Laboratoire de Mathématiques de Besançon - UMR 6623 CNRS
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Accueil > Activités > Séminaires > Équations aux Dérivées Partielles > Archives Séminaire

Archives 2020 (début)

par Hari Lysianne - publié le

  • xxx ANNULÉ xxx Jeudi 12 Mars 2020 : Federico Cacciafesta (Université de Padoue) On the dispersive dynamics of the Dirac equation on spherically symmetric manifolds

Résumé : In this talk we will present some recent results concerning the dispersive dynamics of the Dirac equation on non flat spaces. After briefly reviewing the basic features of the Dirac equation in the flat case and, more in general, of dispersive PDEs, we will focus on the problem of proving Strichartz estimates in the case of spherically symmetric manifolds. We will show how this problem is deeply connected with the one of proving dispersive estimates for the (flat) Dirac equation perturbed with scaling-critical potentials, which is a relevant question of independent interest.
The talk is based on joint works with A. S. de Suzzoni and E. Sèrè.

  • xxx ANNULÉ xxx Jeudi 19 Mars 2020 : Giuseppe Coclite (Politecnico di Bari) Measure valued solutions an optimal harvesting problem

Résumé : A VENIR

  • xxx ANNULÉ xxx Jeudi 9 Avril 2020 : Elio Marconi (Université de Bâle) TBA

Résumé : A VENIR