17 novembre 2017 de 16 h 00 à 18 h 00 (heure de Montréal/Miami) Sur place
Classifying solutions to nonlinear partial differential equations are fundamental research in PDEs. In this talk, I will report recent progress made in classifying some elementary PDEs, starting with the De Giorgi Conjecture (1978). I will discuss the classification of global minimizers and finite Morse index solutions, relation with minimal surfaces and Toda integrable systems, as well as recent exciting developments in fractional De Giorgi Conjecture.
AdresseUQAM, Pavillon Président-Kennedy, 201, ave du Président-Kennedy, salle PK5115