Mishou Hidehiko, Nakamura Takashi, Suzuki Masatoshi, Umegaki Yumiko (eds.) Various Aspects of Multiple Zeta Functions: In Honor of Professor Kohji Matsumoto's 60th Birthday

Tokyo: Mathematical Society of Japan, 2020. — 411 p.This volume is the proceedings of the international conference "Various Aspects of Multiple Zeta Functions" in honor of Professor Kohji Matsumoto's 60th birthday held at Nagoya University, Japan, during August 21 to 25, 2017. The present volume consists of 15 research papers on various recent topics about multiple zeta-functions, which include not only actually multivariate cases but also single-variable cases, additive and multiplicative number theory, and poly-Bernoulli numbers and polynomials. The editors believe that this volume represents the major part of the contributions presented in the conference, and hope that the volume is useful for all researchers and students who are interested in this fruitful research field.Asymptotics of Goldbach Representations (Gautami Bhowmik and Karin Halupczok)
On Mean Values of Multivariable Complex Valued Multiplicative Functions and Applications (Driss Essouabri)
A Metric Discrepancy Result for Geometric Progression with Ratio 3/2 (Katusi Fukuyama)
Zeros of Derivative of Lerch's Zeta-Function (Ramūnas Garunkštis, Raivydas Šimėnas and Rokas Tamošiūnas)
Zeta Functions of Periodic Cubical Lattices and Cyclotomic-Like Polynomials (Yasuaki Hiraoka, Hiroyuki Ochiai and Tomoyuki Shirai)
On the Investigation of the Matsumoto Zeta-Function (Roma Kačinskaitė)
On Hybrid Fractal Curves of the Heighway and Lévy Dragon Curves (Yuichi Kamiya)
Zeta Functions Connecting Multiple Zeta Values and Poly-Bernoulli Numbers (Masanobu Kaneko and Hirofumi Tsumura)
Complete Asymptotic Expansions Associated with Various Zeta-Functions (Masanori Katsurada)
An Overview and Supplements to the Theory of Functional Relations for Zeta-Functions of Root Systems (Yasushi Komori, Kohji Matsumoto and Hirofumi Tsumura)
Joint Approximation by Zeta-Functions of Cusp Forms (Antanas Laurinčikas)
The Values of the Riemann Zeta-Function on Discrete Sets (Junghun Lee, Athanasios Sourmelidis, Jörn Steuding and Ade Irma Suriajaya)
Bicubic Number Fields with Large Class Numbers (Yasuko Morita, Atsuki Umegaki and Yumiko Umegaki)
Recurrence Formulas for Poly-Bernoulli Polynomials (Yasuo Ohno and Yoshitaka Sasaki)
Interpolated Multiple Zeta Functions of Arakawa–Kaneko Type (Yasuo Ohno and Hirotsugu Wayama)
An Asymptotic Formula and Some Explicit Estimates of the Counting Function of y-Friable Numbers (Biswajyoti Saha, Ayyadurai Sankaranarayanan and Yuta Suzuki)
Integral Operators Arising from the Riemann Zeta Function (Masatoshi Suzuki)Readership: Researchers interested in number theory, zeta and L-functions, multiple zeta and L-functions and their values, additive and multiplicative number theory, and poly-Bernoulli numbers and polynomials.