Organizers of this minisymposium are
A rich variety of models in mechanics and physics are heterogenous and multi-scale in nature. The complexity of the media often requires stochastic modeling and advanced methods, combining tools from PDE and probability, to analyse, describe and compute the wave-fields propagating in these media. The purpose of this minisymposium is to offer an overview of recent developments on the theory of wave propagation in random multi-scale media and its applications, ranging from long-time stochastic homogenization, numerical methods for wave propagation in random multi-scale media and inverse problems in multi-scattering media.