activity
20052026
most citedResolving sets for Johnson and Kneser graphs

49 citations · 62 across the 16 of their papers we have counts for

collaborators

20 papers

math.CO2026

Diameter and Length of Metric Graphs

Hee-Kap Ahn, Sergio Cabello, Otfried Cheong +2

A metric graph is a metric space obtained from a finite collection of intervals whose endpoints are identified in groups. It can also be seen as a finite, edge-weighted graph where…

math.CO2026

The Borsuk number of a graph

José Cáceres, Delia Garijo, Alberto Márquez +1

The Borsuk problem asks for the smallest number of subsets with strictly smaller diameters into which any bounded set in the -dimensional space can be decomposed. It is a classi…

cs.CG2026

On the complexity of covering points by guillotine cuts

Delia Garijo, Alberto Márquez, Rodrigo I. Silveira

We show that the problem of covering a set of points in the plane with a minimum number of guillotine cuts is NP-complete. To that end, first we present a new NP-completeness proof…

cs.CG2025

Algorithms for Distance Problems in Continuous Graphs

Sergio Cabello, Delia Garijo, Antonia Kalb +3

We study the problem of computing the diameter and the mean distance of a continuous graph, i.e., a connected graph where all points along the edges, instead of only the vertices,…

math.CO2023

Homomorphisms between graphs embedded on surfaces

Delia Garijo, Andrew Goodall, Lluís Vena

We extend the notion of graph homomorphism to cellularly embedded graphs (maps) by designing operations on vertices and edges that respect the surface topology; we thus obtain the…

cs.DM2022

New results on the robust coloring problem

Delia Garijo, Alberto Márquez, Rafael Robles

Many variations of the classical graph coloring model have been intensively studied due to their multiple applications; scheduling problems and aircraft assignments, for instance,…