Total and Double Total Domination Number on Hexagonal Grid
Copyright policy )Total and Double Total Domination Number on Hexagonal Grid
In this paper, we determine the upper and lower bound for the total domination number and exact values and the upper bound for the double-total domination number on hexagonal grid H m , n with m hexagons in a row and n hexagons in a column. Further, we explore the ratio between the total domination number and the number of vertices of H m , n when m and n tend to infinity.
- University of Zagreb Croatia
- Josip Juraj Strossmayer University of Osijek Croatia
total domination number, hexagonal grid, double-total domination number, QA1-939, total domination number ; double total domination number ; hexagonal grid ; molecular graph, molecular graph, Mathematics, double total domination number
total domination number, hexagonal grid, double-total domination number, QA1-939, total domination number ; double total domination number ; hexagonal grid ; molecular graph, molecular graph, Mathematics, double total domination number
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