A New Coupled Fixed Point Result in Extended Metric Spaces with an Application to Study the Stability of Set-Valued Functional Equations

Ahmed H. Soliman; A. M. Zidan

doi:10.1155/2019/4146328

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A New Coupled Fixed Point Result in Extended Metric Spaces with an Application to Study the Stability of Set-Valued Functional Equations

Journal article

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A New Coupled Fixed Point Result in Extended Metric Spaces with an Application to Study the Stability of Set-Valued Functional Equations

Ahmed H. Soliman and A. M. Zidan

Journal of function spaces, Vol.2019, pp.1-6

2019

DOI: https://doi.org/10.1155/2019/4146328

Abstract

In this paper, we introduce a new coupled fixed point theorem in a generalized metric space and utilize the same to study the stability for a system of set-valued functional equations.

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Title: A New Coupled Fixed Point Result in Extended Metric Spaces with an Application to Study the Stability of Set-Valued Functional Equations
Creators - without role: Ahmed H. Soliman - King Khalid University
A. M. Zidan - Al Azhar University
Publication Details: Journal of function spaces, Vol.2019, pp.1-6
Identifiers: 9923248508331
Academic Unit: King Khalid University
Language: English
Resource Type: Journal article