| Date |
Winter 2018 Schedule |
| January 29th |
No Seminar |
| February 5th |
Speaker: David Wen Title: Zariski Decomposition and Beyond Abstract: The Zariski decomposition is a theorem by Zariski on effective divisors on smooth surfaces. It's very much a part of classical algebraic geometry by relating the geometry of a surface with the algebra of linear systems of divisors. Additionally, it plays a role in understanding the classification of surfaces as well as minimal models. In this talk, I will introduce the classical Zariski decomposition, generalizations and it's implication in algebraic geometry. |
| February 12th |
No Seminar |
| February 19th |
No Seminar |
| February 26th |
Speaker: Title: Abstract: |
| March 5th |
Speaker: Title: Abstract: |
| March 12th |
Speaker: Title: Abstract: |