The hyperbolic positive energy theorem
Piotr ChruĊciel (University of Vienna)
Abstract: I will review the notion of mass of asymptotically locally hyperbolic manifolds, and sketch the proof of positivity of the energy for manifolds with spherical conformal infinity.
Talk based on joint work with Erwann Delay in arXiv: 1901.05263 [math.DG]
general relativity and quantum cosmologymathematical physicsanalysis of PDEsdifferential geometry
Audience: researchers in the topic
JoMaReC - Joint Online Mathematical Relativity Colloquium
Series comments: This monthly online colloquium is meant to be accessible to and informative for mathematicians and mathematical physicists with a background in General Relativity, widely interpreted to include Lorentzian Geometry, and Geometric Analysis of various Partial Differential Equations related to General Relativity.
It is aimed to present motivation and applications of particular results and/or introduce specific subfields, while refraining from too much technicalities.
| Organizers: | Annegret Burtscher*, Carla Cederbaum, Grigorios Fournodavlos, Edgar Gasperin, Jan Metzger, Anna Sakovich |
| *contact for this listing |