Section: New Results
A. Gloria has followed up on a work by X. Blanc, C. Le Bris (EPI MICMAC) and P.-L. Lions on a variant of stochastic homogenization. In particular, he has proved in  that for such a random structure a subadditive ergodic theorem still holds, which allows to generalize the homogenization results to the case of multiple integrals (and in particular nonlinear elasticity). Further results are the object of a collaboration with F. Otto (U. of Bonn, Germany) which started during A. Gloria's post-doc, and an article is currently in preparation. Moreover, A. Gloria has continued his study of numerical homogenization of elliptic PDEs, analyzing in  the method of windowing and oversampling used by practitioners (both in solid mechanics and flow in porous media).