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Coupled fixed points for maps under (ψ-α-β)-general Contractive conditions in partially ordered soft metric space

In This paper, we prove the some new fixed point theorems for contractive mappings in partially ordered soft metric space which generalize the common unique fixed point theorem to the case of contractive mappings in partially ordered soft metric space with closed bounded set. Our results are the extensions of the results of some wellknown recent result in the literature. Obtained results are very useful in Business management and stock marketing.