Intersections of Topological Recursion, Conformal Field Theory, and Random Geometry
(August 24 – 29, 2025)
Lectures on Topological recursion and CFT
by Bertrand Eynard (IPhT Saclay)
Liouville CFT and Conformal Blocks
by Rémi Rhodes and Guillaume Baverez (Aix-Marseille University & Peking University)
Quantization of cluster Poisson varieties and its applications to CFT
by Alexander Goncharov (Yale University) and Vladimir Fock (University of Strasbourg)
Wess-Zumino-Witten Model and Path Integrals
by Antti Kupiainen (University of Helsinki)
Tensor categories arising from the Virasoro algebra and quantum groups
by Shinji Koshida (Aalto University)
N = 1 Super Topological Recursion
by Kento Osuga (Nagoya University)
L-functions, automorphic spectra, and the conformal bootstrap
by Dalimil Mazáč (IPhT, CEA-Saclay)
Topological recursion and irregular conformal block via Painleve and WKB
by Kohei Iwaki (University of Tokyo)
Fool’s crowns and Schwarzians
by Leonid Chekhov (Michigan State University)
The double-scaled SYK model and Weil-Petersson volumes
by Norman Do (Monash University)
Boundary Liouville CFT, classical and random
by Baptiste Cerclé (EPFL)
Various facets of Semiclassical Limit of Liouville Conformal Blocks
by Promit Ghosal (University of Chicago)
Three Theorems on the 6j symbol of the modular double of Uq (sl2(R))
by Xin Sun (Peking University)
