This paper develops boundary feedback control laws to reduce stop-and-go oscillations in
congested traffic. The macroscopic traffic dynamics are governed by Aw–Rascle–Zhang …

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 …

This paper is devoted to a simple and new proof on the optimal finite control time for general
linear coupled hyperbolic system by using boundary feedback on one side. The feedback …

We present an observer for linear time-invariant (LTI) systems with measurement delay. Our
design ensures that the observer error converges to zero within a prescribed terminal time …

This article first deals with the problem of prescribed-time stability of linear systems without
delay. The analysis and design involve the Bell polynomials, the generalized Laguerre …

We detail in this paper the importance of a change of strategy for the delay robust control of
systems composed of two linear first-order hyperbolic equations. One must go back to the …

Hyperbolic systems model the phenomena of propagations at finite speeds. They are
present in many fields of science and, consequently, in many human applications. For these …

Among the existing global challenges, water system management is becoming more and
more important as the consumption patterns are continually growing. The implication of …

We detail in this article the development of a delay-robust stabilizing feedback control law for
a linear ordinary differential equation coupled with two linear first order hyperbolic equations …

The exponential stability problem of the nonlinear Saint-Venant equations is addressed in
this paper. We consider the general case where an arbitrary friction and space-varying slope …