In this paper we prove a priori Hölder and Lipschitz regularity estimates for viscosity solutions equations governed by the inhomogeneous infinite Laplace operator relative to a frame of vector fields
Dynamic programming equations for mean field control problems with a separable structure are Eikonal...
We prove quantitative estimates for flows of vector fields subject to anisotropic regularity conditi...
In this note, we prove C1,γ regularity for solutions of some fully nonlinear degenerate elliptic equ...
In this paper we prove a priori Hölder and Lipschitz regularity estimates for viscosity solutions eq...
In this paper we prove a H\"older regularity estimate for viscosity solutions of inhomogeneous equat...
AbstractWe answer the much sought after question on regularity of the viscosity solution u to the Di...
Aim of this paper is to prove necessary and sufficient conditions on the geometry of a domain Ω ⊂ Rn...
In this doctoral thesis we consider a special type of degenerate elliptic partial differential equat...
On a bounded smooth domain, we consider the viscosity solution of the homogeneous Dirichlet problem ...
On a bounded smooth domain, we consider the viscosity solution of the homogeneous Dirichlet problem ...
The scope of this paper is to prove a Poincaré type inequality for a family of nonlinear vector fiel...
In this note we study the limit as p(x) → ∞ of solutions to −∆p(x)u = 0 in a domain Ω, with Dirichle...
We prove some regularity results for solutions to vectorial $p$-Laplace equations $$ -{\boldsymbol \...
Recently I.~Capuzzo Dolcetta, F.~Leoni and A.~Porretta obtain a very surprising regularity result fo...
We prove a Lipschitz extension lemma in which the extension procedure simultaneously preserves the L...
Dynamic programming equations for mean field control problems with a separable structure are Eikonal...
We prove quantitative estimates for flows of vector fields subject to anisotropic regularity conditi...
In this note, we prove C1,γ regularity for solutions of some fully nonlinear degenerate elliptic equ...
In this paper we prove a priori Hölder and Lipschitz regularity estimates for viscosity solutions eq...
In this paper we prove a H\"older regularity estimate for viscosity solutions of inhomogeneous equat...
AbstractWe answer the much sought after question on regularity of the viscosity solution u to the Di...
Aim of this paper is to prove necessary and sufficient conditions on the geometry of a domain Ω ⊂ Rn...
In this doctoral thesis we consider a special type of degenerate elliptic partial differential equat...
On a bounded smooth domain, we consider the viscosity solution of the homogeneous Dirichlet problem ...
On a bounded smooth domain, we consider the viscosity solution of the homogeneous Dirichlet problem ...
The scope of this paper is to prove a Poincaré type inequality for a family of nonlinear vector fiel...
In this note we study the limit as p(x) → ∞ of solutions to −∆p(x)u = 0 in a domain Ω, with Dirichle...
We prove some regularity results for solutions to vectorial $p$-Laplace equations $$ -{\boldsymbol \...
Recently I.~Capuzzo Dolcetta, F.~Leoni and A.~Porretta obtain a very surprising regularity result fo...
We prove a Lipschitz extension lemma in which the extension procedure simultaneously preserves the L...
Dynamic programming equations for mean field control problems with a separable structure are Eikonal...
We prove quantitative estimates for flows of vector fields subject to anisotropic regularity conditi...
In this note, we prove C1,γ regularity for solutions of some fully nonlinear degenerate elliptic equ...
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