In this paper, the concepts of $(\sigma,\tau)$- bipolar fuzzy $(T,S)$- norm of the notions (strong, weak, $s$-weak) hyper $KU$-ideals in hyper $KU$-algebras are introduced and some properties are discussed.
Jun, Y.B., Zahedi, M.M., Xinand, X.L., Borzooei, R.A., On hyper BCK-algebras, Italian J. of Pure and Appl. Math., 8(2000), 127--136.
Lee, K.M., Bipolar-valued fuzzy sets and their operations, Proc. Int. Conf. on Intelligent Technologies, Bangkok, Thailand, (2000), 307--312.
Li, X., Zheng, C., {The direct product characteristics of the intuitionistic fuzzy groups with respect to t-s norms", Mathematics in Practice and Theory, 38(2008), 109--114.
Lin, M.L., Some properties on the intuitionistic fuzzy group with respect to trigonal norms, Journal of Zhangzhou Normal University (Nat. Sci.), 2(2007), 1--5.
Marty, F., Sur une generalization de la notion de groupe, 8th Congress Math. Scandinaves, Stockholm, (1934), 45--49.
Jun, Y.B., Zahedi, M.M., Xinand, X.L., Borzooei, R.A., On hyper BCK-algebras, Italian J. of Pure and Appl. Math., 8(2000), 127--136.
Lee, K.M., Bipolar-valued fuzzy sets and their operations, Proc. Int. Conf. on Intelligent Technologies, Bangkok, Thailand, (2000), 307--312.
Li, X., Zheng, C., {The direct product characteristics of the intuitionistic fuzzy groups with respect to t-s norms", Mathematics in Practice and Theory, 38(2008), 109--114.
Lin, M.L., Some properties on the intuitionistic fuzzy group with respect to trigonal norms, Journal of Zhangzhou Normal University (Nat. Sci.), 2(2007), 1--5.
Marty, F., Sur une generalization de la notion de groupe, 8th Congress Math. Scandinaves, Stockholm, (1934), 45--49.
Mostafa, S. M., & Cagman, N. (2019). Bipolar Fuzzy (T,S)-Norm Hyper KU–Ideals (Sub Algebras). Turkish Journal of Mathematics and Computer Science, 11(1), 29-39.
AMA
Mostafa SM, Cagman N. Bipolar Fuzzy (T,S)-Norm Hyper KU–Ideals (Sub Algebras). TJMCS. June 2019;11(1):29-39.
Chicago
Mostafa, Samy M., and Naim Cagman. “Bipolar Fuzzy (T,S)-Norm Hyper KU–Ideals (Sub Algebras)”. Turkish Journal of Mathematics and Computer Science 11, no. 1 (June 2019): 29-39.
EndNote
Mostafa SM, Cagman N (June 1, 2019) Bipolar Fuzzy (T,S)-Norm Hyper KU–Ideals (Sub Algebras). Turkish Journal of Mathematics and Computer Science 11 1 29–39.
IEEE
S. M. Mostafa and N. Cagman, “Bipolar Fuzzy (T,S)-Norm Hyper KU–Ideals (Sub Algebras)”, TJMCS, vol. 11, no. 1, pp. 29–39, 2019.
ISNAD
Mostafa, Samy M. - Cagman, Naim. “Bipolar Fuzzy (T,S)-Norm Hyper KU–Ideals (Sub Algebras)”. Turkish Journal of Mathematics and Computer Science 11/1 (June 2019), 29-39.