Colloquium
Convex geometry in algebraic geometry
작성자Author
관리자
작성일Date
20171113 11:30
조회Views
344
분야Field  2017 Math Colloquium  

날짜Date  20171124  시간Time  15:50 ~ 18:00 
장소Place  Math. Bldg. 404  초청자Host  박지훈A 
연사Speaker  Sung Rak Choi  소속Affiliation  Yonsei University 
TOPIC  Convex geometry in algebraic geometry  
소개 및 안내사항Content  Title: Convex geometry in algebraic geometry 1부 Abstract : MMP using the convex cone. I will explain how the convex cone of curves is used to run the minimal model program. 2부 Abstract : Positivity using the convex polytope. An Okounkov body is a convex set in the Euclidean space associated to a divisor and it is predicted that those bodies capture many of the positivity of divisors. It is still mysterious and not fully known how the positivity of divisors are encoded in the Okounkov bodies. In this talk, I will explain how to recover some of the positivity of pseudoeffective divisors from Okounkov bodies. 
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