# On a scaling limit of the stochastic heat equation with exclusion interaction – Dirk Erhard

Dirk Erhard
University of Warwick
This talk is about the equation \partial u(x,t)/\partial t = \Delta u(x,t) + [\xi(x,t)-\rho]u(x,t), x\in \Z^d, t\geq 0. Here, \Delta is the discrete Laplacian and the \xi-field is a stationary and ergodic dynamic random environment with mean $\rho$ that drives the equation.