Intuitionistic H-Fuzzy Reflexive Relations

직관적 H-퍼지 반사관계

  • K. Hur (Division of Mathematics and Informational Statistics Wonkwang University) ;
  • H. W. Kang (Dept. of Mathematics Education Woosuk University) ;
  • J. H. Ryou (Division of Mathematics and Informational Statistics Wonkwang University) ;
  • H. K. Song (Division of Mathematics and Informational Statistics Wonkwang University)
  • Published : 2003.05.01

Abstract

We introduce the subcategory IRel$\_$R/ (H) of IRel (H) consisting of intuitionistic H-fuzzy reflexive relational spaces on sets and we study structures of IRel$\_$R/ (H) in a viewpoint of the topological universe introduce by L.D.Nel. We show that IRel$\_$R/ (H) is a topological universe over Set. Moreover, we show that exponential objects in IRel$\_$R/ (H) are quite different from those in IRel (H) constructed in [7].

Keywords