Current Directory : Top > Workshops in OKINAWA > OKINAWA2003
Last Update : 2005.08.20
Workshop “Zetas and Limit Laws in OKINAWA 2003”
Participants
- PARMEGGIANI, Alberto (Universit¥`a di Bologna)
- KUROKAWA, Nobushige (Tokyo Institute of Technology)
- WAKAYAMA, Masato (Kyushu University)
- KANEKO, Jyouichi (University of the Ryukyus)
- OCHIAI, Hiroyuki (Nagoya University)
- GON, Yasuro (Kyushu University)
- HIRANO, Miki (Ehime University)
- KIMOTO, Kazufumi (University of the Ryukyus)
- OYANAGI, Hideo (Tokyo Institute of Technology)
- AKATSUKA, Hirotaka (Keio University)
- KAMINISHI, Chiharu (Keio University)
- NAKAMURA, Asako (Keio University)
- MOMOTANI, Tetsuya (Kyushu University)
- MATSUMOTO, Sho (Kyushu University)
- YAMASAKI, Yoshinori (Kyushu University)
- MATSUDA, Sachiko (Kyushu University)
- OKITSU, Katsunori (Kyushu University)
Program
November 3, 2003 (Mon)
- KUROKAWA, Nobushige :
Three Problems on Zeta functions.
- KIMOTO, Kazufumi :
Laplacians of categories, Vandermonde determinants,
spectral zeta functions.
- AKATSUKA, Hirotaka :
Euler product expression of triple zeta functions.
- PARMEGGIANI, Alberto :
Alberto zeta functions (I), (II).
- TANAKA, Hirokazu :
A certain generalization of the multiple sine function.
- HASHIMOTO, Yasufumi :
Special values of the spectral zeta functions
for locally symmetric Riemannian manifolds.
November 4, 2003 (Tue)
- KAMINISHI, Chiharu :
Estimates of Automorphic $L$-functions in the $d$-aspect.
- NAKAMURA, Asako :
Dirichlet's Prime Number Theorem for $PGL$ over function fields.
- YAMASAKI, Yoshinori :
$q$-analogue of Dirichlet's $L$-functions.
- MOMOTANI, Tetsuya :
Higher Selberg zeta functions.
- Excursion
- Banquet (at Yona Salute)
November 5, 2003 (Wed)
- WILLIAMS, Floyd L.:
Patterson-Selberg zeta function for the BTZ black hole.
- MATSUMOTO, Sho :
Limit distributions for measures on partitions.
- OYANAGI, Hideo :
A $q$-analogue of Euler's integrals.
- GON, Yasuro :
First variation of Selberg zeta functions
and central values of $L$-functions.
- WAKAYAMA, Masato :
Three Prblems on Zeta Functions.
(C) 2005 Zeta Institute