Recently, necessary conditions of stability for time-delay systems based on the handling of
the Lyapunov–Krasovskii functional have been studied in the literature giving rise to a new …

We present a new method for obtaining stability conditions for certain classes of delay
differential equations. The method is based on the transition from an individual equation to a …

Infinite dimensional systems allow to model a large panel of physical phenomena for which
the state variables evolve both temporally and spatially. This manuscript deals with the …

This paper investigates the stability analysis of time-delay systems through Lya-punov
arguments. Using the existence of a complete Lyapunov-Krasovskii functional and relying …

Les systèmes de dimension infinie permettent de modéliser un large spectre de
phénomènes physiques pour lesquels les variables d'état évoluent temporellement et …

Recently, necessary conditions of stability for timedelay systems based on the handling of
the Lyapunov-Krasovskii functional have been studied in the literature giving rise to a new …