Some new properties on soft topological spaces

On Some New Types of Fuzzy Soft Compact Spaces

“…Some of their basic properties have been explored, and the relationships between these notions and that which were defned by other authors have been investigated. We have shown that δ * -compactness is more general than that which are presented in [16,17,20]. Some results and theorems related to these notions have been discussed with some necessary examples.…”

“…Saleh and Salemi [20] defned another type of FScompactness which is more general than that of the above defnition. His defnition is as follows.…”

“…In this section, we investigate the relations between our notions of FS-compactness in this paper and those in other papers; we make a comparison between our types of FS-compactness and that given in ( [16,17,20]). First, we mention that Osmanoglu and Tokat [17] and Hussain [16] gave the same defnition of FScompactness as a generalization of Chang's notion [18].…”

“…Remark 4. Clearly, every FSP-cover is an FS-cover, but the converse may not be true, as shown by Example (3.3) in [20].…”

“…Taha [19] discussed compactness via the structure of fuzzy soft and r-Minimal spaces. Also, Saleh and Salemi [20] defned and studied a general type of fuzzy soft compactness.…”