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Near-Fixed Point Results via Ƶ-Contractions in Metric Interval and Normed Interval Spaces

Near-Fixed Point Results via Ƶ-Contractions in Metric Interval and Normed Interval Spaces

In this paper, using α—admissibility and the concept of simulation functions, some near-fixed point results in the setting of metric interval and normed interval spaces are established. The results have been proved using Z-contractions.