Por François Petit (Univ. Paris).

We will explain how to construct a distance on the bounded derived category of abelian sheaves on a large class of metric spaces (including compact Riemannian manifolds) and present  the notion of Lipschitz kernels. As an application, we get a new interpretation of the Fourier-Sato transform and prove that it is an isometry. This is a joint work with P. Schapira.

Zoom Meeting | Meeting ID: 799 297 2871