28 jun 2016 -- 16:00
Aula D'Antoni, Dip.Matematica, Università "Tor Vergata", Roma
Abstract.
We study an analogue of the Yamabe problem for Hermitian manifolds: the Chern-Yamabe problem. More precisely, we prove the existence of Hermitian metrics having constant scalar curvature with respect to the Chern connection when the expected curvature is non-positive, and we investigate partial results in the positive curvature case.