SEPARATION AXIOMS AND COMPACTNESS IN FERMATEAN FUZZY SOFT TOPOLOGY

In this paper, we define and explore several properties of Fermatean fuzzy soft $T_i$, i = 0,1,2, Fermatean fuzzy soft regular, Fermatean fuzzy soft $T_3$, Fermatean fuzzy soft normal, and Fermatean fuzzy soft $T_4$ axioms using Fermatean fuzzy soft points. We also discuss some Fermatean fuzzy soft invariance properties namely Fermatean fuzzy soft topological property and Fermatean fuzzy soft hereditary property. Furthermore Fermatean fuzzy soft compactness is defined and its characterizations and preserving properties under Fermatean fuzzy soft continuous mappings are figured out.