Orateur
Vadim Gorin
(Massachussets Institute of Technology and IITP RAS)
Description
The talk is about random lozenge tilings of large domains on the triangular
grid and noncolliding simple random walks started from arbitrary initial
conditions. We will discuss universal bulk local behavior for both systems and see
the appearance of translation invariant ergodic Gibbs measures on tilings of the plane.
An important role in the study is played by tilings of trapezoid domains: these are the most
accessible integrable cases because of their connections to representation theory
and symmetric functions.
Auteur principal
Vadim Gorin
(Massachussets Institute of Technology and Institute for Information Transmission Problems of Russian Academy of Sciences)
