Semiprime and Semiprimary Fuzzy Ideals

  • Jeong, Tae-Eun (Department of mathematics Chungbuk National University)
  • Published : 1999.10.01

Abstract

We study semiprime fuzzy ideals semiprimary fuzzy ideals and their properties. We investigate that if a fuzzy ideal is semiprime and semiprimary then it is prime.

Keywords

References

  1. Algebraic Theory of Lattices P. Crawley;R.P. Dilworth
  2. Journal of Mathematical Analysis And Applications v.84 Fuzzy groups and level subgroups P. Sivaramakrishna. Das
  3. Fuzzy Sets and Systems v.49 Fuzzy groups and level subgroups V.N. Dixit;R. Kumar;N. Ajmal
  4. Journal of Mathematical Analysis And Applications v.18 L-fuzzy sets Goguen
  5. Fuzzy Sets and Systems v.42 Fuzzy semiprimary ideals of rings Rajesh Kumar
  6. Information Science v.42 A note on L-fuzzy primary and semiprime Rajesh Kumar
  7. Fuzzy Sets and Systems v.46 Certain Fuzzy Ideals of Rings Redefined Rajesh Kumar
  8. Fuzzy Sets and Systems v.37 Not-so-fuzzy fuzzy ideals H.V. Kumbhojkar;M.S. Bapat
  9. Fuzzy Sets and Systems v.53 On prime and primary fuzzy ideals and their radical H.V. Kumbhojkar;M.S. Bapat
  10. On semiprime fuzzy ideals v.60 On semiprime fuzzy ideals H.V. Kumbhojkar;M.S. Bapat
  11. Information Science v.65 Radicals of fuzzy ideals D.S. Malik;J.N. Mordeson
  12. Fuzzy Sets and Systems v.8 Fuzzy Invariant supgroups and fuzzy ideals Wang Jin Liu
  13. Fuzzy Sets and Systems v.51 A note on L-fuzzy primary and semiprime M.M. Zahedi