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In this study, they introduced the notion of an altering distance function which is a control function that alters distance between two points in a metric space.
In this study they introduced the notion of altering distance function which is a control function that alters distance between two points in a metric space.
Khan et al. [2] introduced the notion of an altering distance function, which is a control function that alters distance between two points in a metricspace.
A new category of contractive fixed point problems was addressed by Khan et al. [3] that introduced the concept of altering distance function, which is a control function that alters distance between two points in a metric space (see also [4 6] and references therein).
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(Altering distance function [7]).
Among them, some involve altering distance functions.
Definition 2.4 (Altering distance function [15]).
where φ is an altering distance function.
where ψ, φ : [ 0, ∞ ) → [ 0, ∞ ) are altering distance functions.
where ϕ and ψ are altering distance functions.
We recall the definition of altering distance function.
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