On the Radon-Carleman problem in uniformly rectifiable domains
De Irina Mitrea
De Dean Baskin
Apparaît dans la collection : 2024 - PC1 - WS - Curved spacetimes, field theory and beyond
We consider the Klein-Gordon equation on Minkowski space with a potential that decays suitably fast in spatial directions and approaches a limiting potential as t tends to infinity . The aim of this talk is to describe a global construction of the Feynman inverse for this problem. This is joint work with Moritz Doll and Jesse Gell-Redman (both at Melbourne).