Quasi-split 2-iquantum groups
Jonathan Brundan (University of Oregon)
Tue Mar 11, 06:00-07:00 (9 months ago)
Abstract: In 2008, Khovanov, Lauda and Rouquier introduced a family of graded 2-categories which could be called "2-quantum groups" because they categorify quantum groups. I will explain the definition of a new family of graded 2-categories which play the same role for quasi-split iquantum groups. This is joint work with Weiqiang Wang and Ben Webster.
combinatoricsquantum algebrarings and algebrasrepresentation theory
Audience: researchers in the topic
OIST representation theory seminar
Series comments: Timings of this seminar may vary from week to week.
| Organizer: | Liron Speyer* |
| *contact for this listing |
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