On some near-fuzzy continuous functions between fuzzy topological spaces
The concepts of q-coincidence, q-neighbourhood and \(\delta\)-cluster point are used to define almost strongly \(\theta\)-continuity, fuzzy \(\theta\)- continuity, fuzzy weakly \(\delta\)-continuity fuzzy weakly \(\theta\)- continuity. The properties of different continuous functions between fuzzy topological spaces are studied. Fuzzy almost strongly \(\theta\)- continuity and fuzzy weakly \(\delta\)-continuity are characterized. The connections between continuity, fuzzy regularity and fuzzy almost regularity are investigated.
Fuzzy almost strongly \(\theta \) -continuity
scientific article; zbMATH DE number 4159593