Let γm,n denote the size of a minimum dominating set in the m× n grid graph. For the square grid graph, exact values for γn,n have earlier been published for n ≤ 19. By using a dynamic programming algorithm, the values of γm,n for m, n ≤ 29 are here obtained. Minimum dominating sets for square grid graphs up to size 29 × 29 are depicted.
CITATION STYLE
Alanko, S., Crevals, S., Isopoussu, A., Östergård, P., & Pettersson, V. (2011). Computing the domination number of grid graphs. Electronic Journal of Combinatorics, 18(1). https://doi.org/10.37236/628
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