Shafarevich's program and the moduli of stable minimal models

Time：Thur., 15:30-16:30, Apirl 27, 2023

Venue：Zoom ID: 455 260 1552; PW: YMSC

Organizer：Caucher Birkar，曲三太，陈炳仪

Speaker：Junchao Shentu 申屠钧超 University of Science and Technology of China

Abstract

In this talk I will introduce how Prof. Birkar's construction of compact moduli spaces of stable minimal models is used to give a generalization of Shafarevich's program to higher dimensional families with fibers of an arbitrary Kodaira dimension.

Speaker

Junchao Shentu 申屠钧超 University of Science and Technology of China

中国科学技术大学副教授

研究方向：代数几何

个人主页:

https://faculty.ustc.edu.cn/shentujunchao/zh_CN/index.htm

DATEApril 27, 2023

Related News

0
Shafarevich's program and the moduli of stable minimal models
AbstractIn this talk I will introduce how Prof. Birkar's construction of compact moduli spaces of stable minimal models is used to give a generalization of Shafarevich's program to higher dimensional families with fibers of an arbitrary Kodaira dimension
1
On the Minimal Model Program for foliations
AbstractI will survey some recent progress towards the minimal model program for foliations. In particular, assuming termination of (classical) flips in dimension r, we show that flips exist for any algebraically integrable foliation of rank r with log canonical singularities. Joint work with C. Spicer.About the speakerPaolo Cascini is a Professor at Imperial College London.Research Interests：...