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Article Content:-
Abstract
To prove that the 4 - star graph where is a relaxed skolem mean graph if ꞵ - α1 – α2 – α3 is the core objective of this article.
References:-
References
M. Apostal, “Introduction to Analytic Number Theory”, Narosa Publishing House, Second edition, 1991.
J. A. Bondy and U. S. R. Murty, “Graph Theory with Applications”, Macmillan press, London, 1976.
V. Balaji, D. S. T. Ramesh and A. Subramanian, “Skolam Mean Labeling”, Bulletin of Pure and Applied Sciences, vol. 26E No. 2, 2007, 245 – 248.
V. Balaji, D. S. T. Ramesh and A. Subramanian, “Relaxed Skolam Mean Labeling”, Advances and Applications in Discrete Mathematics, vol. 5(1), January 2010, 11 – 22.
V. Balaji, D. S. T. Ramesh and A. Subramanian, “Some Results on Relaxed Skolam Mean Graphs”, Bulletin of Kerala Mathematics Association, vol. 5(2), December 2009, 33 – 44.
J. A. Gallian, “A Dynamic Survey of Graph Labeling”, The Electronic Journal of combinatorics 14(2007).
Narsingh Deo, Graph Theory with Applications to Engineering &Computer Science, Prentice Hall of India, New Delhi,2016
Dr. D. Angel Jovanna, “Relaxed Skolem Mean Labeling of 4 - Star Graph with Partition (3,1)”, International Journal of Mathematics and Computer Research, vol 13 Issue 04 April 2025,5084-5086