Quantum groups, Monoidal Categorification and Related Topics

 

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About

Representations of quantum groups have been central objects of study in modern representation theory. In particular, over the last couple of decades, there has been remarkable progress in understanding these representations from the viewpoint of categorification, notably through the theory of quiver Hecke algebras. This conference will bring together leading experts and young researchers to discuss recent developments and future directions in this area.

 

Date

December 14 (Sun) -19 (Fri), 2025

 

Venue

Camellia Hall (located on the 2nd floor), Ocean Suites Jeju Hotel, Jeju Island (Link)

 

* Registration is now closed. For any inquiries regarding late registration, please contact aki926(at)snu.ac.kr . Please note that, due to limited seating, additional registrations may be declined.

 

Invited Speakers

Chris Bowman   (University of York)
Matheus Brito   (Universidade Federal do Paraná)
Jonathan Brundan   (University of Oregon)
Elie Casbi   (Northeastern University)
Vyjayanthi Chari   (University of California, Riverside)
Ryo Fujita   (Kyoto University)
David Hernandez   (Université Paris Cité)
Masaki Kashiwara   (Kyoto University)
Hyun Kyu Kim   (Korea Institute for Advanced Study)
Myungho Kim   (Kyung Hee University)
Bernard Leclerc   (Université de Caen Normandie)
Sin-Myung Lee   (Korea Institute for Advanced Study)
Andrei Negut   (École Polytechnique Fédérale de Lausanne)
Se-jin Oh   (Sungkyunkwan University)
Hironori Oya   (Institute of Science Tokyo)
Fan Qin   (Beijing Normal University)
Peng Shan   (Tsinghua University)
Oleksandr Tsymbaliuk   (Purdue University)
Eric Vasserot   (Université Paris Cité)

 

Organizing Committee

Jae-Hoon Kwon   (Seoul National University)
Young-Tak Oh   (Sogang University)
Euiyong Park   (University of Seoul) 
Il-Seung Jang   (Incheon National University)*
Akito Uruno   (Seoul National University)*

 

**Contact:   ilseungjang(at)inu.ac.kr   or   aki926(at)snu.ac.kr

 

Support

QSMS Center for Quantum Structures in Modules and Spaces

NRF National Research Foundation of Korea