Antonin MONTEIL
- Fiche
- Publications
Nom: |
MONTEIL
|
![]() |
Prénom: |
Antonin
|
|
Site: | UPEC | |
Bureau: | P3 422 | |
Téléphone: | +33 1 45 17 65 73 | |
Situation: | ||
Statut: | ||
Équipe de recherche: | ||
Courriel: |
antonin.monteil@u-pec.fr
|
|
Page personnelle: | ||
- Mass concentration in rescaled first order integral functionals
- A De Giorgi type conjecture for minimal solutions to a nonlinear Stokes equation
-
A necessary condition in a De Giorgi type conjecture for elliptic systems in infinite strips
auteurRadu Ignat, Antonin MonteilPure and Applied Functional Analysis (2019)
- Uniform estimates for a Modica–Mortola type approximation of branched transportation
- Metric methods for heteroclinic connections in infinite dimensional spaces
- Elliptic approximations of singular energies under divergence constraint
- Uniform estimates for a Modica-Mortola type approximation of branched transportation
- A necessary condition for lower semicontinuity of line energies
- Demonstration of the rules non isolability of sets of faulty states
- Semaine d'Etude Mathématiques et Entreprises 6 : Analyse et filtrage temps-fréquence de "bursts" ultrasonores : identification, classification, séparation