In this paper we study the case of equalities in some comparison results for L(1)-norm or L(infinity)-norm of the solutions of Dirichlet elliptic problem or Hamilton-Jacobi equations. We show that equalities are achieved only in spherically symmetric situations
we prove comparison principles, uniqueness results and symmetry properties of solutions of general c...
We show, using symmetrization techniques, that it is possible to prove a comparison principle (we ar...
We prove some Pólya-Szegö type inequalities which involve couples of functions and their rearrangeme...
In this paper we study the case of equalities in some comparison results for L(1)-norm or L(infinity...
In this paper we study the case of equalities in some comparison results for L(1)-norm or L(infinity...
We prove an inequality concerning the decreasing rearrangement of functions. The inequality also pro...
We investigate maxima and minima of some functionals associated with solutions to Dirichlet problems...
We obtain a comparison result for solutions to nonlinear fully anisotropic elliptic problems by mean...
This paper discusses three rearrangement optimization problems where the energy functional is connec...
Nous donnons divers résultats de comparaison obtenus par la symétrisation de Schwarz pour les soluti...
Paper to appear.International audienceThis paper first proposes another proof of the necessary and s...
A short elementary proof based on polarizations yields a useful (new) rearrangement inequality for s...
In this paper, using symmetrization techniques, we prove comparison results for solutions to Hessian...
This paper discusses three rearrangement optimization problems where the energy functional is connec...
This article concerns the antisymmetry, uniqueness, and monotonicity properties of solutions to some...
we prove comparison principles, uniqueness results and symmetry properties of solutions of general c...
We show, using symmetrization techniques, that it is possible to prove a comparison principle (we ar...
We prove some Pólya-Szegö type inequalities which involve couples of functions and their rearrangeme...
In this paper we study the case of equalities in some comparison results for L(1)-norm or L(infinity...
In this paper we study the case of equalities in some comparison results for L(1)-norm or L(infinity...
We prove an inequality concerning the decreasing rearrangement of functions. The inequality also pro...
We investigate maxima and minima of some functionals associated with solutions to Dirichlet problems...
We obtain a comparison result for solutions to nonlinear fully anisotropic elliptic problems by mean...
This paper discusses three rearrangement optimization problems where the energy functional is connec...
Nous donnons divers résultats de comparaison obtenus par la symétrisation de Schwarz pour les soluti...
Paper to appear.International audienceThis paper first proposes another proof of the necessary and s...
A short elementary proof based on polarizations yields a useful (new) rearrangement inequality for s...
In this paper, using symmetrization techniques, we prove comparison results for solutions to Hessian...
This paper discusses three rearrangement optimization problems where the energy functional is connec...
This article concerns the antisymmetry, uniqueness, and monotonicity properties of solutions to some...
we prove comparison principles, uniqueness results and symmetry properties of solutions of general c...
We show, using symmetrization techniques, that it is possible to prove a comparison principle (we ar...
We prove some Pólya-Szegö type inequalities which involve couples of functions and their rearrangeme...
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