Add to ORKGIn this work, we deal with the study of some free boundary problems governed by non-homogeneous equations. In particular, we are interested in the regularity of the free boundaries for solutions of one-phase problems associated with non-divergence elliptic operators with variable coefficients
We investigate the regularity of the free boundary for a general class of two-phase free boundary pr...
We prove that flat or Lipschitz free boundaries of two-phase free boundary problems governed by full...
Consider the parabolic free boundary problem Δu – ∂ t u = 0 in {u > 0}, |∇u| = 1 on ∂{u > 0}. ...
In this paper we prove that flat free boundaries of the solutions of elliptic two-phase problems ass...
In this paper we give an overview of some recent and older results concerning free boundary problems...
AbstractWe prove C2,α regularity of sufficiently flat free boundaries, for the thin one-phase proble...
In this work the regularity of solutions and of the free boundary for a type of parabolic free bound...
In this thesis, the main topic is the study of some free boundary problems, more precisely the inves...
In this note we recall some results concerning the regularity of the free boundary in tho- phase p...
AbstractIn this paper we prove that, in a local neighborhood, Lipschitz continuous free boundary of ...
We give conditions on the behaviour of the trace datum near the boundary of its support in order to ...
In this paper we are concerned with higher regularity properties of the elliptic system \[ \Delta\ma...
A parabolic obstacle-type problem without sigh restriction on a solution is considered. An exact rep...
We classify nontrivial, nonnegative, positively homogeneous solutions of the equation \begin{equatio...
We study the regularity of the free boundary for a vector-valued Bernoulli problem, with no sign ass...
We investigate the regularity of the free boundary for a general class of two-phase free boundary pr...
We prove that flat or Lipschitz free boundaries of two-phase free boundary problems governed by full...
Consider the parabolic free boundary problem Δu – ∂ t u = 0 in {u > 0}, |∇u| = 1 on ∂{u > 0}. ...
In this paper we prove that flat free boundaries of the solutions of elliptic two-phase problems ass...
In this paper we give an overview of some recent and older results concerning free boundary problems...
AbstractWe prove C2,α regularity of sufficiently flat free boundaries, for the thin one-phase proble...
In this work the regularity of solutions and of the free boundary for a type of parabolic free bound...
In this thesis, the main topic is the study of some free boundary problems, more precisely the inves...
In this note we recall some results concerning the regularity of the free boundary in tho- phase p...
AbstractIn this paper we prove that, in a local neighborhood, Lipschitz continuous free boundary of ...
We give conditions on the behaviour of the trace datum near the boundary of its support in order to ...
In this paper we are concerned with higher regularity properties of the elliptic system \[ \Delta\ma...
A parabolic obstacle-type problem without sigh restriction on a solution is considered. An exact rep...
We classify nontrivial, nonnegative, positively homogeneous solutions of the equation \begin{equatio...
We study the regularity of the free boundary for a vector-valued Bernoulli problem, with no sign ass...
We investigate the regularity of the free boundary for a general class of two-phase free boundary pr...
We prove that flat or Lipschitz free boundaries of two-phase free boundary problems governed by full...
Consider the parabolic free boundary problem Δu – ∂ t u = 0 in {u > 0}, |∇u| = 1 on ∂{u > 0}. ...