Abstract In this article we study two classical problems in convex geometry associated to <m:mi mathvariant="script"
15 pagesWe consider a different $L^p$-Minkowski combination of compact sets in $\mathbb{R}^n$ than t...
In 1978, Osserman [124] wrote an extensive survey on the isoperimetric inequality. The Brunn-Minkows...
In this paper, we prove an extended version of the Minkowski Inequality, holding for any smooth boun...
A detailed investigation is undertaken into Brunn-Minkowski-type inequalities for Gauss measure. A G...
For origin-symmetric convex bodies (i.e., the unit balls of finite dimensional Banach spaces) it is ...
We establish a sharp upper-bound for the first non-zero even eigenvalue (corresponding to an even ei...
The current state of art concerning the $L_p$ Minkowski problem as a Monge-Ampere equation on the sp...
AbstractThe Lp Minkowski problem in the plane has been the object of a number of recent investigatio...
In the case of symmetries with respect to n independent linear hyperplanes, a stability version of t...
In this work we study geometric measures in two different extensions of the Brunn-Minkowski theory. ...
AbstractThe definition of Minkowski–Firey Lp-combinations is extended from convex bodies to arbitrar...
9 pagesWe prove that that the 1-Riesz capacity satisfi es a Brunn-Minkowski inequality, and that the...
2020 Elsevier Inc. In this paper, we confirm the Lp-Brunn-Minkowski inequality conjecture for p clos...
Existence of symmetric (resp. asymmetric) solutions to the $L_p$ Gaussian Minkowski problem for $p\l...
We define Minkowski summation with respect to a path space on a manifold, extending the well-known n...
15 pagesWe consider a different $L^p$-Minkowski combination of compact sets in $\mathbb{R}^n$ than t...
In 1978, Osserman [124] wrote an extensive survey on the isoperimetric inequality. The Brunn-Minkows...
In this paper, we prove an extended version of the Minkowski Inequality, holding for any smooth boun...
A detailed investigation is undertaken into Brunn-Minkowski-type inequalities for Gauss measure. A G...
For origin-symmetric convex bodies (i.e., the unit balls of finite dimensional Banach spaces) it is ...
We establish a sharp upper-bound for the first non-zero even eigenvalue (corresponding to an even ei...
The current state of art concerning the $L_p$ Minkowski problem as a Monge-Ampere equation on the sp...
AbstractThe Lp Minkowski problem in the plane has been the object of a number of recent investigatio...
In the case of symmetries with respect to n independent linear hyperplanes, a stability version of t...
In this work we study geometric measures in two different extensions of the Brunn-Minkowski theory. ...
AbstractThe definition of Minkowski–Firey Lp-combinations is extended from convex bodies to arbitrar...
9 pagesWe prove that that the 1-Riesz capacity satisfi es a Brunn-Minkowski inequality, and that the...
2020 Elsevier Inc. In this paper, we confirm the Lp-Brunn-Minkowski inequality conjecture for p clos...
Existence of symmetric (resp. asymmetric) solutions to the $L_p$ Gaussian Minkowski problem for $p\l...
We define Minkowski summation with respect to a path space on a manifold, extending the well-known n...
15 pagesWe consider a different $L^p$-Minkowski combination of compact sets in $\mathbb{R}^n$ than t...
In 1978, Osserman [124] wrote an extensive survey on the isoperimetric inequality. The Brunn-Minkows...
In this paper, we prove an extended version of the Minkowski Inequality, holding for any smooth boun...
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