Solving integral equations via hybrid interpolative RI-type contractions in b-metric spaces

Ahmad Aloqaily; Dur-e-Shehwar Sagheer; Isma Urooj; Samina Batul; Nabil Mlaiki

doi:10.3390/sym15020465

Solving integral equations via hybrid interpolative RI-type contractions in b-metric spaces

Ahmad Aloqaily
, Dur-e-Shehwar Sagheer
, Isma Urooj
, Samina Batul
, Nabil Mlaiki

Western Sydney University

Research output: Contribution to journal › Article › peer-review

9 Citations (Scopus)

Abstract

Karapinar et al. established a more general class of contractions, namely, hybrid interpolative (Formula presented.) iech (Formula presented.) strǎstescue-type contractions, and presented some results on the platform of metric spaces. This research uses the domain of (Formula presented.) -metric spaces to modify this class proficiently. Several interesting fixed-point results are presented by using this new class defined on (Formula presented.) -metric space, where the symmetric condition is preserved in this study. Examples are provided for the authentication of proved results. Eventually, an application is also provided in order to comprehend our extensive effort in a better way.

Original language	English
Article number	465
Number of pages	12
Journal	Symmetry
Volume	15
Issue number	2
DOIs	https://doi.org/10.3390/sym15020465
Publication status	Published - Feb 2023

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© 2023 by the authors.

Open Access - Access Right Statement

Copyright: © 2023 by the authors. Licensee MDPI, Basel, Switzerland. This article is an open access article distributed under the terms and conditions of the Creative Commons Attribution (CC BY) license (https://creativecommons.org/licenses/by/4.0/).

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10.3390/sym15020465

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abstract = "Karapinar et al. established a more general class of contractions, namely, hybrid interpolative (Formula presented.) iech (Formula presented.) strǎstescue-type contractions, and presented some results on the platform of metric spaces. This research uses the domain of (Formula presented.) -metric spaces to modify this class proficiently. Several interesting fixed-point results are presented by using this new class defined on (Formula presented.) -metric space, where the symmetric condition is preserved in this study. Examples are provided for the authentication of proved results. Eventually, an application is also provided in order to comprehend our extensive effort in a better way.",

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AU - Aloqaily, Ahmad

AU - Sagheer, Dur-e-Shehwar

AU - Urooj, Isma

AU - Batul, Samina

AU - Mlaiki, Nabil

PY - 2023/2

Y1 - 2023/2

N2 - Karapinar et al. established a more general class of contractions, namely, hybrid interpolative (Formula presented.) iech (Formula presented.) strǎstescue-type contractions, and presented some results on the platform of metric spaces. This research uses the domain of (Formula presented.) -metric spaces to modify this class proficiently. Several interesting fixed-point results are presented by using this new class defined on (Formula presented.) -metric space, where the symmetric condition is preserved in this study. Examples are provided for the authentication of proved results. Eventually, an application is also provided in order to comprehend our extensive effort in a better way.

AB - Karapinar et al. established a more general class of contractions, namely, hybrid interpolative (Formula presented.) iech (Formula presented.) strǎstescue-type contractions, and presented some results on the platform of metric spaces. This research uses the domain of (Formula presented.) -metric spaces to modify this class proficiently. Several interesting fixed-point results are presented by using this new class defined on (Formula presented.) -metric space, where the symmetric condition is preserved in this study. Examples are provided for the authentication of proved results. Eventually, an application is also provided in order to comprehend our extensive effort in a better way.

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JO - Symmetry

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IS - 2

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ER -

Solving integral equations via hybrid interpolative RI-type contractions in b-metric spaces

Abstract

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