RIMS Project Research
Number Theory and Probability
September 13-15, 2010
RIMS, Kyoto University
Kyoto, Japan
Speakers and Titles
|
P. Biane
|
(1) Brownian motion on matrices and the Riemann zeta function
|
|---|
|
|
(2) Functional equation for Riemann zeta function, scattering and
Painlevé equations
|
|---|
|
T. K. Duy
|
Besicovitch's limit periodic functions and Lq-spaces over the ring
of finite integral adeles
|
|---|
|
T. Fujita
|
Special values of the Riemann zeta function via probability theory
|
|---|
|
L. Hughston
|
Number-theoretic aspects of the zeta distribution
|
|---|
|
H. Kaneko
|
A fractal theoretic grip on Dirichlet forms on the ring of p-adic integers
|
|---|
|
A. Laurincikas
|
(1) Value -distribution of twisted L-functions of certain cusp forms.
|
|---|
|
|
(2) Value-distribution theorems for multiplicative functions.
|
|---|
|
K. Matsumoto
|
(1) On the value-distributuion of log L and L'/L (I)
|
|---|
|
|
(2) On the value-distributuion of log L and L'/L (II)
|
|---|
|
T. Morita
|
Dynamical zeta functions for a class of
renormalized Rauzy-Veech-Zorich inductions
|
|---|
|
T. Nakamura
|
The generalized strong recurrence for the Riemann zeta function
|
|---|
|
Y. Okabe
|
(1) Riemann's zeta function and T-positivity (1):
ordinary diffenrential equation with time delay
|
|---|
|
|
(2) Riemann's zeta function and T-positivity (2):
Kummer function
|
|---|
|
K. Yasuda
|
Adelic processes and number theoretical functions
|
|---|
|
M. Yor
|
(1) Some new limit theorems in probability theory, due to J. Jacod,
A. Nikeghbali, et al. (I)
|
|---|
|
|
(2) Some new limit theorems in probability theory, due to J. Jacod,
A. Nikeghbali, et al. (II)
|
|---|