$\beta$-COMPACTNESS IN L-FUZZY TOPOLOGICAL SPACES

  • Cho, S.H (Department of Mathematics, Hanseo University) ;
  • Kim, M.Y (Department of Mathematics, Hanseo University)
  • Published : 2002.12.01

Abstract

The purpose of this paper is to introduce and discuss the concept of $\beta$-compactness for L-fuzzy topological spaces.

Keywords

References

  1. Bull. Fac. Assint Univ. β-open sets and β-continuous mappings M. E. Abd El-Momsef
  2. Fuzzy sets and systems v.116 α-compactness in L-fuzzy topological spaces H.Aygun
  3. Fuzzy sets and systems v.109 P-closedness in L-fuzzy topological spaces H.Aygun;S.R.T.Kudri
  4. Fuzzy sets and systems v.44 On fuzzy strong semicontinuity and fuzzy precontinuity A.S.Bin Shahna
  5. Fuzzy β-open sets and Fuzzy β-continuous mappings in fuzzy topological spaces S.H.Cho
  6. A note on regular semiopen sets and $S^{*}$ -closed sets in L-fuzzy topological spaces S.H.Cho
  7. A compendium of Continuous Lattices G.Gierz(et al.)
  8. Fuzzy sets and Systems v.67 Compactness in L-fuzzy topological spaces S.R.T.Kudri
  9. Fuzzy sets and Systems v.76 Some good L-fuzzy compactness - related concepts and their properties Ⅰ S.R.T.Kudri;M.W.Warner
  10. Fuzzy sets and Systems v.76 Some good L-fuzzy compactness - related concepts and their properties Ⅱ S.R.T.Kudri;M.W.Warner
  11. Fuzzy Sets and Systems v.109 Semicompactness and $S^{*}$ -closedness in L-fuzzy topological spaces S.R.T.Kudri
  12. Fuzzy sets and Systems v.35 Fuzzy topology with respect to continuous lattices M.W.Warner
  13. Fuzzy Sets and Systems v.42 Frame - fuzzy points and membership M.W.Warner
  14. J. Fuzzy Math. v.3 no.1 Strongly compact and p-closed fuzzy topological spaces A.M.Zahran