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math.CO2026
Coloopless zonotopes and counterexamples to the Shifted Lonely Runner Conjecture
Mónica 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
Covering radii of -zonotopes and the shifted Lonely Runner Conjecture
David Alcántara, Francisco Criado, Francisco Santos
We show that the shifted Lonely Runner Conjecture (sLRC) holds for 5 runners. We also determine that there are exactly 3 primitive tight instances of the conjecture, only two of wh…
math.CO2025
On the convex hull of integer points above the hyperbola
David Alcántara, Mónica Blanco, Francisco Criado +1
We show that the polyhedron defined as the convex hull of the lattice points above the hyperbola has between and vertices.…