We investigate the role of the noncompact group of dilations in Rn on the difference of the quadratic forms associated to the fractional Dirichlet and Navier Laplacians. Then we apply our results to study the Brezis\u2013Nirenberg effect in two families of noncompact boundary value problems involving the Navier-Laplacian
AbstractWe deal with symmetry properties for solutions of nonlocal equations of the type(−Δ)sv=f(v)i...
In this paper we develop a comprehensive study on principal eigenvalues and both the (weak and stron...
In this paper we consider a smooth bounded domain $\Omega \subset \R^N$ and a parametric family of r...
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...
We prove the coincidence of the Sobolev and Hardy constants relative to the \u201cDirichlet\u201d an...
In this paper we study the obstacle problems for the fractional Lapalcian of order s 08 (0, 1) in a...
We study the Brezis\u2013Nirenberg effect in two families of noncompact boundary value problems invo...
In this work we study regularity properties of solutions to fractional elliptic problems with mixed ...
We study the Nemytskii operators u o |u| and umapsto u^\ub1 in fractional Sobolev spaces H^s(R^n), ...
We improve the sharpness of some fractional Moser-Trudinger type inequalities, particularly those st...
In this remark we study the boundary-value problems for a fractional analogue of the Laplace equatio...
We show how nonlocal boundary conditions of Robin type can be encoded in the pointwise expression of...
We show how nonlocal boundary conditions of Robin type can be encoded in the pointwise expression of...
In this paper, we deal with the following class of fractional (p, q)-Laplacian Kirchhoff type proble...
AbstractWe deal with symmetry properties for solutions of nonlocal equations of the type(−Δ)sv=f(v)i...
In this paper we develop a comprehensive study on principal eigenvalues and both the (weak and stron...
In this paper we consider a smooth bounded domain $\Omega \subset \R^N$ and a parametric family of r...
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...
We prove the coincidence of the Sobolev and Hardy constants relative to the \u201cDirichlet\u201d an...
In this paper we study the obstacle problems for the fractional Lapalcian of order s 08 (0, 1) in a...
We study the Brezis\u2013Nirenberg effect in two families of noncompact boundary value problems invo...
In this work we study regularity properties of solutions to fractional elliptic problems with mixed ...
We study the Nemytskii operators u o |u| and umapsto u^\ub1 in fractional Sobolev spaces H^s(R^n), ...
We improve the sharpness of some fractional Moser-Trudinger type inequalities, particularly those st...
In this remark we study the boundary-value problems for a fractional analogue of the Laplace equatio...
We show how nonlocal boundary conditions of Robin type can be encoded in the pointwise expression of...
We show how nonlocal boundary conditions of Robin type can be encoded in the pointwise expression of...
In this paper, we deal with the following class of fractional (p, q)-Laplacian Kirchhoff type proble...
AbstractWe deal with symmetry properties for solutions of nonlocal equations of the type(−Δ)sv=f(v)i...
In this paper we develop a comprehensive study on principal eigenvalues and both the (weak and stron...
In this paper we consider a smooth bounded domain $\Omega \subset \R^N$ and a parametric family of r...
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