[1] K. Ameenal Bibi and R. Selvakumar The inverse split and non-split domination in graphs.

[2] K.Atanassov, Intuitionistic fuzzy sets: Theory and applications.Physica, New York, 1999.

[3] K.Atanassov,(1986) Intuitionistic fuzzy sets Fuzzy sets and Systems, vol.20, p. 87-96.

[4] K.R. Bhutani on automorphism of fuzzy graphs.Pattern Recognition Letters 9(1989),159-162.

[5] G.J. Chang,(1998).Algorithmic aspects of domination in graphs,in D.Z. Du, P.M. Paradalos(Eds.),Handbook of combinatorial Optimization,Vol.3,Kluwer,Boston, MA, 339-405.

[6] G.S. Domke,J.E. Donbar and L.R. Markus,The inverse domination number of a graph, ARS combinatoria 72(2004)149-160

[7] S.Geetha and C.V.R. Harinarayanan, Inverse split domination in fuzzy graphs, International Journal of Engineering Research and Applications, Vol.4, Issue6(Version.2), June 2014, pp.118-121.

[8] S. Ghobadi,N.D. Soner and Q.M. Mahyoub Inverse dominating set in fuzzy graphs.

[9] P.J. Jayalakshmi and C.V.R. Harinarayanan.Independent and Total strong (weak) domination in fuzzy graph,International journal of computational Engineering Research / Vol. 04/Issue,1, (71-74).

[10] M.G.Karunambigai, S.Sivasankar and K.Palanivel, Edge regular intuitionistic fuzzy graph, Advances in Fuzzy sets and systems, 20(1),25-46, 2015.

[11] A. Kaufmann,introduction `a la th´eorie des sous-ensembles flous,loEl´ements th´eoriques de base.paris: Masson et Cie;(1976).

[12] V.R. Kulli and L.S.C. Sigarkanti,Inverse domination in graphs,Nat.Acad.Sci.Ltt. 14(1991) 473-475.

[13] Q.M. Mahyoub and N.D. Soner,fuzzy covering and fuzzy neighborhood set in fuzzy graphs,The split domination number of fuzzy graphs,Journal of Ultra Scientist of Physical Sciences,Vol.19,No 3M, (2007).

[14] M.L.N. McAlester, fuzzy intersection graphs.Comp. Math. Appl. 15(10)(1989),871-886.

[15] J.N. Mordeson, fuzzy line graphs.Pattern Recognition Letters,14(1993) 381-384.

[16] J.N. Mordeson and P.S. Nair,fuzzy graphs and fuzzy hyper graphs, physicaverlag,Heidelberg,(2000).

[17] M.Mullai., Domination in Neutrosophic Graphs, IGI Global Publications(Communicated).

[18] A. NagoorGani. A and S. Shajitha Begum, (2010). Degree, Order and Size in Intuitionistic Fuzzy Graph, International Journal of Algorithms,Computing and Mathematics, (3)3.

[19] Parvathi, R., and Tamizhendhi, G., Domination in intuitionistic fuzzy graphs, Foueteenth Int. Conf. on IFSs, Sofia, NIFS Vol.16, 2, 39-49, 15-16, May 2010.

[20] A. Rosenfeld,fuzzy graphs In:L.A. Zadeh,K.S.Fu and M. Shimura (Eds),Fuzzy sets and Their Applications.Academic Press,New York,(1975)

[21] Said et al (2016).Single valued neutrosophic graphs. Journal of new Theory, 10, 86-101.

[22] F.Smarandache,(2006) Neutrosophic set - a generalization of the intuitionistic fuzzy set, Granular Computing, IEEE International Conference, 3842,2006, DOI: 10.1109/ GRC.2006.1635754.

[23] F. Smarandache,(2011).A geometric interpretation of the neutrosophic set A generalization of the intuitionistic fuzzy set Granular computing (GRC),2011 IEEE International Conference, 602 606.DOI 10.1109/GRC.2011.6122665.

[24] F.Smarandache,(2015).Types of Neutrosophic Graphs and neutrosophic Algebraic Structures together with their Applications in Technology,seminar, Universitatea din Brasov, Facultatea de Design de Produs si Mediu, Brasov, Romania.

[25] F.Smarandache,(2015).Symbolic Neutrosophic Theory, Europanovaasbl, Brussels,195p,.

[26] A.Somasundaram,S.Somasundaram,Domination in fuzzy graphs-I, Pattern Recognition Letters,19(1998)787-791.

[27] A.Somasundaram,Domination in fuzzy graph-II,Journal of Fuzzy Mathematics, 20(2004).

[28] W.B.Vasantha Kandasamy, K.Ilanthenral and Florentin Smaradache, (2015).Neutrosophic Graphs: A New Dimension to Graph Theory, Kindle Edition,. [29] L.A.Zadeh, Similarity relations and fuzzy ordering, Information sciences, 3(2)(1971), 177-200