Abstract
The main objective of this research article is to establish some coincidence point theorem for $g$-non-decreasing mappings under generalized $(\psi ,\theta ,\varphi )$-contraction on a partially ordered metric space. Furthermore, we show how multidimensional results can be seen as a simple consequences of our unidimensional coincidence point theorem. Our results modify, improve, sharpen, enrich and generalize various known results.
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