The concept of soft ideal was first introduced by Kandil et al. . In 1999, Molodtsov  introduced the concept of soft sets as a general mathematical tool for dealing with uncertain objects. The concept of generalized closed soft sets in soft topological spaces was introduced by Kannan  in 2012. The notions of supra soft topological space were… (More)
Shabir and Naz in  introduced the notion of soft topological spaces. They defined soft topology on the collection τ of soft sets over X. Consequently, they defined soft separation axioms, soft regular spaces and soft normal spaces and established their several properties. Min in  investigate some properties of these soft separation axioms. Kandil et… (More)
Topology is an important and major area of mathematics and it can give many relationships between other scientific areas and mathematical models. Recently, many scientists have studied and improved the soft set theory, which is initiated by Molodtsov  and easily applied to many problems having uncertainties from social life. The main purpose of this… (More)
We show that an alleged properties stated in  are invalid in general, by giving a counterexamples .
Shabir and Naz in  introduced the notion of soft topo-logical spaces. They defined basic notions of soft topological spaces such as open soft sets, closed soft sets, soft subspaces, soft closure, soft nbd of a soft point, soft separation axioms, soft regular spaces, soft normal spaces and they established their several properties. Min in … (More)