Edge Degree Sequence of Isomophic Fuzzy Graphs
Keywords:
Degree of an edge, edge degree sequence of a fuzzy graph, edge degree sequence of isomorphic fuzzy graphs
Abstract
In this paper, edge degree sequence of isomorphic fuzzy graphs are considered and some of its properties are studied. Also a sufficient condition for a fuzzy graph and its µ−complement to have an identical edge degree sequence is given.
References
S.Arumugam and S.Ramachandran, Invitation to graph theory, SciTech Publications (INDIA) Pvt. Ltd., Chennai, (2002).
John N.Mordeson and Premchand S.Nair, Fuzzy graphs and hyper graphs, Physica-Verlag, Springer Verlag company.
J.N.Morderson and C.S.Peng, Operations on fuzzy graphs, Information Sciences, 79(1994), 159-170.
Naskar, K.Basuli, S.S.Sarma and K.N.Dey, On degree sequence, ACMUbiquity, 9(16)(2008), 22-28.
A.Nagoor Gani and K.Radha, Some sequences in fuzzy graphs, 31(3)(2008), 321-335
A.Nagoor Gani and J.Malarvizhi, Properties of µ−complement of a fuzzy graph, International Journal of Algorithms, Computing and Mathematics, 3(2)(2009), 73-83.
A.Nagoor Gani and J.Malarvizhi, Isomorphism on fuzzy graphs, International Journal Computational and Mathematical Sciences, 2(4)(2008).
K.Radha and N.Kumaravel, On edge regular fuzzy graphs, IJMA, 5(9)(2014), 100-112.
K.Radha and A.Rosemine, Degree sequence of a fuzzy graph, Journal Academic Research Journal, 635-638
A.Rosenfeld, Fuzzy graphs, Fuzzy Sets and their Applications to Cognitive and Decision Processes (Proc. U.S.-Japan Sem., Univ. Calif., Berkeley,Calif., 1974), Academic Press, New York, (1975), 77-95.
John N.Mordeson and Premchand S.Nair, Fuzzy graphs and hyper graphs, Physica-Verlag, Springer Verlag company.
J.N.Morderson and C.S.Peng, Operations on fuzzy graphs, Information Sciences, 79(1994), 159-170.
Naskar, K.Basuli, S.S.Sarma and K.N.Dey, On degree sequence, ACMUbiquity, 9(16)(2008), 22-28.
A.Nagoor Gani and K.Radha, Some sequences in fuzzy graphs, 31(3)(2008), 321-335
A.Nagoor Gani and J.Malarvizhi, Properties of µ−complement of a fuzzy graph, International Journal of Algorithms, Computing and Mathematics, 3(2)(2009), 73-83.
A.Nagoor Gani and J.Malarvizhi, Isomorphism on fuzzy graphs, International Journal Computational and Mathematical Sciences, 2(4)(2008).
K.Radha and N.Kumaravel, On edge regular fuzzy graphs, IJMA, 5(9)(2014), 100-112.
K.Radha and A.Rosemine, Degree sequence of a fuzzy graph, Journal Academic Research Journal, 635-638
A.Rosenfeld, Fuzzy graphs, Fuzzy Sets and their Applications to Cognitive and Decision Processes (Proc. U.S.-Japan Sem., Univ. Calif., Berkeley,Calif., 1974), Academic Press, New York, (1975), 77-95.
How to Cite
K.Radha, & A.Rosemine. (2017). Edge Degree Sequence of Isomophic Fuzzy Graphs. International Journal of Current Research in Science and Technology, 3(3), 15-20. Retrieved from https://crst.gfer.org/index.php/crst/article/view/86
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