[1] Chinnadurai, V. (2013). Fuzzy ideals in algebraic structures. LAP LAMBERT Academic Publishing.
[2] Chinnadurai, V., & Kadalarasi, S. (2016). Direct product of fuzzy ideals of near-rings. Annals of fuzzy mathematics and informatics, 539, 540.
[3] Chinnadurai, V., & Shakila, V. (2020, November). T-fuzzy bi-ideal of Gamma near-ring. AIP conference proceedings (Vol. 2277, No. 1, p. 090012). AIP Publishing LLC.
[4] Chinnadurai, V., & Shakila, V. (2020). Spherical fuzzy bi-ideals of gamma near-rings. Advances in mathematics: scientific journal, 9(10),7793-7802.
[5] Hong, S. M., Jun, Y. B., & Kim, H. S. (1998). Fuzzy ideals in near-rings. Bulletin of the korean mathematical society, 35(3), 455-464.
[6] Jun, Y. B., Sapanci, M., & Öztürk, M. A. (1999). Fuzzy ideals in gamma near-rings. Turkish journal of mathematics, 22(4), 449-460.
[7] Jun, Y. B., Kim, K. H., & Ozturk, M. A. (2001). On fuzzy ideals of gamma near-rings. Journal of fuzzy mathematics, 9(1), 51-58.
[8] Kutlu Gündoğdu, F., & Kahraman, C. (2019). Spherical fuzzy sets and spherical fuzzy TOPSIS method. Journal of intelligent & fuzzy systems, 36(1), 337-352.
[9] Meenakumari, N., & Chelvam, T. T. (2011). Fuzzy bi-ideals in gamma near-rings. Journal of algebra discrete structures, 9(1-2), 43-52.
[10] Satyanarayana, B. (1999). A note on Gamma near-rings. Indian J.Mathematics, 41, 427-433.
[11] Srinivas, T., & Nagaiah, T. (2012). Some results on T-fuzzy ideals of Γ-near-rings. Annals of fuzzy mathematics and informatics, 4(2), 305-319.
[12] Thillaigovindan, N., & Chinnadurai, V. (2009). Interval valued fuzzy quasi-ideals of semigroups. East asian mathematics journal, 25(4), 449-467.
[13] Thillaigovindan, N., Chinnadurai, V., & Kadalarasi, S. (2015). Interval valued fuzzy ideals of nera-rings. The journal of fuzzy mathematics, 23(2), 471-484.