A note on soft topological spaces (Q2805901)

If \(X\) is a set and \(E\) a set of parameters, then a pair \((F,A)\) where \(A \subseteq E\) and \(F: A \to 2^X\) is called a soft set. A soft topology is defined in an analogous way as a general topology, but using soft sets instead, and has been discussed within last years by a number of authors. The paper shows, that it is just a special case of a general topology and hence the notion of a soft topology is in a way redundant.