Berliner Kolloquium der Wahrscheinlichkeitstheorie: ``The KPZ (Kardar-Parisi-Zhang) equation and its universality class''

22.04.2015, 17:15-18:15  –  Haus 8 Raum 0.58
Gastvortrag

Herbert Spohn (Muenchen)

The one-dimensional KPZ equation is a stochastic PDE which describes the dynamics of surface growth. It is one representative of a much larger universality class. I will discuss a few models in this class and explain how they are connected. They all share the common feature to be stochastic integrable.