Speaker: 傅鑫助理教授，西湖大学          

Inviter: 简旺键 副研究员

Title: Singular Kahler spaces of complex dimension three with Ricci curvature bounded below

Language: Chinese 

Time & Venue: 2025.04.07  10:00-11:00  南楼N208

Abstract: Let X be a projective variety of complex dimension 3 with log terminal singularities. We prove that every singular Kahler metric on X with bounded Nash entropy and Ricci curvature bounded below induces a compact RCD spacehomeomorphic to the projective variety X itself. Moreover, the tangent cone is unique. This is joint work with Bin Guo and Jian Song.