Date: 17th afternoon -- 18th afternoon, July 2019
Venue: Room 002, Graduate School of Mathematical Sciences, The University of Tokyo. Here
(002 is located on the ground floor, and the west end of the Math Sci Bldg.)
Schedule:
17th (Wed)
13:30--14:30 Mihai Paun (Univ. Bayreuth)
An application of subharmonicity properties of direct images
15:00--16:00 Mario Chan (National Taiwan Univ.)
An Ohsawa-Takegoshi-Manivel-type L^2 extension theorem with estimates with respect to measures supported on lc centres
16:30--17:30 Dano Kim (Seoul National Univ.)
Canonical bundle formula and semipositivity theorems
18th (Thu)
11:00--12:00 Jian Song (Rutgers Univ.)
Collapsing behavior of Ricci-flat Kahler metrics and long time solutions of the Kahler-Ricci flow
13:45--14:45 Tomoyuki Hisamoto (Nagoya Univ.)
Multiplier ideal sheaves of a geometric flow optimally destabilize the Fano manifold
15:15--16:15 Takayuki Koike (Osaka City Univ.)
On a neighborhood of an elliptic curve and a gluing construction of K3 surfaces
* A talk by Xiaokui Yang is cancelled.
Organizer: Shigeharu Takayama (Univ. of Tokyo)
This workshop is supported by KAKENHI 15H02057 and 16H03929.
Link to Hayama 2019: Hayama Symposium on Complex Analysis in Several Variables XXI
Last update: 30 June, 2019