A Common Fixed Point Theorem for Quadruple of Self Mappings Satisfying Weak Conditions and Applications
In this paper, we establish a common fixed point theorem for a quadruple of self mappings satisfying a common (E.A) property on a metric space satisfying weakly compatibility and a generalized - contraction. Since we consider several weak conditions, our results improve and extend several known results. Further, we justify our results with suitable example and provide application.
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