[1] Abdulhakeem, O. and Adamu, S.B. (2017) On the number of distinct fuzzy subgroups for some elementary Abelian groups and quaternion groups. Int. J. Fuzzy Math. Arch., 13(1), 17-23.
[2] Adebisi, S.A., Ogiugo, M. and EniOluwafe, M. (2020) The fuzzy subgroups for the abelian structure Z8 × Z2n , n > 2. J. Nigerian Math. Soc., 39(2), 167-171.
[3] Bejines, C., Chasco, M.J., Elorza, J. and Montes, S. (2017) On the preservation of an equivalence relation between fuzzy subgroups. Advanc. Fuzzy Logic Techno., 641, 159-167.
[4] Darabi, H., Saeedi, F. and Farrokhi D.G., M. (2013) The number of fuzzy subgroups of some non- abelian groups. Iran. J. Fuzzy Syst., 10(6), 101-107.
[5] Das, P.S. (1981) Fuzzy groups and level subgroups. J. Math. Anal. Appl., 84, 264-269.
[6] Davvaz, B. and Kamali Ardekani, L. (2013) Classifying fuzzy subgroups of dicyclic groups. J. Mult.- Valued Logic Soft Comput., 20(5-6), 507-525.
[7] Iranmanesh, A. and Naraghi, H. (2011) The connection between some equivalence relations on fuzzy subgroups. Iran. J. Fuzzy Syst., 8(5), 69–80.
[8] Jain, A. (2006) Fuzzy subgroups and certain equivalence relations. Iran. J. Fuzzy Syst., 3(2), 75–91.
[9] Kamali Ardekani, L. and Davvaz, B. (2017) Classifying fuzzy (normal) subgroups of the group D2p × Zq and finite groups of order n ≤ 20. J. Intell. Fuzzy Syst., 33, 3615-3627.
[10] Kamali Ardekani, L. and Davvaz, B. (2020) Classifying and counting fuzzy normal subgroups by a new equivalence relation. Fuzzy Sets Syst., 382(1), 148-157.
[11] Murali, V. and Makamba, B.B. (2001) On an equivalence of fuzzy subgroups, I. Fuzzy Sets Syst., 123(2), 259-264.
[12] Ogunfolu, O.B. (2023) On the number of subgroups and distinct fuzzy subgroups of a group defined by a presentation. Ann. Fuzzy Math. Inform., 26(2), 189-198.
[13] Oh, J.M., Hwang, K.W. and Sim, I. (2020) On the number of fuzzy subgroups of Zpm ×Zpn ×Zpℓ .
J. Appl. Math. Inform., 40(5-6), 1181-1198.
[14] Rosenfeld, A. (1971) Fuzzy groups. J. Math. Anal. Appl., 35, 512-517.
[15] Shelash, H.B. and Ashrafi, A.R. (2019) Computing maximal and minimal subgroups with respect to a given property in certain finite groups. Quasigroups Related Syst., 27, 133-146.
[16] Ta˘rna˘uceanu, M. and Bentea, L. (2008) On the number of fuzzy subgroups of finite abelian groups.
Fuzzy Sets Syst., 159(9), 1084-1096.
[17] Ta˘rna˘uceanu, M. (2012) Classifying fuzzy subgroups of finite nonabelian groups. Iran. J. Fuzzy Syst., 9(4), 31-41.
[18] Volf, A.C. (2004) Counting fuzzy subgroups and chains of subgroups. Iaši Ser. Fuzzy Syst. Artif. Intell., 10, 191-200.
[19] Zadeh, L.A. (1965) Fuzzy sets. Inform. and Control, 8, 338-353.
[20] Zhang, Y. and Zou, K. (1998) A note on an equivalence relation on fuzzy subgroups. Fuzzy Sets Syst., 95(2), 243-247.
