The problem of boundary stabilization is considered for some classes of coupled parabolic
linear PDEs of the reaction–diffusion type. With reference to n coupled equations, each one …

In this paper, a D-type anticipatory iterative learning control (ILC) scheme is applied to the
boundary control of a class of inhomogeneous heat equations, where the heat flux at one …

We consider boundary output feedback stabilization for a one-dimensional anti-stable wave
equation subject to general control matched disturbance. The active disturbance rejection …

In this technical note the problem of driving the state of a network of identical agents,
modeled by boundary-controlled heat equations, towards a common steady-state profile is …

In this paper, we are concerned with the boundary stabilization of a one‐dimensional anti‐
stable Schrödinger equation subject to boundary control matched disturbance. We apply …

A reaction–diffusion–advection equation with uncertain parameters, and additionally subject
to disturbances of both matched and mismatched nature, is considered. It is assumed that …

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

The problem of output feedback boundary stabilization is considered for n coupled plants,
distributed over the one-dimensional spatial domain 0, 1 where they are governed by linear …

For nonlinear space-varying parabolic partial differential equation systems (PPDESs) with
random time-varying delay, this article introduces a dynamic fuzzy boundary output …

In this paper we address the problem of internal stabilization of the deflection of a clamped
microbeam, which is modeled by a sixth-order hyperbolic equation subjected to an unknown …