Research-Boundedness of ($\epsilon, n$)-complements for surfaces （I, II, III）

Research

Algebra & Combinatorics Seminar

Boundedness of ($\epsilon, n$)-complements for surfaces （I, II, III）

Speaker: Guodu Chen (Peking University)
Time: Nov 17, 2020, 09:00-11:30

Schedule

9:00-11:30, Nov. 17: Room 518, Huiyuan Block 3

9:00-11:30, Nov. 19: Room 415, Huiyuan Block 3

9:00-11:30, Nov. 21: Room 209, Lychee Hills Block 2

Abstract: The theory of complements, also known as Shokurov's program, is introduced by Shokurov when he proved the existence of flips for threefolds. In this talk, I will introduce Shokurov's complements conjecture, that is the existence of ($\epsilon,n$)-complements. Then I will show some applications of the conjecture. Finally, I will give a sketch of the proof of the conjecture for surfaces. This is a joint work with Jingjun Han.