We consider the κkκ-domination number γκ kκ(G) of a graph G and the Cartesian product G□H and the strong direct product Gsquared timesH of graphs G and H. We prove that for integers k,m<1, γκ kκ(Gsquared timesH)
CITATION STYLE
John, N., & Suen, S. (2013). Graph products and integer domination. Discrete Mathematics, 313(3), 217–224. https://doi.org/10.1016/j.disc.2012.10.008
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