T-FUZZY CIRCLED SUBALGEBRAS OF BCK-ALGEBRAS

Kim, Kyung-Ho (Department of Mathematics Chungju National University) ;
Jun, Young-Bae (Department of mathematics Education Gyeongsang National university)

We introduce the notion of T-fuzzy circled subalgebras, and obtain some related results.

Fuzzy Sets and Systems v.24 On some product of fuzzy subgroups M. T. Abu Osman
Pusan Kyongnam Math. J. (presently, East Asian Math. J.) v.7 no.2 Fuzzy and level subalgebras of BCK(BCI)-algebras S. M. Hong;Y. B. Jun
Math. Japon. v.24 no.1 BCK-algebras with condition (S) K. Iseki
Math. Japon. v.23 no.1 An introduction to the theory of BCK-algebras K. Iseki;S. Tanaka
J. Fuzzy Math. v.7 no.2 Fuzzy ideals and fuzzy subalgebras of BCK-algebras Y. B. Jun;S. M. Hong;S. J. Kim;S. Z. Song
Pusan Kyongnam Math. J. (presently, East Asian Math. J.) v.9 no.1 Fuzzy characteristic subalgebras/ideals of a BCK-algebra Y. B. Jun;S. M. Hong;E. H. Roh
J. Fuzzy Math. (submitted) Imaginable fuzzy ideals of BCK-algebras with respect to a t-norm Y. B. Jun;K. H. Kim
BCK-algebras J. Meng;Y. B. Jun
Math. Japon. v.36 no.5 Fuzzy BCK-algebras O. G. Xi
Lecture Notes in Fuzzy Math. and Computer Science Elements of L-algebra Y. Yu;J. N. Mordeson;S. C. Cheng
Inform. Control. v.8 Fuzzy sets L. A. Zadeh