We derive the l<sub>p</sub> version of the classical Blaschke-Santalo inequality for polar volumes as a consequence of more subtle convexity estimates for the volume of the p -ball in Euclidean space. We also give analogs for the (p, q) -substitution norm
International audienceWe obtain optimal inequalities for the volume of the polar of random sets, gen...
Analogs of the classical inequalities from the Brunn Minkowski Theory for rotation intertwining addi...
Let $K$ be an $n$-dimensional symmetric convex body with $n \ge 4$ and let $K\dual$ be its ...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
International audienceWe establish new functional versions of the Blaschke-Santalo inequality on the...
The volume of the polar body of a symmetric convex set K of R^d is investigated. It is shown that...
The volume of the polar body of a symmetric convex set K of R^d is investigated. It is shown that...
The volume of the polar body of a symmetric convex set K of R^d is investigated. It is shown that...
Abstract. For a convex body of given volume in spherical space, the total invariant measure of hitti...
This thesis is mostly about the Blaschke-Santaló inequality, which states that among symmetric sets,...
This thesis is mostly about the Blaschke-Santaló inequality, which states that among symmetric sets,...
This thesis is mostly about the Blaschke-Santaló inequality, which states that among symmetric sets,...
International audienceWe obtain optimal inequalities for the volume of the polar of random sets, gen...
International audienceWe obtain optimal inequalities for the volume of the polar of random sets, gen...
Analogs of the classical inequalities from the Brunn Minkowski Theory for rotation intertwining addi...
Let $K$ be an $n$-dimensional symmetric convex body with $n \ge 4$ and let $K\dual$ be its ...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
This paper deals with inequalities for the volume of a convex body and the volume of the projection ...
International audienceWe establish new functional versions of the Blaschke-Santalo inequality on the...
The volume of the polar body of a symmetric convex set K of R^d is investigated. It is shown that...
The volume of the polar body of a symmetric convex set K of R^d is investigated. It is shown that...
The volume of the polar body of a symmetric convex set K of R^d is investigated. It is shown that...
Abstract. For a convex body of given volume in spherical space, the total invariant measure of hitti...
This thesis is mostly about the Blaschke-Santaló inequality, which states that among symmetric sets,...
This thesis is mostly about the Blaschke-Santaló inequality, which states that among symmetric sets,...
This thesis is mostly about the Blaschke-Santaló inequality, which states that among symmetric sets,...
International audienceWe obtain optimal inequalities for the volume of the polar of random sets, gen...
International audienceWe obtain optimal inequalities for the volume of the polar of random sets, gen...
Analogs of the classical inequalities from the Brunn Minkowski Theory for rotation intertwining addi...
Let $K$ be an $n$-dimensional symmetric convex body with $n \ge 4$ and let $K\dual$ be its ...