Current and former students
​

Doctor

• Yu Jinbo (Nagoya University, from 04/2024)
• Kittipong Subwattanachai (Nagoya University, from 04/2023) 

Master

• 越知 直紀 (Naoki Ochi) (Nagoya University, from 04/2025)
• 中田 怜杜 (Reito Nakata) (Nagoya University, from 04/2025)
• 牧瀬 秋侑 (Shuu Makise) (Nagoya University, from 04/2025)
• 猪飼 建 (Takeru Ikai) (Nagoya University, from 04/2025)​
• Chen Hanlin (Nagoya University, from 04/2025)
  
  
• Risan (Nagoya University, finished 2025)
  Thesis: Formal finite multiple zeta values and modular forms 
  
  
• Yu Jinbo (Nagoya University, co-advised with K. Matsumoto,  finished 2024)
  Thesis: The mean square of the product of the Riemann~zeta-function and a Dirichlet polynomial in the critical strip
  ​​
• 佐藤将尚 (Masataka Satoh) (Nagoya University, finished 2023) 
  Thesis: Generalized quasi-shuffle products and q-analogues of multiple zeta values​
  ​
• Benjamin Brindle (Universität Hamburg, finished 2021):
  Thesis: Dualities for q-analogues of multiple zeta values.

​Bachelor 

• ​Can Turan (Universität Hamburg, finished 2021)
  ​Thesis: Ableitungen von Eisensteinreihen und Erzeugendenreihen von Multiplen Teilersummen.​ ​

 NUPACE​

• Martin Knezevic (NUPACE Advisor, Nagoya University, Spring 2025)
  
  
• Rasmus Peter Skadborg (NUPACE Advisor, Nagoya University, Fall 2023)
  GIS Project: Quasi-shuffle algebras and stuffle regularized multiple Eisenstein series
  
  
• Dominik Strutz (NUPACE Advisor, Nagoya University, Spring 2023)
  GIS Project: Learning Regularization Parameters of Inverse Problems via Deep Neural Networks
  
  

Co-advised

• Chen Yibo (Master, co-advised with Sho Tanimoto, Nagoya University, from 04/2025)
  Thesis: Deligne’s Proof of the Ramanujan Conjecture: A Geometric Approach via Étale Cohomology
  
  
• Annika Burmester (PhD, co-advised with U. Kühn, Universität Hamburg, finished 2023)
  ​Thesis: An algebraic approach to multiple q-zeta values.
  
  
• Michael Lalla (Bachelor, co-advised with U. Kühn, Universität Hamburg, finished 2015)
  ​Thesis: Experimentelle Betrachtung der Vektorräume eines q-Analogs von Multiplen Zeta-Werten.
  ​​
• Timothy Jahn (Bachelor, co-advised with U. Kühn, Universität Hamburg, finished 2013)
  ​Thesis: Das Auffinden von Relationen Multipler Teilersummen unter Betrachtung der Eigenschaften Multipler Eisensteinreihen.