Separation Axioms in Soft L-topological Spaces

The soft set is a mapping from a parameter to the power set of the universe. Molodtsov developed the notion of soft sets as a tool for modeling with unknown variables. Soft L-topological spaces are defined over a soft lattice L with a specified set of parameters P by the same authors and the continuity of soft L-topological space mappings has also been investigated. This paper introduces the soft L-Ti-space (Formula Presented) on a soft L-topological space and explores some of their properties. It also discusses the soft L-invariant properties based on soft L-Ti-space (Formula Presented) namely soft L-hereditary property and soft L-topological property.