The nonlinear stability of the Schwarzschild family of black holes
Martin Taylor (Imperial)
05-Oct-2021, 13:00-14:00 (4 years ago)
Abstract: I will present a theorem on the full finite codimension nonlinear asymptotic stability of the Schwarzschild family of black holes. The proof employs a double null gauge, is expressed entirely in physical space, and utilises the analysis of Dafermos–Holzegel–Rodnianski on the linear stability of the Schwarzschild family. This is joint work with M. Dafermos, G. Holzegel and I. Rodnianski.
differential geometry
Audience: researchers in the topic
| Organizers: | Joel Fine, Lorenzo Foscolo*, Peter Topping |
| Curators: | Jason D Lotay*, Costante Bellettini, Bruno Premoselli, Felix Schulze, Huy The Nguyen, Marco Guaraco, Michael Singer |
| *contact for this listing |
Export talk to
