We show how nonlocal boundary conditions of Robin type can be encoded in the pointwise expression of the fractional operator. Notably, the fractional Laplacian of functions satisfying homogeneous nonlocal Neumann conditions can be expressed as a regional operator with a kernel having logarithmic behaviour at the boundary
AbstractGiven a bounded open subset Ω of Rd (d⩾1) and a positive finite Borel measure μ supported on...
We extend classical results on variational inequalities with convex sets with gradient constraint to...
AbstractBy variational methods, we prove the existence of a sign-changing solution for the p-Laplaci...
We show how nonlocal boundary conditions of Robin type can be encoded in the pointwise expression of...
We investigate the role of the noncompact group of dilations in Rn on the difference of the quadrati...
We investigate the role of the noncompact group of dilations in Rn on the difference of the quadrati...
AbstractIn this paper we study a class of fractional elliptic problems of the form{(−Δ)su=f(x,u)in Ω...
Extending several works, we prove a general Adams Moser Trudinger type inequality for the embedding ...
The aim of this paper is to deal with the Kirchhoff type equation involving fractional Laplacian ope...
In this work we study regularity properties of solutions to fractional elliptic problems with mixed ...
AbstractWe prove local interior and boundary Lipschitz continuity of solutions of a free boundary pr...
AbstractWe consider the boundary value problem(0.1)−ψ(x,u(x),u′(x))′=f(x,u(x),u′(x)),a.e.x∈(0,1),(0....
We investigate the role of the noncompact group of dilations in Rn on the difference of the quadrati...
We study the Nemytskii operators u o |u| and umapsto u^\ub1 in fractional Sobolev spaces H^s(R^n), ...
AbstractWe obtain estimates for non-negative solutions of the elliptic inequality divA(x,Du)⩾F(x,u) ...
AbstractGiven a bounded open subset Ω of Rd (d⩾1) and a positive finite Borel measure μ supported on...
We extend classical results on variational inequalities with convex sets with gradient constraint to...
AbstractBy variational methods, we prove the existence of a sign-changing solution for the p-Laplaci...
We show how nonlocal boundary conditions of Robin type can be encoded in the pointwise expression of...
We investigate the role of the noncompact group of dilations in Rn on the difference of the quadrati...
We investigate the role of the noncompact group of dilations in Rn on the difference of the quadrati...
AbstractIn this paper we study a class of fractional elliptic problems of the form{(−Δ)su=f(x,u)in Ω...
Extending several works, we prove a general Adams Moser Trudinger type inequality for the embedding ...
The aim of this paper is to deal with the Kirchhoff type equation involving fractional Laplacian ope...
In this work we study regularity properties of solutions to fractional elliptic problems with mixed ...
AbstractWe prove local interior and boundary Lipschitz continuity of solutions of a free boundary pr...
AbstractWe consider the boundary value problem(0.1)−ψ(x,u(x),u′(x))′=f(x,u(x),u′(x)),a.e.x∈(0,1),(0....
We investigate the role of the noncompact group of dilations in Rn on the difference of the quadrati...
We study the Nemytskii operators u o |u| and umapsto u^\ub1 in fractional Sobolev spaces H^s(R^n), ...
AbstractWe obtain estimates for non-negative solutions of the elliptic inequality divA(x,Du)⩾F(x,u) ...
AbstractGiven a bounded open subset Ω of Rd (d⩾1) and a positive finite Borel measure μ supported on...
We extend classical results on variational inequalities with convex sets with gradient constraint to...
AbstractBy variational methods, we prove the existence of a sign-changing solution for the p-Laplaci...
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