 Stochastic homogenization

Stochastic homogenization is a mathematical method used to study the behavior of materials or systems that exhibit randomness or irregularities at a microscopic level. It is particularly relevant in the field of partial differential equations, materials science, and statistical physics, where one often deals with heterogeneous media that have a complex microstructure. The main goal of stochastic homogenization is to understand the macroscopic properties of such systems by averaging out the effects of randomness over large scales.