A. Colesanti

most citedFunctional inequalities derived from the Brunn-Minkowski inequalities for quermassintegrals

13 citations · 21 across the 5 of their papers we have counts for

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math.MG2007★ 2 cited

On geometric properties of sets of positive reach in $E^{d}$

Andrea Colesanti, Paolo Manselli

Some geometric facts concerning sets with positive reach in the Euclidean $d$ -dimensional space $E^{d}$ are proved. For $x_{1}$ and $x_{2}$ in $E^{d}$ and $R > 0$ let us denote b…

math.MG2007

A sharp Rogers-Shephard type inequality for the p-difference body of a planar convex body

Chiara Bianchini, Andrea Colesanti

We prove a sharp Rogers-Shephard type inequality for the p-difference body of a convex body in the two-dimensional case, for every p greater than or equal to one.

On geometric properties of sets of positive reach in Ed

A sharp Rogers-Shephard type inequality for the p-difference body of a planar convex body

On geometric properties of sets of positive reach in $E^{d}$