Speaker : | [Online] Kazuya Kawasetsu (Kumamoto University) |
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Title : | On classification and characters of relaxed highest weight modules |
Time : | 2020-06-22 (Mon) 14:00 - 16:00 |
Place : | TBA |
Abstract: |
Relaxed highest weight modules are believed to be building blocks
of logarithmic conformal field theory. In particular, a kind of modular invariance property
of relaxed highest weight modules (and their spectral flows) over admissible affine vertex algebras of $sl_2$
is proposed by Creutzig and Ridout.
In this talk, we explain some recent developments on classification and characters of
relaxed highest weight modules over affine vertex algebras of arbitrary ranks.
â—†Registration: (Deadline: 11AM, June 22) https://forms.gle/MbGotib4rg4UB5d2A |