3-Equitable prime cordial labeling of different graphs

Jasmin Priyadarsini Jena, Gaurang V Ghodsara


In this paper we have derived characterization result on $3$-equitable prime cordial labeling. We also discuss $3$-equitable prime cordial labeling of cycle, wheel, fan $F_{n}$ for $n \geq 5$ and prism related graphs.

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bibitem{Rosa} A. Rosa, textit{On certain valuations of the vertices of a graph}, Theory of Graphs (Inter-

national Symposium, Rome, July $1966$), Gordon and Breach, N. Y. and Dunod Paris $(1967), 349-355$.

bibitem{Burton} D. M. Burton, textit{Elementary Number Theory}, Second

Edition, Wm. C. Brown Company Publishers, 1980.


bibitem{Gross}J. Gross and J. Yellen, textit{Graph Theory and its Applications}, CRC Press, 1999.


bibitem{Gallian}J. A. Gallian,textit{ A dynamic survey of graph labeling},

The Electronics Journal of Combinatorics, 19(2016), $sharp DS6$, 1-408.


bibitem{Gvg}G. V. Ghodasara, textit{Some investigations in the theory of graphs}, Ph. D. Thesis, $2008$.


bibitem{Murugesan}S. Murugesan, D. Jayaraman and J. Shiama, textit{$3$-equitable prime cordial labeling of graphs}, International Journal of Applied Information Systems, 5(9)(2013), 1-4.


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