Fuzzy soft set theory is becoming more and important for coming up with coherent logical answers to numerous real-world issues that are riddled uncertainty, imprecision, vagueness. The intuitionistic fuzzy was investigated theoretically later on. Wherever uncertainty resulting from ambiguity manifests in sophisticated ways, the combination of efficient an implementational standpoint. In this pa...

This paper demonstrates the redundancies concerning the increasing popular ``soft set" approaches to general topologies. It is shown that there is a complement preserving isomorphism (preserving arbitrary $widetilde{bigcup}$ and arbitrary $widetilde{bigcap}$) between the lattice ($mathcal{ST}_E(X,E),widetilde{subset}$) of all soft sets on $X$ with the whole parameter set $E$ as domains and the ...