Demonstrates unique fixed points in cone 2-metric spaces, suggesting broader applications of contractive mappings.
In the present paper, utilizing (phi,psi)-weak contractive conditions, unique fixed point and some coincidence point results have been studied in the context of cone 2-metric spaces. Also, our obtained results generalize some results from cone metric space to cone 2-metric space. For the authenticity of the presented work, a non trivial example is also provided.
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Tunç et al. (2021) studied this question.
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