On b-open Sets via Infra Soft Topological Spaces

This work aims to present the concept of infra soft $b$-open sets(IS-b-open sets) as a generalized new class open sets(IS-open sets). We first investigate their basic properties and study behaviours under homeomorphism maps finite product spaces. Then, we establish some operators such interior, closure, limit boundary using IS-b-open sets IS-$b$-closed sets. The relationships between them are illustrated discussed. Finally, display maps(S-map) defined IS-$b$-open scrutinize master properties.