| Previous Week | This Week | Next Week |
|---|
Monday | May 28, 2018 | |
|---|---|---|
| 09:45 | V2-210/216 |
On the supercritical defocusing wave equation outside a ball Piero D’Ancona |
| 11:00 | V2-210/216 |
The renormalized nonlinear wave equation with additive white noise Herbert Koch |
| 11:45 | V2-210/216 | Naiara Arrizabalaga |
| 14:00 | V2-210/216 | Anne-Sophie de Suzzoni |
| 14:15 | E1-148 |
Seminar Stochastic Partial Differential Equations Energy solutions for the stochastic Burgers equation: Uniqueness and applications (Part IV) Nicolas Perkowski |
| 14:45 | V2-210/216 |
Strichartz estimates for the Dirac equation on spherically symmetric manifolds Federico Cacciafesta |
| 15:30 | V2-210/216 |
Geometric analysis of the nonlinear sigma model with gravitino Ruijun Wu |
Tuesday | May 29, 2018 | |
| 09:00 | V2-210/216 |
On stability of solitary waves of the nonlinear Dirac equation Nabile Boussaïd |
| 09:45 | V2-210/216 | Roland Donninger |
| 10:15 | V4-116 |
Oberseminar Geometric Analysis Meng Yang |
| 11:00 | V2-210/216 |
Global well-posedness of the high dimensional Maxwell-Dirac equation for small critical data Cristian Gavrus |
| 11:45 | V2-210/216 | Joachim Krieger |
| 14:00 | V2-210/216 |
Existence and stability of blowup for wave maps into negatively curved targets Irfan Glogic |
| 14:45 | V2-210/216 |
Co-dimension one stable blowup in supercritical wave equations Birgit Schörkhuber |
| 16:00 | D5-153 |
Other Nicolae Strungaru |
Wednesday | May 30, 2018 | |
| 09:00 | V2-210/216 |
Taking into account the polarized Dirac sea: the nonlinear Euler-Heisenberg model Eric Séré |
| 09:45 | V2-210/216 | William Borrelli |
| 11:00 | V2-210/216 |
Conserved energies for the one-dimensional Gross-Pitaevskii equation Xian Liao |
| 11:45 | V2-210/216 | Daniel Tataru |
| 14:15 | V3-201 |
Bielefeld Stochastic Afternoon Franz Gmeineder |
| 17:15 | V2-210/216 |
Mathematisches Kolloquium (SFB 1283) Massimiliano Gubinelli |
Friday | June 1, 2018 | |
| 14:15 | V3-204 |
Other Lorenzo Sadun |
| 16:15 | V3-204 |
Kolloquium Mathematische Physik Upper and lower Lipschitz bounds for the perturbation of edges of the essential spectrum Ivan Veselić |
