October 18, 2021 - October 22, 2021

Workshop [HYBRID WORKSHOP] Integrable Structures in Random Matrix Theory and Beyond

Show Schedules

Kurt Johansson: Strong Szego Theorem on a Jordan Curve
Alice Guionnet: Large Deviations for Generalized Gibbs Ensembles of the Classical Toda Chain
Daniel Remenik: Exact Solution of TASEP and Generalizations
Evgeni Dimitrov: Gibbsian Line Ensembles and Beta-Corners Processes
Yan Fyodorov: On Finite-Rank Non-Hermitian Deformations of Random Matrix Ensembles
Sylvie Corteel: Lecture Hall Tableaux, Non Intersecting Paths and Tilings
Zhipeng Liu: Random Melting Skew Young Diagram
Arno Kuijlaars: The Two-Periodic Aztec Diamond and Matrix Valued Orthogonality
Patrik Ferrari: Local Universality of the Time-Time Covariance and of the Geodesic Tree for Last Passage Percolation
Marianna Russkikh: Lozenge Tilings and the Gaussian Free Field on a Cylinder
Thomas Bothner: Hankel Composition Structures in Random Matrix Theory and Beyond
Gernot Akemann: Properties of the chGUE at the Hard Edge: Spacing Distributions and Universality with External Field
Alessandra Occelli: Stationary Half-Space Last Passage Percolation
Promit Ghosal: Fractal Geometry of the KPZ Equation
Marco Bertola: The Riemann Hilbert Problem in Higher Genus and Some Applications
Tom Claeys: Marked and Conditional Determinantal Point Processes
Ken McLaughlin: Asymptotic Analysis of the Interaction Between a Soliton and a Regular Gas of Solitons
Gaultier Lambert: The Edge Scaling Limit of the Characteristic Polynomial of the Gaussian β-Ensembles