Multipoint conformal blocks and Gaudin models
Sylvain Lacroix
ETH Inst. für Theoretische Studien
Lundi 03/01/2022, 11:00
Salle Claude Itzykson, Bât. 774, Orme des Merisiers
In this talk, I will discuss a relation between Gaudin integrable models and multipoint conformal blocks. The latter are the building blocks of correlation functions in conformal field theories (in arbitrary dimension). After reviewing their definition, I will explain how these conformal blocks can be characterised as eigenvectors of a complete set of commuting differential operators, arising as a specific limit of the Hamiltonians of a Gaudin model. [The talk will also be streamed online, please ask the organizers for the link.]
Contact : Jeremie BOUTTIER


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