerns with the asynchronous boundary control for a class of Markov jump
reaction-diffusion neural networks (MJRDNNs). In consideration of nonsynchronous …

The year in which this book appears is the centennial of the 1922 invention, in the context of
maximizing the power transfer to an electric tram car [130], of the method for real-time …

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 …

We present designs for exponential stabilization of an ordinary differential equation (ODE)-
heat partial differential equation (PDE)-ODE coupled system where the control actuation …