Fixed Point Theorems for (ϕ − ψ) Contractions in Partially Ordered Metric-Like Spaces Using New Auxiliary Functions
Abstract
In this paper, we introduce a class of new auxiliary functions and
establish certain fixed point theorems under ($\varphi -\psi$)
contractive conditions in partially ordered metric-like spaces. Our
work generalizes some results in the literature and assumes some as particular case. Examples are provided to support the useability of our results.
establish certain fixed point theorems under ($\varphi -\psi$)
contractive conditions in partially ordered metric-like spaces. Our
work generalizes some results in the literature and assumes some as particular case. Examples are provided to support the useability of our results.
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