Tannakian QFT's 3 : SFB 1624 : Lectures on Tannakian QFT's
- Link:
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https://lecture2go.uni-hamburg.de/l2go/-/get/v/70217
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- Autor/in:
- Beteiligte Person:
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- Regionales Rechenzentrum der Universität Hamburg/ MCC/ Lecture2Go
- Verlag/Körperschaft:
- Universität Hamburg
- Erscheinungsjahr:
- 2024
- Medientyp:
- Audiovisuell
- Schlagwort:
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- MIN-Fakultät
- Beschreibung:
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- Lecture 3: Kazhdan-Lusztig correspondences In this lecture I’ll ask: what if a topological QFT admits both a Tannakian structure (topological boundaries or interfaces, as in Lecture 1) and holomorphic boundary conditions? The latter represent line operators as modules for a vertex operator algebra. I'll explain how interaction with the former leads to generalized Kazhdan-Lusztig correspondences, relating VOA's and their free-field realizations to quantum groups. (This is related to recent work of Creutzig-Lentner-Rupert, older work of Semikhatov-Tipunin, and ongoing work Gaitsgory.)
- Lizenz:
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- UHH-L2G
- Quellsystem:
- Lecture2Go UHH
Interne Metadaten
- Quelldatensatz
- oai:lecture2go.uni-hamburg.de:70217