Research

Driss Essouabri (Univ. Jean Monnet Saint-Étienne)

Multiple Dirichlet series associated to polynomials of several variables and applica-tions

Takashi Taniguchi (Kobe Univ.)

Exponential sums for prehomogeneous vector spaces

Łukasz Pańkowski (Adam Mickiewicz Univ. / Nagoya Univ.)

Large values of L-function from the Selberg class

Yoshinori Yamasaki (Ehime Univ.)

Ramanujan Cayley graphs and the Hardy–Littlewood conjecture

Régis de la Bretèche (Univ. de Paris 7)

Counting rational points using height zeta function

Hirofumi Tsumura (Tokyo Metropolitan Univ.)

Desingularization of complex multiple zeta-functions and construction of p-adic multiple L-functions

Masatoshi Suzuki (Tokyo Tech)

Hamiltonian systems arising from L-functions in the Selberg class

Yoshinori Mizuno (Tokushima Univ.)

Dirichlet series of two variables arising from real analytic Jacobi–Eisenstein series of matrix index

Shinichiro Seki (Osaka Univ.)

On functional equations of finite multiple polylogarithms

Kojiro Oyama (Kyushu Univ.)

Ohno-type relation for finite multiple zeta values

Masanobu Kaneko (Kyushu Univ.)

On regularizations of multiple zeta values

Hidekazu Furusho (Nagoya Univ.)

p-adic multiple L-functions and p-adic multiple polylogarithms

Masao Tsuzuki (Sophia Univ.)

Existence of Hilbert cusp forms with non-vanishing central L-values

Thomas Oliver (Univ. of Bristol)

Arithmetic schemes and mean-periodic functions

Koji Tasaka (Nagoya Univ.)

On the Broadhurst–Kreimer conjecture and totally odd multiple zeta values

Nobuo Sato (Kyoto Univ.)

A higher Kronecker limit formula for totally real number fields in terms of normalized Shintani L-function

Soichi Ikeda (Shibaura Inst. Tech.) and Kaneaki Matsuoka (Nagoya Univ.)

On functional relations for Witten multiple zeta-functions

Gautami Bhowmik (Univ. de Lille 1)

Asymptotic results of Goldbach generating functions

Takashi Nakaura (Tokyo Univ. of Science)

Real zeros of Hurwitz–Lerch zeta and Hurwitz–Lerch type of Euler–Zagier double zeta functions

Stéphane Louboutin (Institut de Math. Marseille)

An explicit lower bound on moduli of Dirichlet L-functions at s = 1

Fumihiro Sato (Tsuda College)

Zeta functions in several variables associated with prehomogeneous vector spaces

Shingo Saito (Kyushu Univ.)

Relations among finite multiple zeta values

Shuji Yamamoto (Keio Univ.)

The Kaneko–Tsumura multiple zeta functions of r + r variables

Ade Irma Suriajaya (Nagoya Univ.)

On the distribution of zeros of the derivatives of the Riemann zeta function and Dirichlet L-functions

Tomokazu Onozuka (Nagoya Univ.)

On the a-points of the derivatives of the Riemann zeta function