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Common Fixed Point for Multivalued $(\psi,\theta,G)$-Contraction Type Maps in Metric Spaces with a Graph Structure
In this work, we introduce the notion of a common $(\psi,\theta,G)$-contraction multi-valued mapping in order to establish some new common fixed point theorems for these classes of mappings in complete metric spaces endowed with a graph. An example of application illustrates the main existence result. Our results generalize some recent known results.
