2025 TMCC Workshop on Minimal Model Program

Conference introduction：

Birational geometry is an important branch of algebraic geometry, whose main objective is to classify projective manifolds up to birational equivalence. An important theory developed within this framework is the Minimal Model Program. In the decade following the groundbreaking work "BCHM" in 2010, birational geometry has experienced rapid development and has been applied in many areas of algebraic geometry.For complex geometry, Kähler manifolds are a more classical and natural object of study. They form a set that strictly contains projective manifolds. In the past decade, people have gradually understood and developed the birational geometry of Kähler manifolds. In particular, in the case of three-dimensional manifolds, the Kähler Minimal Model Program has now been fully established.This conference will focus on discussing the latest progress in this field as well as the current open problems.

⟡  Schedule：

⟡  Organizing committee

Kang Zuo (Wuhan University, China)

Sheng Rao (Wuhan University, China)

Mu-Lin Li（Hunan University, China)

⟡  Speakers：

Vladimir Lazić             Universität des Saarlandes, Germany

Wenhao Ou                   Academy of Mathematics and Systems Science, CAS

Kenta Hashizume         Niigata University, Japan

Chen Jiang                    Fudan University

Zhan Li                         Southern University of Science and Technology

Haidong Liu                 Sun Yat-sen University                    

Jie Liu                          Academy of Mathematics and Systems Science, CAS

Juanyong Wang            Academy of Mathematics and Systems Science, CAS

⟡  Conference Venue:

Lecture Hall 644, Lei Jun Science and Technology Building

⟡  Sponsors:

School of Mathematics and Statistics, Wuhan University

Tianyuan Mathematical Center in Central China

⟡  Contact: 

Lingling Tang    tmcc@whu.edu.cn   027 - 87287715