We investigate a system of partial differential equations of reaction–diffusion type which
displays propagation of bursting oscillations. This system represents the time evolution of an …

We prove that under some assumptions on h and g, it is typical for generalized p-Laplacian
systems with uncoupled integral boundary conditions to exhibit intervals for λ and µ such …

This paper focuses on the networks of n reactiondiffusion systems of the Hindmarsh-Rose
type. We prove the existence of the global attractor of these networks in the space (L2 (Ω)× …

Synchronization is a ubiquitous feature in many natural systems and nonlinear science. This
paper studies the synchronization in a complete network consisting of n nodes. Each node is …

We focus on the long time behavior of complex networks of reaction-diffusion (RD) systems.
We prove the existence of the global attractor and a $ L^{\infty} $-bound for a network of $ n …

We focus on the long time behavior of complex networks of reactiondiffusion (RD) systems.
We prove the existence of the global attractor and a L∞-bound for a network of n RD …

Synchronization is a ubiquitous feature in many natural systems and nonlinear science. In
this paper, the synchronization in complete network consisting of n nodes is studied. Each …

Synchronization is a ubiquitous feature in many natural systems and nonlinear science. This
paper studies the synchronization in complete network consisting of n nodes. Each node is …

Le fonctionnement d'un neurone, unité fondamentale du système nerveux, intéresse de
nombreuses disciplines scientifiques. Il existe ainsi des modèles mathématiques qui …

On s' intéresse à un système d'EDP de type réaction-diffusion permettant d'obtenir une riche
variété de motifs (patterns) et phénomènes pertinents en physiologie: spirales, oscillations …