The goal of this paper is to describe the state of the art on the question of global existence of
solutions to reaction-diffusion systems for which two main properties hold: on one hand, the …

Existence Result for Triangular Reaction–Diffusion Systems with L1 Data and Critical Growth with
Respect to the Gradient Page 1 Mediterr. J. Math. 10 (2013), 255–275 DOI …

In this work we present the mathematical analysis of a system modeling ion migration
through biological membranes. The model includes both the effects of biochemical reaction …

The goal of this article is to provide an useful criterion of positivity and well-posedness for a
wide range of infinite dimensional semilinear abstract Cauchy problems. This criterion is …

Electrodeposition is a low-cost and malleable technique for manufacturing a wide diversity
of equipment and materials including coatings and films. It was initially operated to prepare …

To better understand the nickel-iron electrodeposition process, we are interested in the one-
dimensional model. This model addresses dissociation, diffusion, electomigration …

Electrodeposition was originally used for the preparation of metallic mirrors and corrosion
resistant surfaces. In this paper, we study a stationary one dimensional system modelling …

EXISTENCE OF SOLUTIONS FOR QUASILINEAR ELLIPTIC DEGENERATE SYSTEMS WITH
L1 DATA AND NONLINEARITY IN THE GRADIENT 1. Introduction Page 1 Electronic Journal …

The aim of this thesis is mainly concerned with the nonlinear partial equations and systems.
The study of Partial Differential Equations and systems has its origin in the eighteenth …

The aim of this work is to show the existence of weak solutions and supersolutions for a
nonlinear system modelling Ions migration through biological cells membranes with L1 …