各位、

お忙しいところを真に失礼いたします。下記の要領で、三角圏上の安定性条件に関連する講演を企画させていただきました。場所は京都大学数学教室3号館1階108です。

Dear fellow mathematicians,

There will be the following talks on stability conditions on
triangulated categories and related topics in Kyoto. It is at Graduate
School of Science Bldg. No.3 Room 108 of Kyoto University.

12/17 (Monday)
14:45-16:15 Jack Huizenga (UI Chicago)
Birational geometry of the Hilbert scheme of points in the plane and
Bridgeland stability
16:30-18:00 Tom Sutherland (U. Sheffield & Oxford)
TBA

12/18 (Tuesday)
09:00-10:30 Takahisa Shiina (Kogakuin U.)
The space of stability conditions for quivers
10:45-12:15 Jack Huizenga (UI Chicago)
Interpolation for vector bundles and divisors on the Hilbert scheme of
points in the plane
13:15-14:45 Tom Sutherland (U. Sheffield & Oxford)
TBA

12/19 (Wednesday)
10:30-12:00 Akishi Ikeda (U. Tokyo)
The space of stability conditions for preprojective algebras of
m-Kronecker quivers
13:00-14:30 Kotaro Kawatani (Nagoya U.)
A hyperbolic metric on the space of stability conditions on K3 surface
with ρ=1 and applications
14:45-16:15 Zeng Hua (Kansas State U. & Chinese U. of HK)
Spin structure on moduli space of sheaves on CY 3-folds

なお、Sutherlandさんは、Seiberg-Witten微分の周期やPainleve方程式を使って、安定性多様体と呼ばれる安定性条件の変形空間を議論して下さると思います。

To my knowledge, Sutherland would discuss deformation spaces of
stability conditions (a.k.a. stability manifolds) with periods of
Seiberg-Witten differentials and Painleve equations, partly from his
PhD thesis under the direction of Bridgeland.

より詳しい情報は、以下のウェブページをご覧下さるようお願い申し上げます。
http://www.kurims.kyoto-u.ac.jp/~okada/seminar_kyoto.html

For detailed info, please look at
http://www.kurims.kyoto-u.ac.jp/~okada/seminar_kyoto.html

皆様のご参加を心より歓迎いたします。今回の講演やご参加に際してお問い合わせがございましたら、どうぞお伝え下さるようお願い申し上げます。

以上、よろしくお願い申し上げます。

You are very welcome to participate. If you have any inquiries on
their talks or your participation, please feel free to ask me.

Best regards,

岡田崇
小山工業高等専門学校

So Okada
Oyama National College of Technology