Add to ORKGWe study the removability of a singular set in the boundary of Neumann problem for elliptic equations with variable exponent. We consider the case where the singular set is compact, and give sufficient conditions for removability of this singularity for equations in the variable exponent Sobolev space
After an overview of classical removability results for the Laplace operator and semilinear equation...
After an overview of classical removability results for the Laplace operator and semilinear equation...
After an overview of classical removability results for the Laplace operator and semilinear equation...
We study the removability of a singular set in the boundary of Neumann problem for elliptic equation...
We study the removability of a singular set in the boundary of Neumann problem for elliptic equation...
In this paper, we study the problem of removable isolated singularities for elliptic equations with ...
In this paper we consider fully nonlinear elliptic equations, including the Monge-Ampere equation an...
The aim of the talk is to discuss some recent results on structure conditions which allow solutions ...
We analyze fine properties of solutions to quasilinear elliptic equations with double-phase structur...
We analyze fine properties of solutions to quasilinear elliptic equations with double-phase structur...
In their celebrated work on nonlinear elliptic equations of the form (1) ∂xiai(x, u,∇u) = g(x, u,∇u...
In this paper we study removable singularities for Hardy spaces of analytic funtions on general doma...
AbstractLet Ω⊂RN be an open set and F a relatively closed subset of Ω. We show that if the (N−1)-dim...
Abstract. We give a sufficient condition for the compact embedding from W k,p(·)0 (Ω) to Lq(·)(Ω) in...
After an overview of classical removability results for the Laplace operator and semilinear equation...
After an overview of classical removability results for the Laplace operator and semilinear equation...
After an overview of classical removability results for the Laplace operator and semilinear equation...
After an overview of classical removability results for the Laplace operator and semilinear equation...
We study the removability of a singular set in the boundary of Neumann problem for elliptic equation...
We study the removability of a singular set in the boundary of Neumann problem for elliptic equation...
In this paper, we study the problem of removable isolated singularities for elliptic equations with ...
In this paper we consider fully nonlinear elliptic equations, including the Monge-Ampere equation an...
The aim of the talk is to discuss some recent results on structure conditions which allow solutions ...
We analyze fine properties of solutions to quasilinear elliptic equations with double-phase structur...
We analyze fine properties of solutions to quasilinear elliptic equations with double-phase structur...
In their celebrated work on nonlinear elliptic equations of the form (1) ∂xiai(x, u,∇u) = g(x, u,∇u...
In this paper we study removable singularities for Hardy spaces of analytic funtions on general doma...
AbstractLet Ω⊂RN be an open set and F a relatively closed subset of Ω. We show that if the (N−1)-dim...
Abstract. We give a sufficient condition for the compact embedding from W k,p(·)0 (Ω) to Lq(·)(Ω) in...
After an overview of classical removability results for the Laplace operator and semilinear equation...
After an overview of classical removability results for the Laplace operator and semilinear equation...
After an overview of classical removability results for the Laplace operator and semilinear equation...
After an overview of classical removability results for the Laplace operator and semilinear equation...