We obtain the hydrodynamic limit of a simple exclusion process in an inhomogeneous environment of divergence form. Our main assumption is a suitable version of Gamma-convergence for the environment. In this way we obtain an unified approach to recent works on the field.
Hydrodynamic limit of simple exclusion processes in symmetric random environments via duality and homogenization
Stochastic Dynamics of Discrete Curves and Exclusion Processes. Part 1: Hydrodynamic Limit of the ASEP System
Hydrodynamic limit for asymmetric simple exclusion with accelerated boundaries
![QR code for arXiv:0908.4120 [math.PR]](http://oss.arxitics.com/images/favicon.svg)