| Orateur(s)|| Dmitry Chelkak - ENS Paris,
| Titre ||Tau-functions à la Dubédat and probabilities of cylindrical events for double-dimers and CLE(4)|
| Horaire||10:30 à 14:59|
| Diffusion |
| Résume||Building upon recent results of Dubédat on convergence of topological correlators in the double-dimer model to isomonodronic tau-functions, we discuss the convergence of probabilities of cylindrical events. Though our motivation comes from 2D statistical mechanics and probability, the proofs are of a purely analytic nature. The key techniques are the analysis of entire functions on SL(2) representations of the fundamental group of the punctured domain and on the (non-smooth) subvariety of locally unipotent representations. Based on a joint work arXiv:1809.00690 with Mikhail Basok (St.Petersburg).
| Salle||salle 13 - couloir 15-16 - 4ème étage|
|Adresse||Campus Pierre et Marie Curie|