DOIAbstract
AbstractThe cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type integrals. In particular, minimal assumptions are determined under which functions attaining equality are necessarily Steiner symmetric
AbstractThe cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type integrals. In particular, minimal assumptions are determined under which functions attaining equality are necessarily Steiner symmetric
Steiner symmetrization is known not to increase perimeter of sets in R-n. The sets whose perimeter i...
The partial anisotropic symmetrization is defined, extending Steiner symmetrization and convex symme...
AbstractIn this article, we give a simple proof of the result due to Lin and Wang ensuring the folia...
The cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type integra...
The cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type integra...
AbstractThe cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type...
Abstract. The isoperimetric inequality for Steiner symmetrization of any codimension is investigated...
Steiner symmetrization is known not to increase perimeter of sets in Rn. The sets whose perimeter is...
Steiner symmetrization is known not to increase perimeter of sets in R^n. The sets whose perimeter i...
Steiner symmetrization is known not to increase perimeter of sets in R^n. The sets whose perimeter i...
Steiner symmetrization is known not to increase perimeter of sets in R^n. The sets whose perimeter i...
Steiner symmetrization is known not to increase perimeter of sets in R^n. The sets whose perimeter i...
Let us consider a Dirichlet integral of the type F(u) = Z f(Du) dx where u is a nonnegative S...
Let us consider a Dirichlet integral of the type F(u) = Z f(Du) dx where u is a nonnegative S...
Let us consider a Dirichlet integral of the type F(u) = Z f(Du) dx where u is a nonnegative S...
Steiner symmetrization is known not to increase perimeter of sets in R-n. The sets whose perimeter i...
The partial anisotropic symmetrization is defined, extending Steiner symmetrization and convex symme...
AbstractIn this article, we give a simple proof of the result due to Lin and Wang ensuring the folia...
The cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type integra...
The cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type integra...
AbstractThe cases of equality are analyzed in Steiner symmetrization inequalities for Dirichlet-type...
Abstract. The isoperimetric inequality for Steiner symmetrization of any codimension is investigated...
Steiner symmetrization is known not to increase perimeter of sets in Rn. The sets whose perimeter is...
Steiner symmetrization is known not to increase perimeter of sets in R^n. The sets whose perimeter i...
Steiner symmetrization is known not to increase perimeter of sets in R^n. The sets whose perimeter i...
Steiner symmetrization is known not to increase perimeter of sets in R^n. The sets whose perimeter i...
Steiner symmetrization is known not to increase perimeter of sets in R^n. The sets whose perimeter i...
Let us consider a Dirichlet integral of the type F(u) = Z f(Du) dx where u is a nonnegative S...
Let us consider a Dirichlet integral of the type F(u) = Z f(Du) dx where u is a nonnegative S...
Let us consider a Dirichlet integral of the type F(u) = Z f(Du) dx where u is a nonnegative S...
Steiner symmetrization is known not to increase perimeter of sets in R-n. The sets whose perimeter i...
The partial anisotropic symmetrization is defined, extending Steiner symmetrization and convex symme...
AbstractIn this article, we give a simple proof of the result due to Lin and Wang ensuring the folia...
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