A. Cholaquidis

activity

20172026

most citedWeighted lens depth: Some applications to supervised classification

1 citations · 1 across the 15 of their papers we have counts for

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math.GT2026

Conic reach and polynomial parallel volume in the plane

Alejandro Cholaquidis

For a compact set $S \subset R^{2}$ , the local Steiner formula of Hug, Last and Weil expresses the parallel volume $V_{S} (t)$ through the proximal normal bundle and the truncated fiber…

math.GT2022

An $r$ -convex set which is not locally contractible

Alejandro Cholaquidis

The study of shape restrictions of subsets of $R^{d}$ have several applications in many areas, being convexity, $r$ -convexity, and positive reach, some of the most famous, a…

Conic reach and polynomial parallel volume in the plane

An r-convex set which is not locally contractible

An $r$ -convex set which is not locally contractible