3 citations · 3 across the 3 of their papers we have counts for
3 papers
math.MG2026
Higher moments of intrinsic volumes of random beta-prime polytopes
Ferenc Fodor, Balázs Grünfelder, Péter Kevei
We consider beta-prime polytopes, i.e., the convex hulls of iid random points chosen according to beta-prime distributions in . After suitable scaling, beta-prime pol…
math.MG2025
Variances and central limit theorems for random beta-polytopes and in other geometric models
Ferenc Fodor, Balázs Grünfelder
We prove matching asymptotic lower and upper bounds on the variances of the intrinsic volumes and the number of -faces of -dimensional random beta-polytopes. Using Stein's me…
math.MG2021★ 3 cited
Variance bounds for disc-polygons
Ferenc Fodor, Balázs Grünfelder, Viktor Vígh
We prove asymptotic lower bounds on the variance of the number of vertices and missed area of random disc-polygons in convex discs whose boundary is smooth. The established…