On homogenization of space-time dependent and degenerate random flows. II
Résumé
We study the long time behavior (homogenization) of a diffusion in random medium with time and space dependent coefficients. In the previous paper, an invariance principle is proved for the critical rescaling of the diffusion. Here, we generalize this approach to diffusions whose space-time scaling differs from the critical one. The results extend to some class of degenerate diffusions.