30/03/2022, 17:00 — 18:00 — Online
Jeremy Quastel, University of Toronto
Integrable fluctuations in 1+1 dimensional random growth
The KPZ fixed point is a scaling invariant, integrable Markov process at the centre of the KPZ universality class. We review how the transition probabilities are derived from those of TASEP, an integrable model in the class, and how they solve classical completely integrable partial differential equations.
