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85-94

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- Department of Mathematics, The M.D.T Hindu College, Tirunelveli, India

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- Department of Mathematics, The M.D.T Hindu College, Tirunelveli, India

References

- [1] J.C. Berbond, Graceful Graphs, Radio Antennae and French Wind Mills, Graph Theory and Combinatorics. Pitman, London, 1979, 13-37
- [2] G.S. Bloom and S.W. Golomb, Applications of Numbered Undirected Graphs, Proceedings of IEEE, Vol. 65, No.4, (1977), 562-570
- [3] G.S. Bloom G.S and Golomb. S.W, Numbered complete Graphs, Unusual Rules and Assoorted Applications, Theory and Applications of Graphs, Lecture Notes in Math 642, Springer- Verlag, 1978, 53-65
- [4] Chen Zhi-bo, Integral Sum Graphs from Identification. Journal of Discrete Mathematics, 181(1-3) (1998) 77-90
- [5] S.W. Golomb, How to Number a Graph in Graph theory and Computing, R.C. Read. ed., Academic Press, Newyork (1972), 23-37.
- [6] F. Harary, Sum Graphs and Difeerence Graphs. Congr. Numeri. 72(1990),101-108
- [7] F. Harary, Sum Graphs Over All the Integers, Discrete Math. 124 (1994) 99-105S
- [8] M. Hedge and P. Shankaran, On Triangular Sum Labeling of Graphs in: B.D. Acharya and S. Arumugam, A. Rosa Ed., Labeling of Discrete Structures and Applications, Narosa Publishing House, New Delhi, 2008, 109-115
- [9] Henning Fernau, Joe F. Ryan, Kiki A. Sugeng, A Sum Labeling for the Generalised Friendship Graph. Discrete Mathematics, 308 (2008) 734-740
- [10] Joseph A Gallian, A dynamic survey of graph labeling. The Electronic Journal of Combinatorics, 17 (2014) #DS6
- [11] Muhammed Imran, Adnan Aslam, Sohail Zafar and Waqar Nazeer, Further Results on Edge Irregularity Strength of Graphs. Indonesian Journal of Combinatorics, 1(2), (2017) 82-97
- [12] K. Murugan, N. Petchiammal and M. Prema, Oblong Sum Labeling – An Introduction, Enrich, VII(I), July-Dec. 2015, 82-90.
- [13] D. Ramya, R. Kalaiyarasi and P. Jeyanthi, Skolem Odd Difference Mean Graphs, Journal of Algorithms and Computation,45(2014),1-12
- [14] M. Prema and K. Murugan, Oblong Sum Labeling of Some Special Graphs. World Scientific News, 98 (2018) 12-22
- [15] A. Rosa, On Certain Valuations of the Vertices of a Graph, Theory of Graphs, (International Symposium, Rome, July 1966), Gorden, Breach. N.Y. and Dunad, Paris (1967), 349-355.
- [16] M.A. Seoud and M.A. Salim, Further Results on Triangular Sum Graphs. International Mathematical Forum, Vol. 7, No. 48 (2002) 2393-2475
- [17] K. Vaidya, U.M. Prajapati and P.L. Vihol, Some Important Results On Triangular Sum Graphs. Applied Mathematical Sciences, Vol. 3, 2009, No. 36, 1763-1772
- [18] Yan Yan, Shenggui Zhang, Fang-Xiang, Applications of Graph Theory in Protein Structure Identification, Proceedings of the International Workshop on Computational Proteomics, Hong Kong, China (2010)
- [19] Zhang Ming, Yu Hong-quan, Mu Hai-lin. Some Results on Sum Graph, Integral Sum Graph and Mod Sum Graph. Journal of Mathematical Research & Exposition, Vol. 28, No. 1, (Feb 2008) 217-222
- [20] Zhibo Chen, On Integral Sum Graphs. Discrete Mathematics, 306 (2006) 19-25

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article

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bwmeta1.element.psjd-d9d2e003-e6a4-4d43-a158-e91525bf8714