On the Sobolev and Hardy constants for the fractional Navier Laplacian
classification
🧮 math.AP
keywords
constantsfractionalhardynaviersobolevboundedcoincidencedirichlet
read the original abstract
We prove the coincidence of the Sobolev and Hardy constants relative to the "Dirichlet" and "Navier" fractional Laplacians of any real order $m\in(0,\frac{n}{2})$ over bounded domains in $\mathbb R^n$.
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