Mónica Blanco

collaborators

2 papers

math.CO2026

Coloopless zonotopes and counterexamples to the Shifted Lonely Runner Conjecture

MÃ³nica Blanco, Francisco Criado, Francisco Santos

Henze and Malikiosis (2017) have shown that the Lonely Runner Conjecture (LRC) can be restated as a convex-geometric question on the so-called LR zonotopes, lattice zonotopes with…

math.CO2025

On the convex hull of integer points above the hyperbola

David AlcÃ¡ntara, MÃ³nica Blanco, Francisco Criado +1

We show that the polyhedron defined as the convex hull of the lattice points above the hyperbola ${x y = n}$ has between $I^c ◯ (n^{1/3})$ and $O (n^{1/3} lo g n)$ vertices.…