Non-minimal coupling, negative null energy, and effective field theory
De Eleni-Alexandra Kontou
A stable version of Gromov’s angle-shrinking problem and its index theoretic applications (Part II)
De Jinming Wang
Apparaît dans la collection : Not Only Scalar Curvature Seminar
The classical concept of capacity generalizes from Euclidean space to complete Riemannian manifolds, and even to suitable classes of metric spaces. I will discuss recent joint work with Raquel Perales and Jim Portegies on understanding capacity in local integral current spaces, describing the behavior of capacity when the background spaces converge in the pointed Sormani--Wenger intrinsic flat sense. Connections between the main results and the concept of total mass in general relativity will be discussed.