Mathematical Relativity
Gravitation in the universe is modelled by a beautiful geometric theory. Mathematically we are interested in understanding 4-dimensional Lorentzian manifolds satisfying the Einstein equations, and in generalizations of this framework. In this meeting recent progress on differential geometric aspects and analytic/PDE concepts are presented, and physical implications discussed.
Speakers
Dejan Gajic (Leipzig)
András Vasy (Stanford)
Raphaela Wutte (Southampton)
Time and Place
31 March 2026, 10:15 - 15:45,
in Utrecht, The Netherlands:
Buys Ballotgebouw (morning) and David de Wiedgebouw (afternoon)
Organizers
Annegret Burtscher (Nijmegen)
Andrea Fuster (Eindhoven)
Juri Sampieri Bjornsson (Utrecht)
Michał Wrochna (Utrecht)
Schedule
| Time | Speaker | Title | Room |
|---|---|---|---|
| 10:15 – 10:50 | Welcome and coffee | BBG 0.17 | |
| 10:50 – 11:50 | Raphaela Wutte | On holographic and hyperbolic mass | BBG 0.17 |
| Lunch break (not included) | Restaurant | ||
| 13:30 – 14:30 | Dejan Gajic | Late-time tails for geometric wave equations: from Huygens to Price and beyond | DDW 1.22 |
| 14:45 – 15:45 | András Vasy | Microlocal analysis of the non-relativistic limit of the Klein-Gordon equation | DDW 1.22 |
Note it is a 10-15 min walk between the buildings.
