References
- S. S. Ahn and H. S. Kim, On QS-algebras, J. Chungcheong. Math. Soc., 12(1999), 33-41.
- M. A. Chaudhry, On BCH-algebras, Math. Japon., 4(1991), 665-676.
- J. M. Font, A. J. Rodrgez and A. Torrens,Wajsbergs Algebras, Stochastica, 8(1984), 5-31.
- G. Georgescu and A. Iorgulescu, Pseudo BCK-algebras, in: Proc. DMTS'01: Combinatorics, Computability and Logics, Springer, London, 2001, 97-114.
- Q. P. Hu and X. Li, On BCH-algebras, Math. Seminar Notes, 11(1983), 313-320.
- Q. P. Hu and X. Li, On proper BCH-algebras, Math. Japon., 30(1985), 659-661.
- K. Iseki, On BCI-algebras, Math. Seminar Notes, 8(1980), 125-130.
- K. Iseki and S. Tanaka, An introduction to the theory of BCK-algebras, Math. Japon., 23(1978), 1-26.
- Y. B. Jun, H. S. Kim and J. Neggers, On pseudo d-algebras, Inform. Sci., 179(2009), 1751-1759. https://doi.org/10.1016/j.ins.2009.01.021
- Y. B. Jun, Characterizations of pseudo BCK-algebras, Sci. Math. Japon. Online, 7(2002), 225-230.
- J. Meng, Implicative commutative semigroups are equivalent to a class of BCK-algebras, Semigroup Forum, 50(1995), 89-96.
- J. Meng and Y. B. Jun, BCK-algebras, Kyung Moon Sa, Seoul, 1994.
- D. Mundici, MV -algebras are categorically equivalent to bounded commutative BCK-algebras, Math. Japon., 31(1986), 889-894.
- J. Neggers, S. S. Ahn and H. S. Kim, On Q-algebras, Inter. J. Math. and Math. Sci., 27(2001), 749-757. https://doi.org/10.1155/S0161171201006627
-
E. H. Roh and S. Y. Kim, On BH
$^*$ -subalgebras of transitive BH$^*$ -algebras, Far East J. Math. Sci., 1(1999), 255-263.
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