Location: HILL 005
Date & time: Tuesday, 02 May 2017 at 3:30PM -
|Abstract: We consider the Soul Conjecture in Alexandrov geometry which is a generalization of the Soul Conjecture in Riemannian geometry proposed by Cheeger-Gromoll in 1970. The Cheeger-Gromoll conjecture was proved by Perelman in 1994. The generalized Soul Conjecture is known to be true in dimension at most three. In this talk, we give a proof of the conjecture for dimension 4.
This is a joint work with Xiao-chun Rong.