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Quotient Structure of product BCK-algebra via fuzzy ideals

  • Jeong, Tae-Eun (Department of Mathematics, Chungbuk National University) ;
  • Kim, Ka-Yeon (Department of Mathematics, Chungbuk National University) ;
  • Kim, Young-Hee (Department of Mathematics, Chungbuk National University)
  • Published : 2002.04.01

Abstract

We investigate the quotient structure of a product BCK-algebra and fundamental homomorphism theorem and show their some properties.

Keywords

References

  1. Far East J. Math. Sci. v.4 Quotient BCI-algebras via fuzzy ideals S. M. Hong;Y. B. Jun
  2. Math. Japo. v.37 Nil-radical in BCI-algebras W. P. Huang
  3. Math. Japo. v.38 A note on nil ideals in BCI-algebras Y. B. Jun
  4. Math. Japo. v.38 Closed fuzzy ideals in BCI-algevra Y. B. Jun
  5. Math. Japo. v.38 Characterization of fuzzy ideals by their levelideals in BCK(BCI)-algebras Y. B. Jun
  6. Math. Japo. v.40 Characterization of fuzzy positive implicative idaels in BCI-algebras Y. B. Jun;S. M. Hong;J. Meng;X. L. Xin
  7. Quotient Structure of BCI-algebras via fuzzy ideals Y. H. Kim;H. S. Kim
  8. BCK-algebras J. Meng;Y. B. Jun
  9. S. A. Bull. of Math. v.23 Quotient BCK-algebra Induced by a Fuzzy Ideal J. Meng;X. L. Xin;Y. S. Pu
  10. Math Japo. v.36 Fuzzy BCK-algebras O. G. Xi
  11. Inform. Control. v.8 Fuzzy sets. L. A. Zadeh https://doi.org/10.1016/S0019-9958(65)90241-X
  12. Selected papers on BCK- and BCI-algebras v.1 A class of quotient algebras in BCI-algebras F. L. Zhang