The aim of this minisymposium is to present recent results in analysis with eventual ap- plications in the study of elliptic or hyperbolic PDEs related to wave propagation. This includes resolvent estimates (Limiting Absoprtion Principles), Strichartz estimates, Fourier restriction theory and applications to PDEs.
| Raum | Beginn | Name | Titel | |
|---|---|---|---|---|
Dienstag 24.9. | SR 2.059 | 10:00 | Diogo Oliveira e Silva | Maximizers for Spherical Restriction |
| 10:30 | Volker Branding | Global existence of Dirac-wave maps with curvature term on expanding spacetimes | ||
| 11:00 | Daniela Maier | Breather solutions on necklace graphs | ||
| 11:30 | Lucrezia Cossetti | Unique Continuation for the Zakharov-Kuznetsov equation | ||
SR 2.059 | 16:00 | Stefan Buschenhenke | The non-linear Brascamp-Lieb inequality | |
| 16:30 | Martin Spitz | Local wellposedness of quasilinear Maxwell equations on domains | ||
| 17:00 | Ramos João Pedro | The Hilbert transform along curves, anisotropically homogeneous multipliers and the polynomial Carleson theorem | ||
| 17:30 | Nikos Pattakos | Knocking out teeth in one-dimensional periodic NLS: Local and global wellposedness results |