The aim of this Note is to state some continuity property, up to the boundary, for viscosity solutions to fully nonlinear Dirichlet problems on the Heisenberg group and to obtain qualitative properties of the Hadamard, Liouville and Harnack type. For this purpose, a key ingredient is the construction of some barrier functions for the Pucci-Heisenberg operators
We study the Hölder continuity of the homogeneous gradient of the weak solutions of double obstacle ...
In this talk I present the existence of solution of Dirichlet problems for a class of fully non line...
We study the interior regularity properties of the solutions of a nonlinear degenerate equation aris...
The aim of this Note is to state some continuity property, up to the boundary, for viscosity solutio...
The aim of this paper is the explicit construction of some barrier functions ('fundamental solutions...
In this paper we prove the $C^{0,alpha}$ regularity of bounded and uniformly continuous viscosity so...
The principal aim of this work is to prove the existence of solution of Dirichlet problems for a cla...
We prove some comparison principles for viscosity solutions of fully nonlinear degenerate elliptic e...
We prove new (sharp) Liouville-type properties via degenerate Hadamard three-sphere theorems for ful...
We prove Liouville type results for non-negative solutions of the differential inequality Δφu⩾f(u)ℓ(...
We study the Hölder continuity of the homogeneous gradient of the weak solutions of double obstacle ...
In this talk I present the existence of solution of Dirichlet problems for a class of fully non line...
We study the interior regularity properties of the solutions of a nonlinear degenerate equation aris...
The aim of this Note is to state some continuity property, up to the boundary, for viscosity solutio...
The aim of this paper is the explicit construction of some barrier functions ('fundamental solutions...
In this paper we prove the $C^{0,alpha}$ regularity of bounded and uniformly continuous viscosity so...
The principal aim of this work is to prove the existence of solution of Dirichlet problems for a cla...
We prove some comparison principles for viscosity solutions of fully nonlinear degenerate elliptic e...
We prove new (sharp) Liouville-type properties via degenerate Hadamard three-sphere theorems for ful...
We prove Liouville type results for non-negative solutions of the differential inequality Δφu⩾f(u)ℓ(...
We study the Hölder continuity of the homogeneous gradient of the weak solutions of double obstacle ...
In this talk I present the existence of solution of Dirichlet problems for a class of fully non line...
We study the interior regularity properties of the solutions of a nonlinear degenerate equation aris...