BibTeX
@MISC{Fannjiang97academicpress,
author = {Albert Fannjiang},
title = {Academic Press},
year = {1997}
}
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Abstract
We use Tartar's weak convergence method in conjunction with a variational principle to prove a sharp homogenization theorem for diffusion in steady random flows. The flow has a stationary and square integrable stream matrix. The key of our approach is introducing approximate correctors by means of a saddle point variational principle. We also obtain the two-term asymptotics. 1998
