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Abstract
Fuzzy total chromatic number is the least value of k such that k-fuzzy total coloring exist. In this paper, we discussed the concept of total coloring of graphs to Fuzzy bistar graph and Fuzzy helm graph. Here we define fuzzy chromatic number of the fuzzy Bistar graph and Fuzzy Helm graph.
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References
Gray Chartrand and Ping Zhang, “ Chromatic Graph Theory”, CRC Press, A Chapman & Hall book (2009).
S.Lavanya, R.Sattanathan, “Fuzzy total coloring of fuzzy graphs”, International journal of information technology and knowledge management, (2009), Vol.2, No.1.pp- 37-39.
Dr.G.Nirmala and P.Sinthamani, “Characteristics of Fuzzy Petersen graph with fuzzy rule”, International journal of science and research (IJSR), ISSN: 2319-7064, Vol 3, Issue 11, November 2014.
R.Parvathi, M.G.Karuambigai, “Intuitionistic fuzzy graphs”, Computational Intelligence, Theory and Applications, part: 6, pp: 139-150 (2006).
R.Parvathi, M.G.Karuambigai, and Krassimir T.Atanassov, “Operations on Intuitionistic fuzzy graphs”, FUZZ-IEEE 2009, Korea, pp: 20-24 (2009).
A.Prasanna, M.A.Rifayathali and S.Ismail Mohideen, “Strong Intuitionistic fuzzy graph coloring”, International journal of Latest Engineering Research and Applications (IJLERA) ISSN: 2455-7137, Vol 2, Issue-8, pp: 163-169.
Susana Munoz, M.Teresaortuno, Javier Yanez, “Coloring fuzzy graphs”, Elsevier, pp: 211-221