Some local properties of soft semi-open sets
Summary: We introduce some local properties by soft semi-open sets. For example, soft semi-neighborhoods of the soft point, soft semi-first-countable spaces and soft semi-\(pu\)-continuous at the soft point are given. Furthermore, we define soft semi-connectedness and prove that a soft topological space is soft semiconnected if and only if both soft semi-open and soft semi-closed sets are only \(\emptyset\) and \(\widetilde{X}\).
scientific article; zbMATH DE number 6175063