



10:0011:30

TIMS Seminar in Algebraic Geometry
Speaker: Prof. YuShen Lin (Boston University, USA) Title: RicciFlat Metrics on the Complement of Singular Divisors Abstract: Given a Fano manifold Y with a smooth anticanonical divisor D, TianYau solved the corresponding complex MongeAmpere equation and proved that the complement X=Y\backslash D admits complete Ricciflat metrics. It is little known if X admits a complex Ricciflat metric if D is a simple normal crossing. In this talk, I will explain the recent work of CollinsLi which gives an affirmative result when \mbox{dim}_{\mathbb}Y\geq 3. I will also give some partial results in dimension two based on a joint work in progress with Collins.





