AbstractIn the 1980s, Mori-Mukai completed the classification of smooth Fano threefolds in characteristic zero, based on work by Iskovskih and Shokurov. In this talk, I will explain an analogous result in positive characteristic.About the speakerHiromu Tanaka is an Associate Professor at the University of Tokyo. His research interest is Minimal model program in positive characteristic.Personal ...
AbstractThe scalar curvature of a Riemannian metric is interesting not only in analysis, geometry, and topology, but also in physics. Enlargeable Length-structures will be introduced and showed that it is a new obstruction to the existence of a Riemannian metric with positive scalar curvature (PSC-metric). Thus, the connected sum of a closed manifold with some of locally CAT(0)-manifolds carry ...