Antonios Hmadi

collaborators

Showing math.MGShow all

2 papers · 1 filter

math.MG2026

Moment comparisons, Sudakov inequalities and entropy of centroid bodies

Antonios Hmadi, Dimitris-Marios Liakopoulos

Let $X$ be an isotropic log-concave random vector in $R^{n}$ and let $G$ be standard Gaussian. Starting from the first moment comparison for gauges, we derive corresponding…

math.MG2026

On the maximal perimeter of isotropic log-concave probability measures

Silouanos Brazitikos, Apostolos Giannopoulos, Antonios Hmadi +1

We study the maximal perimeter constant of isotropic log-concave probability measures on $R^{n}$ . For a measure $I^¼$ , this quantity, denoted by $I^ (I^¼)$ , is defined as the s…