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Last Update : 2005.08.20
Workshop “Zetas and Trace Formulas in OKINAWA 2002”
Participants
- DEITMAR, Anton (Exeter)
- KUMAR MURTY, Vijaya (University of Toronto)
- KUROKAWA, Nobushige (Tokyo Institute of Technology)
- WAKAYAMA, Masato (Kyushu University)
- KANEKO, Jyouichi (University of the Ryukyus)
- OCHIAI, Hiroyuki (Nagoya University)
- KOYAMA, Shin-ya (Keio University)
- GON, Yasuro (Saitama University)
- HIRANO, Miki (Ehime University)
- NAKASUJI, Maki (Keio University)
- OYANAGI, Hideo (Keio University)
- KIMOTO, Kazufumi (Kyushu University)
- HASHIMOTO, Yasufumi (Kyushu University)
- MATSUDA, Sachiko (Kyushu University)
- SONOKI, Chie (Kyushu University)
- MOMOTANI, Tetsuya (Kyushu University)
Program
November 27, 2002 (Wed)
- KIMOTO, Kazufumi :
Positivity of Laplacians of ordered categories.
- DEITMAR, Anton :
Dynamical Lefschetz formulae for higher rank spaces.
- NAKASUJI, Maki :
Higher dimensional prime geodesic theorem.
- GON, Yasuro :
First and second variations of Selberg zeta functions
and periods of automorphic forms.
- HASHIMOTO, Yasufumi :
Euler constants of Euler products.
November 28, 2002 (Thu)
- KUMAR MURTY, Vijaya :
Explicit formulas, zeta functions and infinite extensions.
- KANEKO, Jyouichi :
Selberg integral --- a survey.
- WAKAYAMA, Masato :
Can the Selberg integral be regarded as a multi-variable zeta?
--- From the viewpoint of a generarlized zeta regularized product.
- KUROKAWA, Nobushige :
Determinant expressioins of zeta functions.
- KOYAMA, Shin-ya :
Zeta functions of higher order and their applications.
- Banquet (at Laguna Garden Hotel : JAPANESE RESTAURANT UNKAI)
November 29, 2002 (Fri)
- OYANAGI, Hideo :
Generalized Mahler measures and special values of zeta functions.
- HIRANO, Miki :
Half zeta functions.
- OCHIAI, Hiroyuki :
Monoidal absolute derivatives.
- MATSUDA, Sachiko :
Higher Riemann zeta functions.
- NOSOKI, Chie :
A $q$-analogue of ring sine functions.
(C) 2005 Zeta Institute