Mari L. Puertas

Papers

Total Citations

164

H-Index

About

Mari L. Puertas is a distinguished mathematician whose research centers on graph theory, with a particular emphasis on metric dimension, graph invariants, and combinatorial structures. Her most influential work, "On the metric dimension of some families of graphs" (2005), has garnered 164 citations and stands as a foundational contribution to the field. In this paper, Puertas systematically determined the metric dimension—a key parameter measuring a graph’s ability to uniquely identify vertices via distances—for several important graph families, including trees, cycles, and grids. This work not only advanced theoretical understanding but also provided practical tools for applications in network theory, robotics, and chemical graph theory. Puertas’s research has had a lasting impact, with her papers frequently cited in studies on graph labeling, location problems, and combinatorial optimization. Her achievements include collaborations that have extended metric dimension concepts to new graph classes, solidifying her reputation as a leading figure in discrete mathematics. For students and researchers, Puertas’s work exemplifies how elegant combinatorial reasoning can solve fundamental problems with broad interdisciplinary relevance.