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FALLING FUZZY COMMUTATIVE IDEALS OF BCK-ALGEBRAS

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Based on the theory of falling shadows and fuzzy sets, the notion of a falling fuzzy commutative ideal of a BCK-algebra is introduced. Relations between falling fuzzy commutative ideals and falling fuzzy ideals are investigated.

Abstract

Based on the theory of falling shadows and fuzzy sets, the notion of a falling fuzzy commutative ideal of a BCK-algebra is introduced. Relations between falling fuzzy commutative ideals and falling fuzzy ideals are investigated.

참고문헌 (9)

  1. I.R. Goodman, "Fuzzy sets as equivalence classes of random sets, in Recent Developments in Fuzzy Sets and Possibility Theory" (1982), Pergamon
  2. K. Iseki, "An introduction to the theory of BCK-algebras", Math. Jpn, 23, pp.1~26 (1978)
  3. BCI- algebras, "Falling shadows applied to subalgebras and ideals of BCK", Y.B. Jun
  4. Y.B. Jun, "Fuzzy commutative ideals of BCK-algebras", Fuzzy Sets and Systems, 64, pp.401~405 (1994)
  5. J. Meng, "BCK-algebras" (1994), Kyungmoon Sa Co
  6. S.K. Tan, "Fuzzy set operations based on the theory of falling shadows", J. Math. Anal. Appl, 174, pp.242~255 (1993)
  7. S.K. Tan, "Fuzzy inference relation based on the theory of falling shadows", Fuzzy Sets and Systems, 53, pp.179~188 (1993)
  8. P.Z.Wang, "Fuzzy Sets and Falling Shadows of Random Sets" (1985), Beijing Normal Univ. Press
  9. P.Z. Wang, "Treating a fuzzy subset as a projectable random set, in Fuzzy Information and Decision", pp.212~219 (1982), Pergamon

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