A Study on Power - 3 on k - Heronian Odd Mean Labeling Graphs

Authors

  • R. M. Samukthaa Department of Mathematics, Excel Engineering College, Komarapalayam, Namakkal, India.

DOI:

https://doi.org/10.9734/bpi/ratmcs/v5/6372B

Keywords:

Power - 3 on \(\mathit{k}\) - Heronian odd mean graph, path, comb, caterpillar, triangular snake, quadrilateral snake and ladder

Abstract

A function say \(\omega\) : \(\mathit{V}\) (\(\mathit{G}\) ) \(\to\) { \(\mathit{k }\) + 0,\(\mathit{k }\) + 2,\(\mathit{k }\) + 4,...,\(\mathit{k }\) + 2\(\mathit{l}\) - 2 } is a Power - 3 on k - Heronian odd mean graph labeling for an undirected network G = (V, E) through l points and m lines, respectively. Power - 3 on k - Heronian odd mean labeling graph is a graph that has Power - 3 on k - Heronian odd mean labeling. We have analyzed Power - 3 on k - Heronian odd mean labeling of some common graph such as linear graph, Comb, Caterpillar, Triangular Snake, Quadrilateral Snake and Ladder.

Published

2023-10-16

How to Cite

R. M. Samukthaa. (2023). A Study on Power - 3 on k - Heronian Odd Mean Labeling Graphs. Research and Applications Towards Mathematics and Computer Science Vol. 5, 1–11. https://doi.org/10.9734/bpi/ratmcs/v5/6372B