[1] Zadeh, L. A. (1965). Fuzzy sets. Information and control, 8(3), 338–353.
[2] Ramot, D., Milo, R., Friedman, M., & Kandel, A. (2002). Complex fuzzy sets. IEEE transactions on fuzzy systems, 10(2), 171–186. DOI:10.1109/91.995119
[3] Ramot, D., Friedman, M., Langholz, G., & Kandel, A. (2003). Complex fuzzy logic. IEEE transactions on fuzzy systems, 11(4), 450–461. DOI:10.1109/TFUZZ.2003.814832
[4] Kim, C. G., & Lee, D. S. (1998). Fuzzy Lie ideals and fuzzy Lie subalgebras. Fuzzy sets and systems, 94(1), 101–107. DOI:10.1016/S0165-0114(96)00230-8
[5] Yehia, S. E. B. (1996). Fuzzy ideals and fuzzy subalgebras of Lie algebras. Fuzzy sets and systems, 80(2), 237–244. DOI:10.1016/0165-0114(95)00109-3
[6] Yehia, S. E. B. (2001). The adjoint representation of fuzzy Lie algebras. Fuzzy sets and systems, 119(3), 409–417. DOI:10.1016/S0165-0114(99)00069-X
[7] Rasuli, R. (2017). Norms over fuzzy Lie algebra. Journal of new theory, (15), 32–38.
[8] Rasuli, R. (2022). t-norms over fuzzy ideals (implicative, positive implicative) of BCK-algebras. Mathematical analysis and its contemporary applications, 4(2), 17–34.
[9] Rasuli, R. (2022). T-fuzzy subbigroups and normal t-fuzzy subbigroups of bigroups. Journal of ramanujan society of mathematics & mathematical sciences, 9(2), 165–184.
[10] Rasuli, R. (2022). Anti fuzzy congruence on product lattices. Communications in combinatorics cryptography. & computer science, 1, 71-78. (In Persian). http://cccs.sgh.ac.ir/Articles/2022/issue%201/1-10-AntiFuzzyCongruenceonProductLattices.pdf
[11] Rasuli, R., Taherkhani, B., & Naraghi, H. (2022). T-fuzzy su-subalgebras [presentation]. 10th national mathematics conference of the Payame Noor university, Shiraz, Iran. (In Persian). https://civilica.com/doc/1465482/
[12] Rasuli, R. (2022). A study of t-fuzzy multigroups and direct preoduct of them [presentation]. 1th national conference on applied reserches in basic sciences (mathematics, chemistry and physics) held by university of Ayatolla Boroujerdi, Iran. (In Persian). https://civilica.com/doc/1485023/
[13] Rasuli, R. (2022). S - (m;n)-fuzzy subgroups [presentation]. 1th national conference on applied reserches in basic sciences (mathematics, chemistry and physics) held by university of Ayatolla Boroujerdi, Boroujerd, Iran. (In Persian). https://civilica.com/doc/1485022/
[14] Rasuli, R. (2022). Intuitionistic fuzzy BCI-algebras (implicative ideals, closed implicative ideals, commutative ideals) under norms. Mathematical analysis and its contemporary applications, 4(3), 17–34.
[15] Rasuli, R. (2022). Fuzzy d-algebras under t-norms. Engineering and applied science letter, 5(1), 27–36.
[16] Rasuli, R. (2022). Fuzzy vector spaces under norms. Annals of mathematics and computer science, 9, 7–24. https://annalsmcs.org/index.php/amcs/article/view/94
[17] Rasuli, R. (2022). T-fuzzy G-submodules. Scientia magna, 17(1). https://fs.unm.edu/ScientiaMagna17no1.pdf#page=111
[18] Rasuli, R. (2022). Anti complex fuzzy Lie subalgebras under $ S $-norms. Mathematical analysis and its contemporary applications, 4(4), 13–26.
[19] Rasuli, R. (2022). Norms over intuitionistic fuzzy subgroups on direct product of groups. Communications in combinatorics, cryptography & computer science, 2023(1), 39–54.
[20] Rasuli, R. (2023). t-norms over complex fuzzy subgroups. Mathematical analysis and its contemporary applications, 5(1), 33–49. https://www.macajournal.com/article_702389.html
[21] Rasuli, R. (2023). T-fuzzy subalgebras of BCI-algebras. International journal of open problems in computer science & mathematics, 16(1). http://www.ijopcm.org/Vol/2023/2023.1.7.pdf
[22] Rasuli, R. (2023). Norms over Q-intuitionistic fuzzy subgroups of a group. Notes on intuitionistic fuzzy sets, 29(1), 30–45. DOI:10.7546/nifs.2023.29.1.30-45
[23] Rasuli, R., Hashemi, M. A., & Taherkhani, B. (2022). S-norms and anti fuzzy ideals of bci-algebras [presentation]. 10th national mathematics conference of the Payame Noor university, Shiraz, Iran. (In Persian). https://civilica.com/doc/1465483/