A STUDY ON BIPOLAR SOFT METRIC SPACES

Cigdem Gunduz Aras, Sadi Bayramov, Hande Posul

Abstract


In this paper, as a new modification of metric spaces, we introduce bipolar soft metric space which is built by two different soft point sets.
After that we give some considerable properties of this new concept as convergence, completeness etc., we prove some fixed point theorems of bipolar soft
contractive mappings on bipolar soft metric spaces.


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