Gabriel A. Barragán-Ramírez

activity

20132016

most citedOn the local metric dimension of corona product graphs

29 citations · 31 across the 5 of their papers we have counts for

collaborators

5 papers

math.CO2016

The local metric dimension of the lexicographic product of graphs

G. A. Barragán-Ramírez, A. Estrada-Moreno, Y. Ramírez-Cruz +1

The metric dimension is quite a well-studied graph parameter. Recently, the adjacency dimension and the local metric dimension have been introduced and studied. In this paper, we g…

math.CO2015★ 2 cited

The local metric dimension of subgraph-amalgamation of graphs

Gabriel A. Barragan-Ramirez, Rinovia Simanjuntak, Suhadi W. Saputro +1

A vertex $v$ is said to distinguish two other vertices $x$ and $y$ of a nontrivial connected graph G if the distance from $v$ to $x$ is different from the distance from $v$ to $y$ .…

math.CO2015

The local metric dimension of strong product graphs

Gabriel A. Barragan-Ramirez, Juan A. Rodriguez-Velazquez

A vertex $v \in V (G)$ is said to distinguish two vertices $x, y \in V (G)$ of a nontrivial connected graph $G$ if the distance from $v$ to $x$ is different from the distance from $v$ t…

math.CO2014

Computing the local metric dimension of a graph from the local metric dimension of primary subgraphs

Juan A. Rodríguez-Velázquez, Carlos García Gómez, Gabriel A. Barragán-Ramírez

For an ordered subset $W = {w_{1}, w_{2}, \dots w_{k}}$ of vertices and a vertex $u$ in a connected graph $G$ , the representation of $u$ with respect to $W$ is the ordered $k$ -tuple $ r…

math.CO2013★ 29 cited

On the local metric dimension of corona product graphs

Juan A. Rodriguez-Velazquez, Gabriel A. Barragan-Ramirez, Carlos Garcia Gomez

A vertex $v \in V (G)$ is said to distinguish two vertices $x, y \in V (G)$ of a nontrivial connected graph $G$ if the distance from $v$ to $x$ is different from the distance from $v$ t…