Speaker: Harry Fluck (Cornell University)

 

Title: Sharp estimates for the Kähler–Ricci flow on Fano manifolds

 

 

Abstract:  Understanding the possible structure of singularity models is a key step in many applications of Ricci flow. By work of Bamler, it is known that the singular set of any non-collapsed limit of Ricci flows is of parabolic Minkowski codimension at least 4. In this talk, we will discuss a new ε-regularity theorem for the Kähler–Ricci flow and use it to prove sharp Minkowski estimates for singularity models of the Fano Kähler–Ricci flow.

 

 

Host: Xiaolong Li

 

For more details, please visit https://webhome.auburn.edu/~lzc0090/SASA/20251008_Yang.html.