ADVANCEMENTS IN GENERALIZED RATIONAL α-GERAGHTY CONTRACTIONS WITHIN METRIC SPACES

ADVANCEMENTS IN GENERALIZED RATIONAL α-GERAGHTY CONTRACTIONS WITHIN METRIC SPACES

In this article, we undertake a thorough analysis of rational αGeraghty contractive mappings in the metric space proposed by” A. K. Singh” in 2019. Our approach involves integrating Lebesgue integrable functions and incorporating essential concepts inspired by the generalized results outlined by” Ov...

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Veröffentlicht in:NeuroQuantology 2022-01, Vol.20 (22), p.4689
Hauptverfasser: Al-Salehi, Saeed A A, Borkar, V C
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Conflicts of interest
Inequality
Mathematical functions
Metric space
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description In this article, we undertake a thorough analysis of rational αGeraghty contractive mappings in the metric space proposed by” A. K. Singh” in 2019. Our approach involves integrating Lebesgue integrable functions and incorporating essential concepts inspired by the generalized results outlined by” Ovidiu Popescu” in 2014. This study aims to present broader insights into the characteristics and applications of these mappings within the specified metric space.
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subjects Conflicts of interest
Inequality
Mathematical functions
Metric space
title ADVANCEMENTS IN GENERALIZED RATIONAL α-GERAGHTY CONTRACTIONS WITHIN METRIC SPACES
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