\text { Density of an } m \text {-Bipolar Fuzzy Graph }
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Abstract
In this article, density, balanced, strictly balanced, complement of an $m$-bipolar fuzzy graph ( $m$-BPFG), selfcomplementary between $m$-BPFG and its complement are defined and corresponding properties are studied.
Keywords:
m-BPFG, Density of an m-BPFG,, Balanced,, Self complementaryMathematics Subject Classification:
Mathematics- Pages: 551-556
- Date Published: 01-01-2021
- Vol. 9 No. 01 (2021): Malaya Journal of Matematik (MJM)
M. Akram, Bipolar fuzzy graphs, Information Science, 181(2011), $5548-5564$.
S. Bera and M. Pal M, Certain types of m-polar intervalvalued fuzzy graph, Journal of intelligent & systems.
J. Chen, S. Li, S. Ma and X. Wang, m-polar fuzzy sets: an extension of bipolar fuzzy Sets, Hindwai Publishing Corporation, The Sclentific World Joumal, (2014), 1-8.
G. Ghorai and M. Pal, On some operations and density of m-polar fuzzy graphs, Pac. Sci. Rev. A Narh. Sci. Eng, $17(2015), 14-22$.
G. Ghorai and M. Pal, Some operations of m-polar fuzzy graphs, Pac. Sci. Rev. A Nath. Sci. Eng, 18(2016), 38-46.
G. Ghorai and M. Pal, Some isomorphic properties of m-polar fuzzy graphs with Applications, Springer International Publishing, 5(2016), 2104-2125.
A. Kaufmann, Introduction to the theory of furzy Subsers, Academic Press, New York, 1 (1975) 402-403.
[I] A. Rosenfeld, Fuczzy Graphs, Fuzzy sets and their Appllcation, Academic Press, New York, (1975), 77-95.
Ch. Ramprasad, P. L. N. Varma, S. Satyanarayana and N. Srinivasarao, Regular product m-polar fuzzy graphs and product m-polar fuzzy line graphs, Ponie, 73(2017), 264-282.
H. Rashmanlou, S. Samanta, M. Pal and A. R. Borzooei, Bipolar fuzzy graphs with categorical Properties, Inter national Journal of Computational Intelligence, Systems, 8(2015), 808-818.
L. A. Zadeh, Fuzzy sets, Inf. Control, 13(1965), 338-353.
W. R. Zhang, Bipolar fuzzy sets and relations: a computational framework for cognitive modeling and multi agent decision analysis, Proceedings of IEEE Conf, (1994), 305-309.
W. R. Zhang, Bipolar fuzzy sets, Proceedings of FUZZY IEEE Conf., (1998), 835-840.
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