Abstract
Background/Objectives: The objective of the present paper is to define soft strongly g-closed sets and soft strongly g-open sets in soft topological spaces and study their basic properties. Methods: Here we used the concept of soft closure of soft interior and soft open sets to define soft strongly g-closed sets. Findings: The relationship between soft strongly g-closed sets and other existing sets has been investigated. Further the union, intersection of two soft strongly g-closed sets have been obtained. The authors discussed the complements of soft strongly g-closed sets in the last section. Conclusion/Improvements: In future, the varieties of new continuous mappings and separation axioms based on these sets may be introduced and the future research may be undertaken in this direction.
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