We consider a boundary value problem driven by the fractional p-Laplacian operator with a bounded reaction term. By means of barrier arguments, we prove Holder regularity up to the boundary forthe weak solutions, both in the singular (1 < p < 2) and the degenerate (p > 2) case.
A note on global Holder regularity for the weak solutions of fractional p-Laplacian equations.
MOSCONI, SUNRA JOHANNES NIKOLAJ;
2016
Abstract
We consider a boundary value problem driven by the fractional p-Laplacian operator with a bounded reaction term. By means of barrier arguments, we prove Holder regularity up to the boundary forthe weak solutions, both in the singular (1 < p < 2) and the degenerate (p > 2) case.File in questo prodotto:
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