Two families of separation axioms on infra soft topological spaces

Many generalizations of soft topology were studied in the literature, an infra is recent one these generalizations. In this paper, we put on view two classes separation axioms frame topologies, namely pp-soft Tj and pt-soft Tj-spaces (j = 0, 1, 2, 3, 4). Both them are formulated with respect to distinct ordinary points such that first class defined using partial belong non-belong relations, second total relations. Following systematic lines type study, show relationships between aid examples. We also establish main properties explore their behaviour under some special types topologies. Transmission its parametric topologies amply studied. Moreover, scrutinize features terms hereditary topological properties, finite product spaces.