6 citations · 6 across the 9 of their papers we have counts for
10 papers
Existence result for degenerate cross-diffusion system with application to seawater intrusion
Jana Alkhayal, Samar Issa, Mustapha Jazar +1
In this paper, we study degenerate parabolic system, which are strongly coupled. We prove general existence result, but the uniqueness remains an open question. Our proof of existe…
A priori gradient bounds for fully nonlinear parabolic equations and applications to porous medium models
Hana Hajj Chehade, Mustapha Jazar, Régis Monneau
We prove a priori gradient bounds for classical solutions of the fully nonlinear parabolic equation The domain is the torus {\mathbb{T}}^{d} of dimensi…
Dynamics of dislocation densities in a bounded channel. Part II: existence of weak solutions to a singular Hamilton-Jacobi/parabolic strongly coupled system
H. Ibrahim, M. Jazar, R. Monneau
We study a strongly coupled system consisting of a parabolic equation and a singular Hamilton-Jacobi equation in one space dimension. This system describes the dynamics of dislocat…
Pseudo-radial solutions of semi-linear elliptic equations on symmetric domains
Ahmad El Soufi, Mustapha Jazar
In this paper we investigate existence and characterization of non-radial pseudo-radial (or separable) solutions of some semi-linear elliptic equations on symmetric 2-dimensional d…
Reduced measures associated to parabolic problems
Waad Al Sayed, Mustapha Jazar, Laurent Veron
We study the existence and the properties of the reduced measures for the parabolic equations in subject to the conditions (): …
Blow-up rate for a semi-linear accretive wave equation
H. Faour, M. Jazar, Ch. Messikh
In this paper we consider the semi-linear wave equation: in . We provide an associated energy. With this energy we give the blow-up rate fo…