A quantitative version of Polya–Szego inequality is proven for log-concave functions in the case of Steiner and Schwarz rearrangements
Abstract. We prove a Santalo ́ and a reverse Santalo ́ inequality for the class consisting of even l...
in Lectures Notes in Mathematics, n°2116Chaining techniques show that if X is an isotropic log-conca...
Heim, Neuhauser, and Tr\"oger recently established some inequalities for MacMahon's plane partition ...
A quantitative version of Polya–Szego inequality is proven for log-concave functions in the case of...
A quantitative version of Polya–Szego inequality is proven for log-concave functions in the case of...
A quantitative version of Polya-Szego inequality is proven for log-concave functions in the case of ...
4A quantitative version of Polya–Szego inequality is proven for log-concave functions in the case of...
Abstract. A quantitative version of Pólya-Szego ̋ inequality is proven for log-concave functions in...
The classical definition of Steiner symmetrizations of functions are defined according to the Steine...
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...
In this note we establish some rigidity and stability results for Caffarelli's log-concave perturbat...
In this note we establish some rigidity and stability results for Caffarelli's log-concave perturbat...
AbstractIt is shown how a log concave sequence generates a log super-modular function on the lattice...
AbstractIn this paper, we obtain a reinforcement of an inequality due to Brascamp and Lieb and a rei...
Abstract. We prove a Santalo ́ and a reverse Santalo ́ inequality for the class consisting of even l...
in Lectures Notes in Mathematics, n°2116Chaining techniques show that if X is an isotropic log-conca...
Heim, Neuhauser, and Tr\"oger recently established some inequalities for MacMahon's plane partition ...
A quantitative version of Polya–Szego inequality is proven for log-concave functions in the case of...
A quantitative version of Polya–Szego inequality is proven for log-concave functions in the case of...
A quantitative version of Polya-Szego inequality is proven for log-concave functions in the case of ...
4A quantitative version of Polya–Szego inequality is proven for log-concave functions in the case of...
Abstract. A quantitative version of Pólya-Szego ̋ inequality is proven for log-concave functions in...
The classical definition of Steiner symmetrizations of functions are defined according to the Steine...
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...
In this note we establish some rigidity and stability results for Caffarelli's log-concave perturbat...
In this note we establish some rigidity and stability results for Caffarelli's log-concave perturbat...
AbstractIt is shown how a log concave sequence generates a log super-modular function on the lattice...
AbstractIn this paper, we obtain a reinforcement of an inequality due to Brascamp and Lieb and a rei...
Abstract. We prove a Santalo ́ and a reverse Santalo ́ inequality for the class consisting of even l...
in Lectures Notes in Mathematics, n°2116Chaining techniques show that if X is an isotropic log-conca...
Heim, Neuhauser, and Tr\"oger recently established some inequalities for MacMahon's plane partition ...
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