Triangular and quadrilateral snake graphs were the specific forms of snake graphs that were covered in this chapter. For a variety of Triangular Snake graph (Tn), Quadrilateral Snake graph (Qn), Alternate Triangular Snake graph (A(Tn)), and Alternate Quadrilateral Snake graph (A(Qn)) forms, we calculated the Independent Domination and Independent Domination Number. Later, we expanded our research to include a brand-new variant of the snake graph, called an Alternative snake graph. We have discovered the independent domination and independent domination number for the following alternate snake graphs: 2-Alternate Triangular Snake Graph (2A(Tn)), 3-Alternate Triangular Snake Graph (3A(Tn)), 4-Alternate Triangular Snake Graph (4A(Tn)), 5-Alternate Triangular Snake Graph (5A(Tn)), 2-Alternate Quadrilateral Snake Graph (2Q(Tn)), 3-A. The other quadrilateral snake graphs are 4Q(Tn) and 5Q(Tn), respectively.
Author(s) Details:
N. Senthurpriya,
Department of Mathematics Vels Institute of Science, Technology and Advanced Studies, Chennai-600 117, India.
S. Meenakshi,
Department of Mathematics Vels Institute of Science, Technology and Advanced Studies, Chennai-600 117, India.
Please see the link here: https://stm.bookpi.org/NRAMCS-V7/article/view/7950
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