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This research paper proves some interesting results on common fixed point for two pairs of non-self hybrid (single valued and multivalued) contractive mappings in metric spaces of hyperbolic type. The results are established without employing the weakly commutativity and continuity assumptions. We adopted an existing method of proof to obtain our results. The results generalize and improve some results proved in related works in literature. An example is given to validate our claim.

Fixed point results for two pairs of non-self hybrid mappings in metric spaces of hyperbolic type