Generalized fuzzy soft quasi separation axioms in generalized fuzzy soft topological spaces
Abstract: In this paper, generalized fuzzy soft quasi separation axioms in generalized fuzzy soft fuzzy topological such as generalized fuzzy soft quasi $ R_i- $spaces $ (i=0,1) $, generalized fuzzy soft quasi regular (normal)-spaces, and generalized fuzzy soft quasi $ T_i- $spaces $ (i=0,1,2,3,4) $ are defined and studied by using generalized fuzzy soft quasi-coincident relation and generalized fuzzy soft quasi -neighborhood system. We discuss its characterizations and relationship among them. Also, generalized fuzzy soft hereditary property are discussed.
Keywords: Soft set, fuzzy soft set, generalized fuzzy soft set, generalized fuzzy soft topology, generalized fuzzy soft quasi $ R_i- $spaces $ (i=0,1) $, generalized fuzzy soft quasi regular (normal)-spaces, generalized fuzzy soft quasi $ T_i- $spaces $ (i=0,1,2,3,4) $.
How to cite this article:
Fathi. H. Khedr and Mohammed. S. Malfi, Generalized fuzzy soft quasi separation axioms in generalized fuzzy soft topological spaces, International Journal of Advances in Mathematics, Volume 2019, Number 5, Pages 9-21, 2019.