CFT correlation determinants with elliptic functions
Sasha Zuevsky (Institute of Mathematics of ASCR)
Wed Mar 12, 12:30-13:30 (9 months ago)
Abstract: In this talk we show how to use the determinantal representations for correlation functions in CFT to derive new determinant formulas for powers of the modular discriminant expressed via deformed elliptic functions with parameters in number theory.
mathematical physicsalgebraic topologydifferential geometryrepresentation theorystatistics theory
Audience: researchers in the topic
Prague-Hradec Kralove seminar Cohomology in algebra, geometry, physics and statistics
Series comments: Virtual coffee starts on Zoom already 15 minutes before the seminar.
| Organizers: | Hong Van Le*, Igor Khavkine*, Anton Galaev, Alexei Kotov, Petr Somberg, Roman Golovko |
| *contact for this listing |
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