The 6th HU and SNU Symposium on Mathematics - Geometry and Topology -as a part of The 11th HU-SNU Joint Symposium

Organizing Committee:: Seung Yael Ha (SNU), Masao Jinzenji (HU), Kaoru Ono (HU), Jongil Park (SNU)

Program:

9:00-9:50 Jongil Park (Seoul National University): Symplectic 4-manifolds with b_2^+=1 versus algebraic surfaces with p_g=0
10:00-10:50 Takuro Abe (Kyoto University): A logarithmic module of a generalized multiarrangement
11:00-11:50 Jaehyun Hong (Seoul National University): Analytic continuation of holomorphic maps respecting varieties of minimal rational tangents
11:50-13:20 Lunch Break
13:20-14:10 Cheol-Hyun Cho (Seoul National University): On Floer cohomology in toric manifolds
14:10-14:30 Tea Break
14:30-14:55 Daisuke Hirose (Hokkaido University): A positive characteristic analogue of the log canonical singularity
15:00-15:25 Sanwook Lee (Seoul National University): Potentials of homotopic cyclic A-infinity algebras
15:30-15:55 Ryohei Hattori (Hokkaido University): Analogies to Gauss' results on the arithmetic-geometric mean and the hypergeometric function
15:55-16:15 Tea Break
16:15-16:40 Jiro Adachi (Hokkaido University): A certain handle decomposition and Engel structure
16:45-17:10 Heesang Park (Seoul National University): A simply connected surface of general type with p_g=0 and K^2=4
17:15-17:40 Mayuko Kon (Hokkaido University): On a Hopf hypersurface of a complex space form
18:00-20:00 Reception

This symposium is held as a joint project with BK 21 Program at Deparment of Mathematics, Seoul National University and International Training Program at Department of Mathematics, Hokkaido Univerisity.

The 6th HU and SNU Symposium on Mathematics
- Geometry and Topology -
as a part of The 11th HU-SNU Joint Symposium