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Quantitative Homogenization for the Obstacle Problem and Its Free Boundary
Gohar Aleksanyan1, Tuomo Kuusi1
1Department of Mathematics and Statistics, University of Helsinki, Helsinki, Finland.
Abstract:
In this manuscript we prove quantitative homogenization results for the obstacle problem with bounded measurable coefficients. As a consequence, large-scale regularity results both for the solution and the free boundary for the heterogeneous obstacle problem are derived.
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