5 citations · 12 across the 3 of their papers we have counts for
3 papers
math.CO2024★ 3 cited
Powers of large matrices on GPU platforms to compute the Roman domination number of cylindrical graphs
J. A. Martínez, E. M. Garzón, M. L. Puertas
The Roman domination in a graph is a variant of the classical domination, defined by means of a so-called Roman domination function such that if $f(…
math.CO2024★ 5 cited
The 2-domination number of cylindrical graphs
José Antonio Martínez, Ana Belén Castaño-Fernández, María Luz Puertas
A vertex subset S of a graph G is said to 2-dominate the graph if each vertex not in S has at least two neighbors in it. As usual, the associated parameter is the minimum cardinal…
cs.DM2021★ 4 cited
On the -domination number of cylinders with small cycles
E. M. Garzón, J. A. Martínez, J. J. Moreno +1
Domination-type parameters are difficult to manage in Cartesian product graphs and there is usually no general relationship between the parameter in both factors and in the product…