Francesca Da Lio

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C^{0, α}

Estimates for Viscosity Solutions of Neumann-type Boundary Value Problems

21 citations · 42 across the 2 of their papers we have counts for

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math.AP2009★ 21 cited

Local $C^{0, α}$ Estimates for Viscosity Solutions of Neumann-type Boundary Value Problems

Guy Barles, Francesca Da Lio

In this article, we prove the local $C^{0, α}$ regularity and provide $C^{0, α}$ estimates for viscosity solutions of fully nonlinear, possibly degenerate, elliptic equations associa…

math.AP2009★ 21 cited

3-Commutators Estimates and the Regularity of 1/2 Harmonic Maps into Spheres

Francesca Da Lio, Tristan Riviere

We prove the regularity of weak 1/2-harmonic maps from the real line into a sphere. The key point in our result is first a formulation of the 1/2-harmonic map equation in the form…

Local C0,α Estimates for Viscosity Solutions of Neumann-type Boundary Value Problems

3-Commutators Estimates and the Regularity of 1/2 Harmonic Maps into Spheres

Local $C^{0, α}$ Estimates for Viscosity Solutions of Neumann-type Boundary Value Problems