We solve a class of isoperimetric problems on R^N with respect to weights that are powers of the distance to the origin. In turn, we establish radiality of optimizers in some Caffarelli–Kohn–Nirenberg inequalities, and we obtain sharp bounds for eigenvalues of some nonlinear problems
Abstract. We prove existence and regularity of minimizers for a class of functionals defined on Bore...
This paper deals with weighted isoperimetric inequalities relative to cones of R^N . We study the s...
We consider a class of isoperimetric problems on $R^{N}_{+}$ where the volume and the area element c...
We solve a class of isoperimetric problems on RNwith respect to weights that are powers of the dista...
We study a class of isoperimetric problems on R+ N where the densities of the weighted volume and we...
We prove a sharp isoperimetric inequality with radial density whose functional counterpart correspon...
We solve a class of isoperimetric problems on ℝ+2 R+2 with respect to monomial weights. Let α ...
We prove an isoperimetric inequality of the Rayleigh-Faber-Krahn type for a nonlinear generalization...
Abstract. We prove an isoperimetric inequality of the Rayleigh-Faber-Krahn type for a nonlinear gene...
We study isoperimetric inequalities for a certain class of probability measures on R^n together with...
This paper deals with various questions related to the isoperimetric problem for a smooth positive m...
We study isoperimetric inequalities for a certain class of probability measures on the euclidean spa...
AbstractThe aim of this paper is to prove isoperimetric inequalities on submanifolds of the Euclidea...
AbstractIn this paper we study a class of Caffarelli–Kohn–Nirenberg inequalities without restricting...
In this paper we study the following quantitative isoperimetric inequality in the plane: $\lambda_0^...
Abstract. We prove existence and regularity of minimizers for a class of functionals defined on Bore...
This paper deals with weighted isoperimetric inequalities relative to cones of R^N . We study the s...
We consider a class of isoperimetric problems on $R^{N}_{+}$ where the volume and the area element c...
We solve a class of isoperimetric problems on RNwith respect to weights that are powers of the dista...
We study a class of isoperimetric problems on R+ N where the densities of the weighted volume and we...
We prove a sharp isoperimetric inequality with radial density whose functional counterpart correspon...
We solve a class of isoperimetric problems on ℝ+2 R+2 with respect to monomial weights. Let α ...
We prove an isoperimetric inequality of the Rayleigh-Faber-Krahn type for a nonlinear generalization...
Abstract. We prove an isoperimetric inequality of the Rayleigh-Faber-Krahn type for a nonlinear gene...
We study isoperimetric inequalities for a certain class of probability measures on R^n together with...
This paper deals with various questions related to the isoperimetric problem for a smooth positive m...
We study isoperimetric inequalities for a certain class of probability measures on the euclidean spa...
AbstractThe aim of this paper is to prove isoperimetric inequalities on submanifolds of the Euclidea...
AbstractIn this paper we study a class of Caffarelli–Kohn–Nirenberg inequalities without restricting...
In this paper we study the following quantitative isoperimetric inequality in the plane: $\lambda_0^...
Abstract. We prove existence and regularity of minimizers for a class of functionals defined on Bore...
This paper deals with weighted isoperimetric inequalities relative to cones of R^N . We study the s...
We consider a class of isoperimetric problems on $R^{N}_{+}$ where the volume and the area element c...
DOI
Add to ORKG