Colored vertex model

Virginia Integrable Probability Summer School 2019

Monday, May 27 to Saturday, June 8, 2019

University of Virginia, Charlottesville, VA

Dmitry Chelkak - Planar Ising model: from combinatorics to CFT and s-embeddings


In theoretical physics, the critical planar Ising model serves as a toy example, in which many precursors of Conformal Field Theory objects and structures exist and can be studied directly in discrete, before passing to the small mesh size limit. Mathematically, a number of results on convergence and conformal invariance of such limits were established during the last decade, both for correlation functions and for interfaces (domain walls) arising in the model. In this mini-course we plan to discuss


Lectures (Video)