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On $(\alpha, \beta)$-fuzzy subalgebras of $BCK/BCI$-algebras

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초록

Abstract

Using the belongs to relation (\in) and quasi-coincidence with relation (q) between fuzzy points and fuzzy sets, the concept of (alpha,beta)-fuzzy subalgebras where alpha,beta are any two of {\in, q, \in Vq, \in ^q} with alpha ne \in ^q is introduced, and related properties are investigated.

참고문헌 (2)

  1. "On classification of BCI-algebras", pp.865~876 (1989)
  2. "Neighborhood structure of a fuzzy point and Moore-Smith convergence", pp.571~599 (1980)

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