Jean Cortissoz
Department of Mathematics, University of Toledo, Toledo, OH 43606
Some remarks on the Ricci flow in manifolds with boundary
In this talk I will discuss a Boundary Value Problem (BVP) for the Ricci
flow in three manifolds with boundary. I will sketch proofs of short time
existence and subconvergence of the solution of this BVP on certain family of
rotationally symmetric metrics on the ball. Also, I will digress a little on a
possible approach to face more general cases.