Fixed point Results on a Complete Soft Usual Metric Space
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Abstract
The present work is related to the theory of fixed point in complete soft usual metric space,
which are extension of well-known results on complete metric space as well as complete soft
metric space. The obtained results can be used in decision making as well as based on
uncertainty problems. Soft weak contractive mapping and soft generalized weak contractive
mapping are used to obtained the results.
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