D. Schmitt

发表

2D-local existence and uniqueness of a transient state of a coupled radiative-conductive heat transfer problem

M. Boutayeb, J. Roche, M. Ghattassi, 2016 .

Blowup in reaction-diffusion systems with dissipation of mass

D. Schmitt, M. Pierre, 1997 .

Extinction and non‐extinction for viscous Hamilton–Jacobi equations in $\mathbb{R}$N

P. Laurençot, D. Schmitt, P. Souplet, 2002 .

Existence and Uniqueness of a Steady State Solution of a Coupled Radiative–Conductive Heat Transfer Problem for a Non-grey Anisotropically and Participating Medium

G. Jeandel, J. Roche, F. Asllanaj, 2003 .

Analysis of a full discretization scheme for a 2D nonlinear coupled system of radiative-conductive heat transfer equations

J. Roche, M. Ghattassi, D. Schmitt, 2020 .

Examples of finite time blow up in mass dissipative reaction-diffusion systems with superquadratic growth

D. Schmitt, M. Pierre, 2022, Discrete and Continuous Dynamical Systems.

Singular limit in a model of tissue inflammation

P. Laurençot, D. Schmitt, 1999 .

A nonlinear parabolic system modelling tissue inflammation

P. Laurençot, D. Schmitt, 1998, Differential and Integral Equations.

Blowup in Reaction-Diffusion Systems with Dissipation of Mass

Didier Schmitt, Michel Pierre, D. Schmitt, 1997, SIAM Rev..

Global existence for a reaction-diffusion system with a balance law

D. Schmitt, M. Pierre, 1993 .

Analysis of a full discretization scheme for 2D radiative-conductive heat transfer systems

Didier Schmitt, Jean-Rodolphe Roche, Mohamed Ghattassi, 2019, J. Comput. Appl. Math..

Extinction and decay estimates for viscous Hamilton-Jacobi equations in R^N

P. Laurençot, D. Schmitt, S. Benachour, 2001 .

Existence and uniqueness of a transient state for the coupled radiative-conductive heat transfer problem

Didier Schmitt, Jean-Rodolphe Roche, Mohamed Ghattassi, 2018, Comput. Math. Appl..

“Triangular” reaction–diffusion systems with integrable initial data

D. Schmitt, S. Bonafede, 1998 .