[1] جاویدی آل سعدی، م. جمشیدی, ف. (1399). طراحی کنترل‌‌گر فازی مبتنی بر الگوریتم بهینه‌سازی ازدحام ذرات برای ربات تعادلی دو چرخ. سیستم های فازی و کاربردها، دوره ۳، شماره ۲، صص. ۱ تا ۲۷.
[2] حسن پور، ح. رهنما, س. (1399). حل مسئله تصمیم‌گیری گروهی چند معیاره در محیط فازی شهودی ذوزنقه ای. سیستم های فازی و کاربردها، دوره ۳، شماره ۲، صص. ۷۳ تا ۸۷.
[3] S. Afsharmanesh and R. A. Borzooei, Domination in fuzzy incidence graphs based on valid edges, J. Appl. Math. Comput., (2021).
[4] M. Akram, D. Saleem and B. Davvaz, Energy of double dominating bipolar fuzzy graphs, J. Appl. Math. Comput., 61 (2019), 219–234.
[5] N. Biggs, E. Lloyd and R. Wilson, Graph Theory 1736–1936, Clarendon Press, 1976.
[6] E. J. Cockayne and S. T. Hedetniemi, Towards a theory of domination in graphs, Networks, 7 (1977), 247–261.
[7] M. Hamidi, M. Nikfar, and A. Radfar, Decision making Based on Fuzzy Bridges in Fuzzy Graphs, (submitted)
[8] M. Hamidi and M. Nikfar, Fuzzy Domination Number Based on Fuzzy Bridges And Real Applications, (submitted)
[9] M. Ismayil and I. Mohideen, Complementary nil domination in fuzzy graphs, Ann. Fuzzy Math. Inform., (2014), 1–8.
[10] A. Kauffmann, Introduction to the Theory of Fuzzy Sets, Academic Press, Inc., Orlando, Florida, 1, 1973.
[11] O.T. Manjusha and M.S. Sunitha, Strong Domination in Fuzzy Graphs, Fuzzy Inf. Eng., 7 (2015), 369–377.
[12] O.T. Manjusha and M.S. Sunitha, Notes on domination in fuzzy graphs, J. Intell. Fuzzy Syst., 27 (2014), 3205–3212.
[13] O.T. Manjusha and M.S. Sunitha, Connected domination in fuzzy graphs using strong edges, Ann. Fuzzy Math. Inform., 10 (6) (2015), 979–994.
[14] J. N. Mordeson, P. S. Nair, Fuzzy Graphs and Fuzzy Hypergraphs, Physica Verlag Heideberg, New Yourk, 2000.
[15] O.T. Manjusha and M.S. Sunitha, The Strong Domination Alteration Sets in Fuzzy Graphs, Int. j. math., 4 (2-D) (2016), 109–123.
[16] A. Nagoorgani, Muhammad Akram and S. Anupriya, Double domination on intuitionistic fuzzy graphs, J. Appl. Math. Comput., 52 (2016), 515–528.
[17] H. Naresh Kumar, D. Pradhan and Y. B. Venkatakrishnan, Double vertex-edge domination in graphs: complexity and algorithms, J. Appl. Math. Comput., 66 (2021), 245–262.
[18] A. Nagoorgani and V.T. Chandrasekaran, Domination in fuzzy graph, Adv. In fuzzy sets and systems, 1 (1) (2006), 17–26.
[19] C. Natarajan and S.K. Ayyaswamy, on Strong (weak) domination in Fuzzy Graphs, Int. J. Electr. Comput. Eng., 4 (7) (2010), 1035–1037.
[20] A. Nagoorgani and P. Vadivel, Relations between the parameters of Independent Domination and Irredundance in Fuzzy Graphs, Int. J. Comput. Sci. Math., 2 (1) (2009), 15–19.
[21] O. Ore, Theory of Graphs. Amer. Math. Soc. Colloq. Publ., (Amer. Math. Soc., Providence, RI), 38 , 1962.
[22] N. Sarala and T. Kavitha, (1; 2)-Vertex Domination in Fuzzy Graphs, Int. j. innov. res. technol. sci. eng., 5 (7) (2016), 16501–16505.
[23] A. Somasundaram and S. Somasundaram, Domination in fuzzy graphs-I, Pattern Recognit Lett., 19 (1998), 787–791.
[24] S. Vimala and J.S. Sathya, Efficient Domination number and Chromatic number of a Fuzzy Graph, Int. j. innov. res. technol. sci. eng., 3 (3) (2014), 9965–9970.
[25] L.A. Zadeh, Fuzzy sets, Information and Control, 8 (1965), 338–353.
[26] B. O‘Neill, Semi-Riemannian geometry, Academic Press, 1986.
[27] J. Oprea, Differential geometry and its applications, Prentice Hall, second ed., 2004.
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