• JUN, YOUNG BAE (Dept. of Mathematics, Gyeongsang National University) ;
  • HONG, SUNG MIN (Dept. of Mathematics, Gyeongsang National University)
  • Received : 1994.08.03
  • Published : 1995.07.30


Our task will be to set up a fuzzy maximal p-ideal in BCI-algebras. We construct a new fuzzy p-ideal from old. We also prove that every fuzzy maximal p-ideal is normalized, and takes only the values {0.1}.


Supported by : Basic Science Research Institute


  1. Fuzzy maximal ideals of BCI and MV-algebras Hoo, C.S.;Sessa, S.
  2. Math. Seminar Notes v.8 On BCI-algebras Iseki, K.
  3. Bull. Austral Math. Soc. Fuzzy p-ideals in BCI-algebras (II) Jun, Y.B.
  4. Selected papers on BCK and BCI-algebras (P.R. China) v.1 Characterization of fuzzzy subalgebras by their level subalgebras Jun, Y.B.;Meng, J.
  5. Math. Japon. Fuzzy p-ideals in BCI-algebras Jun, Y,B.;Meng, J.
  6. Math. Japon. v.36 Some endomorphisms of BCI-algebras Qun, Z.
  7. J. Math. Anal. Appl. v.35 Fuzzy groups Rosenfeld, A.
  8. Math. Japon. v.36 Fuzzy BCK-algebras Xi, Q.G.
  9. Inform. Cintrol v.8 Fuzzy sets Zadeh, L.A.
  10. Math. Japon. v.34 On classification of BCI-algebras Bhatti, S.A.;Chaudhry, M.A.;Ahmad, B.
  11. J. Math. Anal. Appl. v.84 Fuzzy groups and level subgroups Das, P.S.
  12. On p-ideals of a BCI-algebra Zhang, X.;Hao, J.