Dates: 9--13, March, 2026
Venues: Sugimoto Campus, Osaka Metropolitan University (campus map)
The aim of this workshop is to explore fascinating applications of non-commutative algebras and quantum dilogarithm functions to integrable systems and geometry. We hope to inspire young researchers in mathematics and mathematical physics through mini-courses and research talks. Additionally, we aim to foster exchanges with related areas and stimulate new developments in higher-dimensional integrability.
Mini-course speakers
Ivan Ip (Hong Kong University of Science and Technology)
Demystifying the quantum dilogarithm
Sergey Sergeev (University of Canberra)
Integrable systems in three-dimensional space-time: an introduction
Research talk Speakers
Murray Batchelor (The Australian National University)
Yasuyuki Hatsuda (Rikkyo University)
Tsukasa Ishibashi (Tohoku University)
Shinsuke Iwao (Keio University)
Atsuo Kuniba (The University of Tokyo)
Toshiki Matsusaka (Kyushu University)
Tomoki Nakanishi (Nagoya University)
Alexander Shapiro (University of Edinburgh)
Hayate Suda (Tokyo Institute of Technology)
Junya Yagi (Tsinghua University)
Hosted by
Osaka Metropolitan University
Supported by
Osaka Central Advanced Mathematical Institute (MEXT Promotion of Distinctive Joint Research Center Program JPMXP0723833165 and Osaka Metropolitan University Strategic Research Promotion Project: Development of International Research Hubs).
JSPS KAKENHI Grants-in-Aid for Scientific Research: Grant numbers 23K03048, 24K06773.
Organizing Committee:
Rei Inoue (Chiba University)
Takashi Imamura (Chiba University)
Masato Okado (Osaka Metropolitan University)
Junya Yagi (Tsinghua University)
Kohei Motegi (Tokyo University of Marine Science and Technology)