Title: Uniqueness of Ricci flows from singular initial data

Speaker: Felix Schulze, University of Warwick

Abstract: We establish uniqueness of Ricci flows with non-negative sectional curvatures and scaling invariant curvature bounds, assuming that the induced distance functions converge to the same initial distance function up to isometry. In the compact case, restricting the size of the initial singular set, we also establish uniqueness under suitable weaker conditions. This is joint work with Laura Flower and Man-Chun Lee.