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A NEW VIEW ON FIXED POINT
2022
Journal:  
Journal of Universal Mathematics
Author:  
Abstract:

In this paper we examine a view on fi xed point with near soft mapping. First, we study the relationship between. soft mapping and almost smooth mapping. Also, the notion of near soft point, near soft mappings, a different approach to the study of near soft topological spaces. Shows how a near soft fixed point is derived from near soft topological spaces. Finally, many cases such as conservation of near soft compact topological spaces under near soft continuous mapping have been obtained.

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2022
Author:  
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2022
Author:  
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Journal of Universal Mathematics

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Journal of Universal Mathematics