Add to ORKGWe prove existence, uniqueness and continuity for solutions of a class of variational inequalities associated to elliptic operators with discontinuous coefficients. We assume the boundary of the domain contains only regular points according to the Laplace Operator
This paper is concerned with the Dirichlet problem for second order, linear elliptic partial differe...
We study linear and quasilinear Venttsel boundary value problems involving elliptic operators with ...
Following the strean of ideas of two recent papers of Chiarenza-Frasca-Longo, we establish a uniquen...
AbstractIn this paper, the existence of solutions to the variational inequalities involving the p-La...
AbstractWe study the existence of solutions to generalized variational and generalized quasi-variati...
This paper is concerned with the Dirichlet problem for second order, linear elliptic partial differe...
Using variational methods we establish existence and concentration of positive solutions for a class...
We consider boundary value problems for linear elliptic equations in nondivergence form with disco...
In this paper we study semilinear variational inequalities driven by an elliptic operator not in div...
AbstractA family of elliptic operators with discontinuous nonlinearity affected by the presence of a...
In this paper some W^{2, p}-estimates for the solutions of the Dirichlet problem for a class of elli...
In this paper we study an elliptic linear operator in weighted Sobolev spaces and show existence and...
In this paper we deal with the multiplication operator from the Sobolev space W[k,p] to Lq, with the...
This paper is concerned with the Dirichlet problem for second order, linear elliptic partial differe...
We study linear and quasilinear Venttsel boundary value problems involving elliptic operators with ...
Following the strean of ideas of two recent papers of Chiarenza-Frasca-Longo, we establish a uniquen...
AbstractIn this paper, the existence of solutions to the variational inequalities involving the p-La...
AbstractWe study the existence of solutions to generalized variational and generalized quasi-variati...
This paper is concerned with the Dirichlet problem for second order, linear elliptic partial differe...
Using variational methods we establish existence and concentration of positive solutions for a class...
We consider boundary value problems for linear elliptic equations in nondivergence form with disco...
In this paper we study semilinear variational inequalities driven by an elliptic operator not in div...
AbstractA family of elliptic operators with discontinuous nonlinearity affected by the presence of a...
In this paper some W^{2, p}-estimates for the solutions of the Dirichlet problem for a class of elli...
In this paper we study an elliptic linear operator in weighted Sobolev spaces and show existence and...
In this paper we deal with the multiplication operator from the Sobolev space W[k,p] to Lq, with the...
This paper is concerned with the Dirichlet problem for second order, linear elliptic partial differe...
We study linear and quasilinear Venttsel boundary value problems involving elliptic operators with ...
Following the strean of ideas of two recent papers of Chiarenza-Frasca-Longo, we establish a uniquen...