Weaker Forms of Soft Regular and Soft T2 Soft Topological Spaces

Soft ω-local indiscreetness as a weaker form of both soft local countability and is introduced. Then ω-regularity regularity defined investigated. Additionally, ω-T2 new topological property that lies strictly between T2 T1 It proved anti-local sufficient condition for equivalence ω-locally (resp. ω-regularity) locally ω-regularity). it the induced spaces indiscrete ω-regular, ω-T2) space are spaces. generated family vice versa. In addition to these, product theorems regarding ω-regular obtained. Moreover, hereditarily under subspaces.