RIMS Project Research
Number Theory and Probability
September 1315, 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 L^{q}spaces over the ring
of finite integral adeles

T. Fujita

Special values of the Riemann zeta function via probability theory

L. Hughston

Numbertheoretic aspects of the zeta distribution

H. Kaneko

A fractal theoretic grip on Dirichlet forms on the ring of padic integers

A. Laurincikas

(1) Value distribution of twisted Lfunctions of certain cusp forms.


(2) Valuedistribution theorems for multiplicative functions.

K. Matsumoto

(1) On the valuedistributuion of log L and L'/L (I)


(2) On the valuedistributuion of log L and L'/L (II)

T. Morita

Dynamical zeta functions for a class of
renormalized RauzyVeechZorich inductions

T. Nakamura

The generalized strong recurrence for the Riemann zeta function

Y. Okabe

(1) Riemann's zeta function and Tpositivity (1):
ordinary diffenrential equation with time delay


(2) Riemann's zeta function and Tpositivity (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)
