Speakers
Yonghwa Cho (IBS-CCG)
Junho Choe (KIAS)
Yoshinori Gongyo (Tokyo U.)
Kenta Hashizume (Kyoto U.)
Sukmoon Huh (Sungkyunkwan U.)
WonTae Hwang (Jeonbuk National U.)
Seung-Jo Jung (Jeonbuk National U.)
Yeongrak Kim (Pusan National U.)
Tasuki Kinjo (IPMU, Tokyo)
Tatsuki Kuwagaki (Kyoto U.)
Shin-ichi Matsumura (Tohoku U.)
Yosuke Matsuzawa (Osaka Metropolitan U.)
Jinhyung Park (KAIST)
Kenta Sato (Kyushu U.)
Joonyeong Won (Ehwa Womans U.)
Shou Yoshikawa (RIKEN iTHEMS)
Abstracts
PDF File
Schedule
Day 1: February 13 (Monday)
| ~10:00 |
Registration |
| 10:00~11:00 |
Jinhyung Park
Syzygies of tangent developable surfaces and K3 carpets via secant varieties |
Jun-Muk Hwang
(Chair) |
| 11:00~11:30 |
Coffee Break |
| 11:30~12:30 |
Shin-ichi Matsumura
The nonvanishing problem for varieties with nef anticanonical bundle |
| 12:30~14:30 |
Lunch |
| 15:00~16:00 |
Seung-Jo Jung
On Milnor numbers and Tjurina numbers of hypersurface singularities |
Yujiro Kawamata
(Chair) |
| 16:00~16:20 |
Coffee Break |
| 16:20-17:20 |
Yosuke Matsuzawa
Zariski dense orbit conjecture and arithmetic degrees of cohomologically hyperbolic maps |
| 18:00~20:00 |
Speakers Dinner |
Day 2: February 14 (Tuesday)
| 10:00~11:00 |
Yoshinori Gongyo
Generalized complexities and the Mukai type conjecture |
Yongnam Lee
(Chair) |
| 11:00~11:30 |
Coffee Break |
| 11:30~12:30 |
Shou Yoshikawa
Quasi-F-splitting |
| 12:30~14:30 |
Lunch |
| 15:00~16:00 |
Sukmoon Huh
Torelli problem on logarithmic sheaves |
Sijong Kwak
(Chair) |
| 16:00~16:20 |
Coffee Break |
| 16:20-17:20 |
Kenta Sato
General hyperplane section of log canonical threefolds in positive characteristic |
Day 3: February 15 (Wednesday)
| 10:00~11:00 |
WonTae Hwang
Jordan constants of groups in connection with abelian varieties in positive characteristic |
Dongseon Hwang
(Chair) |
| 11:00~11:30 |
Coffee Break |
| 11:30~12:30 |
Tasuki Kinjo
Euler characteristic for stacks |
| 12:30~18:00 |
Excursion |
Day 4: February 16 (Thursday)
| 10:00~11:00 |
Junho Choe
Various parallels between projective varieties and secant varieties |
Jaehyun Hong
(Chair) |
| 11:00~11:30 |
Coffee Break |
| 11:30~12:30 |
Tatsuki Kuwagaki
Some examples of Hodge-Fukaya theory |
| 12:30~14:30 |
Lunch |
| 15:00~16:00 |
Joonyeong Won
Twisted Kaehler-Einstein metric on del Pezzo surfaces |
JongHae Keum
(Chair) |
| 16:00~16:20 |
Coffee Break |
| 16:20-17:20 |
Kenta Hashizume
On effective base point freeness for klt pairs |
| 17:30~19:00 |
Banquet |
Day 5: February 17 (Friday)
| 10:00~11:00 |
Yeongrak Kim
Ulrich bundles on cubic fourfolds |
Keiji Oguiso
(Chair) |
| 11:00~11:30 |
Coffee Break |
| 11:30~12:30 |
Yonghwa Cho
Nodal (hyper-)surfaces |
Organizers
Osamu Fujino (Kyoto U.)
DongSeon Hwang (IBS-CCG)
Jun-Muk Hwang (IBS-CCG)
Yongnam Lee (IBS-CCG)
Keiji Oguiso (U. Tokyo)
Shunsuke Takagi (U. Tokyo)
Registration
Please submit Google form by January 31.
More Information
• Food Zone Map
• How to get to IBS-CCG
It is a classical question to ask how many nodes may a surface contain. For sextics, the maximum number of nodes is 65, and is attained by Barth’s example. We ask further: are all sextics with 65 nodes like Barth’s example? To find an answer, we study even sets of nodes on sextic surfaces, and prove that all sextics with 65 nodes share the same structure of even sets. This establishes a resemblance between Barth’s sextic and other sextics with 65 nodes. This talk is based on a joint work with Fabrizio Catanese, Michael Kiermaier, and Sascha Kurz.
