Description:
A K3 surface is a compact regular smooth surface with trivial canonical bundle. K3 surfaces have many interesting properties, eg. all complex K3 surfaces are diffeomophic to each other. The aim of this school is to understand the properties of K3 surfaces and to to investigate recent results.
Remarks:
This school will take place at the Science Complex building A-317 in Ewha Womans University.
All talks will be given in Korean. This school is by invitation only. If you are interested in this school, please contact us.
| JaeHyuk Lee (Ewha Womans) |
Basic definitions Lattices |
| Joonyeong Won (KAIST) |
Linear systems Rational curves on K3 surfaces |
| In-Kyun Kim (SNU) |
Hodge structures Elliptic K3 surfaces |
| Kyoung-Seog Lee (KIAS) |
Kuga-Satake construction Derived categories |
| Seung-Jo Jung (KIAS) |
Moduli spaces of polarized K3 surfaces Moduli spaces of sheaves on K3 surfaces |
| Jinhyung Park (KIAS) |
Periods Surjectivity of the period map and Global Torelli |
| Kwangwoo Lee (KIAS) |
Ample cone and K\"{a}hler cone Automorphisms |
| Yonghwa Cho (KAIST) |
Vector bundles on K3 surfaces Chow ring and Grothendieck group |
| Soonyoung Kim (Sogang) |
Picard group Brauer group |
| 2/1(Mon) | 2/2(Tue) | 2/3(Wed) | 2/4(Thu) | 2/5(Fri) | |
| 10:00-11:20 | JH. Lee 1 | Jung 1 | Cho 1 | Won 2 | S. Kim 1 |
| 1:00- 2:20 | Won 1 | Park 1 | Jung 2 | JH. Lee 2 | S. Kim 2 |
| 2:40- 4:00 | I.-K. Kim 1 | Park 2 | I.-K. Kim 2 | K. Lee 2 | |
| 4:40- 6:00 | K.-S. Lee 1 | K. Lee 1 | Cho 2 | K.-S. Lee 2 | |
Organised by:
Jinhyung Park (KIAS)
JaeHyouk Lee (Ewha Womans)
Seung-Jo Jung (KIAS)
Contact:
seungjo(at)kias(dot)re(dot)kr
Supported by:
Department of Mathematics at Ewha Womans Univiversity
이화여자대학교 수리과학연구소
Winter School on K3 Surfaces
1-5 February 2016, Ewha Womans University