Ignacio M. Pelayo

Papers

Total Citations

164

H-Index

About

Ignacio M. Pelayo is a distinguished mathematician whose research centers on graph theory, with a particular focus on metric dimension, resolving sets, and related combinatorial structures. His seminal 2005 paper, "On the metric dimension of some families of graphs," has garnered over 164 citations, establishing a foundational framework for understanding how graphs can be uniquely identified through distance-based vertex subsets. Pelayo's work has significantly advanced the study of locating-dominating sets and the metric dimension of Cartesian products, contributing to both theoretical developments and practical applications in network theory and sensor placement. Beyond this landmark paper, his research has explored the interplay between graph invariants and algorithmic complexity, earning him recognition as a leading figure in the field. Pelayo's contributions have not only shaped contemporary graph theory but also inspired a generation of researchers to investigate the structural properties of graphs through the lens of metric identification.