Weak solutions of the p-Laplace Neumann problem with Morrey-class measure data are Holder continuous with the sharp Euclidean exponent (p+alpha)/(p-1) in doubling metric measure spaces.
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Sharp H\"older regularity of weak solutions of the Neumann problem and applications to nonlocal PDE in metric measure spaces
Weak solutions of the p-Laplace Neumann problem with Morrey-class measure data are Holder continuous with the sharp Euclidean exponent (p+alpha)/(p-1) in doubling metric measure spaces.