Some new Results on Soft n-T4 spaces
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CitationJournal of the Institute of Science and Technology, 9(2): 1066-1072, 2019
Göçür and Kopuzlu showed that any soft space, may not be a soft space (also may not be a soft space). In this case, they described a new soft separation axiom which is called soft n- space. Then they indicated that any soft n- space is soft space also (Göçür and Kopuzlu, 2015b). In the present paper we showed that if is a soft space, topological space is a space for all . Then we indicated that any Soft Metric space is also soft n- space. Consequently, we indicated that any Soft Metric space Soft n- space Soft space Soft space soft space soft space also.