공공기관 경영정보 공개시스템
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- FIELD
- Math:Analysis
- DATE
- Jun 07 (Fri), 2024
- TIME
- 10:00 ~ 11:00
- PLACE
- 1423
- SPEAKER
- Alberts, Thomas
- HOST
- Kang, Nam-Gyu
- INSTITUTE
- University of Utah
- TITLE
- Conformal Field Theory on Multiply Connected Domains
- ABSTRACT
- We implement a version of conformal field theory on a multiply connected domain. We show that all correlation functions for the Dirichlet Gaussian Free Field are martingale observables for a stochastic Loewner evolution on the domain. As part of it we derive the generalized Eguchi-Ooguri equations, which give an explicit form of Ward's equations that describes the insertion of a stress tensor in terms of Lie derivatives and differential operators depending on the Teichmuller modular parameters. Joint work with Sung-Soo Byun and Nam-Gyu Kang.
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