Orateur : Dongze Wang
Établissement : Université du Havres (France)
Dates : 2026-05-28 – 2026-05-28
Heures : 14:00 – 14:00
Lieu : Salle 0-3
Résumé :
Titre de la conférence : The well-posedness and strict separation property of Cahn-Hilliard equation with source term on evolving surfaceIn this talk, we focus on the Cahn-Hilliard equation with source term on evolving surface and mainly explore its well-posedness and strict separation property. For the well-posedness, the method what we utilize is the standard Galerkin approximation method. Besides, for the strict separation property, we deduce the Leibniz formula for Laplace-Beltrami operator and combine it with some suitable regularity estimates to get the consequence.