Quenched stochastic homogenization holds for elliptic equations under a coarse-grained ellipticity assumption on stationary ergodic coefficients, with a corollary on joint integrability of symmetric and skew-symmetric parts.
Homogenization of diffusion processes with random stationary coefficients
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Stochastic homogenization of coarse-grained elliptic equations
Quenched stochastic homogenization holds for elliptic equations under a coarse-grained ellipticity assumption on stationary ergodic coefficients, with a corollary on joint integrability of symmetric and skew-symmetric parts.