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math.AP2023★ 3 cited
Higher order boundary Harnack principles in Dini type domains
Seongmin Jeon, Stefano Vita
Aim of this paper is to provide higher order boundary Harnack principles [De Silva-Savin 15] for elliptic equations in divergence form under Dini type regularity assumptions on bou…
math.AP2023★ 15 cited
Higher order boundary Harnack principle via degenerate equations
Susanna Terracini, Giorgio Tortone, Stefano Vita
As a first result we prove higher order Schauder estimates for solutions to singular/degenerate elliptic equations of type: \[ -\mathrm{div}\left(ρ^aA\nabla w\right)=ρ^af+\mathrm{d…