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Gehring-type conjecture on higher Sobolev integrability for powers of the gradient
Gehring-type conjecture. For each $\alpha>3/2$ , there exists some $\epsilon_\alpha>0$ such that $\epsilon_\alpha\to0$ and
Conjectureopengehring-conjecture infinity-laplacian sobolev-regularityarXiv posted 2 days ago

Gehring-type conjecture on higher Sobolev integrability for powers of the gradient