We study a class of isoperimetric problems on R+ N where the densities of the weighted volume and weighted perimeter are given by two different non-radial functions of the type |x|kxN α. Our results imply some sharp functional inequalities, like for instance, Caffarelli-Kohn-Nirenberg type inequalities
We study the isoperimetric problemfor Euclidean space endowedwith a continuous density. In dimensio...
We study isoperimetric inequalities for a certain class of probability measures on R^n together with...
We study isoperimetric inequalities for a certain class of probability measures on the euclidean spa...
We study a class of isoperimetric problems on R+ N where the densities of the weighted volume and we...
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 R^N with respect to weights that are powers of the dis...
We solve a class of isoperimetric problems on RNwith respect to weights that are powers of the dista...
Given an arbitrary convex cone of Rn, we find a geometric class of homogeneous weights for which bal...
In this paper we consider the isoperimetric problem with double density in Euclidean space; that is,...
Abstract. We prove some old and new isoperimetric inequalities with the best constant using the ABP ...
We prove a sharp isoperimetric inequality with radial density whose functional counterpart correspon...
We show a quantitative version of the isoperimetric inequality for a non local perimeter of Minkowsk...
We consider a class of monomial weights A = |1|1…|N|N in ℝN, where ai is a nonnegative real number f...
Abstract. In this note we present the solution of some isoperimetric problems in open convex cones o...
We solve a class of isoperimetric problems on ℝ+2 R+2 with respect to monomial weights. Let α ...
We study the isoperimetric problemfor Euclidean space endowedwith a continuous density. In dimensio...
We study isoperimetric inequalities for a certain class of probability measures on R^n together with...
We study isoperimetric inequalities for a certain class of probability measures on the euclidean spa...
We study a class of isoperimetric problems on R+ N where the densities of the weighted volume and we...
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 R^N with respect to weights that are powers of the dis...
We solve a class of isoperimetric problems on RNwith respect to weights that are powers of the dista...
Given an arbitrary convex cone of Rn, we find a geometric class of homogeneous weights for which bal...
In this paper we consider the isoperimetric problem with double density in Euclidean space; that is,...
Abstract. We prove some old and new isoperimetric inequalities with the best constant using the ABP ...
We prove a sharp isoperimetric inequality with radial density whose functional counterpart correspon...
We show a quantitative version of the isoperimetric inequality for a non local perimeter of Minkowsk...
We consider a class of monomial weights A = |1|1…|N|N in ℝN, where ai is a nonnegative real number f...
Abstract. In this note we present the solution of some isoperimetric problems in open convex cones o...
We solve a class of isoperimetric problems on ℝ+2 R+2 with respect to monomial weights. Let α ...
We study the isoperimetric problemfor Euclidean space endowedwith a continuous density. In dimensio...
We study isoperimetric inequalities for a certain class of probability measures on R^n together with...
We study isoperimetric inequalities for a certain class of probability measures on the euclidean spa...
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