Higher Order Boundary Harnack Principle via Degenerate Equations

As a first result we prove higher order Schauder estimates for solutions to singular/degenerate elliptic equations of type - div ρ a A ∇ w = ρ a f + div ρ a F in Ω for exponents a > - 1 , where the weight ρ vanishes with non zero gradient on a regular hypersurface Γ , which can be either a part o...

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Veröffentlicht in:	Archive for rational mechanics and analysis 2024-04, Vol.248 (2), p.29, Article 29
Hauptverfasser:	Terracini, Susanna, Tortone, Giorgio, Vita, Stefano
Format:	Artikel
Sprache:	eng
Schlagworte:	Classical Mechanics Complex Systems Conformal mapping Digital Object Identifier Divergence Elliptic functions Estimates Fluid- and Aerodynamics Hyperspaces Mathematical analysis Mathematical and Computational Physics Physics Physics and Astronomy Principles Theoretical
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