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We study the stochastic homogenization processes considered by Baldi
(1988) and by Facchinetti and Russo (1983). We precise the speed of
convergence towards the homogenized state by proving the following
results: (i) a large deviations principle holds for the Young measures;
if the Young measures are evaluated on a given function, then (ii) the
speed of convergence is bounded in every L norm by an
explicit rate and (iii) central limit theorems hold. In dimension 1,
we apply these results...
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