For degenerate p-Laplacian equations with small log-BMO matrix weights, a level-set inequality with fractional maximal operators yields gradient estimates in generalized Lorentz and Morrey spaces.
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A large scaling property of level sets for degenerate $p$-Laplacian equations with logarithmic BMO matrix weights
For degenerate p-Laplacian equations with small log-BMO matrix weights, a level-set inequality with fractional maximal operators yields gradient estimates in generalized Lorentz and Morrey spaces.