Stationary solutions for the stochastic heat, KPZ, and Burgers equations

Probability Seminar
Feb 19, 2020 3:10pm to 4:00pm
Location: 
330 Evans Hall
Status: 
Happening As Scheduled
The KPZ equation, a model for the random growth of rough interfaces, has been the subject of great physical and mathematical interest since its introduction in 1986. By simple changes of variables, it is closely related to the stochastic heat equation, which models the partition function of a random walk in a random environment, and the stochastic Burgers equation, a simple model for turbulence....
Alexander Dunlap