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8/20/2019 7. Mathematics - IJMCAR - Line_double_domination_in_graphs - M. H. Muddebihal
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8/20/2019 7. Mathematics - IJMCAR - Line_double_domination_in_graphs - M. H. Muddebihal
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8/20/2019 7. Mathematics - IJMCAR - Line_double_domination_in_graphs - M. H. Muddebihal
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8/20/2019 7. Mathematics - IJMCAR - Line_double_domination_in_graphs - M. H. Muddebihal
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8/20/2019 7. Mathematics - IJMCAR - Line_double_domination_in_graphs - M. H. Muddebihal
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8/20/2019 7. Mathematics - IJMCAR - Line_double_domination_in_graphs - M. H. Muddebihal
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80 M. H. Muddebihal & Suhas. P. Gade
Impact Factor (JCC): 4.6257 NAAS Rating: 3.80
hence
Theorem For any connected graph
Proof: By Theorem and Theorem the result follows.
REFERENCES
1. Gangadharappa D. B. And A. R. Desai, Some bounds on Domination of a graph, J.Comp. and Math.Sci. Vol.
2(2), 234-242(2011).
2.
F. Harary, “Graph Theory”, Adison Wesley, Reading Mass (1972)
3. T.W.Haynes, S.T. Hedetniemi and P.J. Slater, “Fundamentals of Domination in Graphs”. Marcel Dekker, Inc;
New York, (1998).
4.
V. R. Kulli, “Theory of Domination in Graphs”, Vishwa International Publications, India, (2010).