Remarks on Contractive Mappings Via Ω-Distance

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Date

2013

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Springeropen

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GOLD

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Abstract

Very recently, some authors discovered that some fixed point results in the context of a G-metric space can be derived from the fixed point results in the context of a quasi-metric space and hence the usual metric space. In this article, we investigate some fixed point results in the framework of a G-metric space via Omega-distance that cannot be obtained by the usual fixed point results in the literature. We also add an application to illustrate our results.

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Keywords

Omega-distance, fixed point, G-metric space, Applied Mathematics, Discrete Mathematics and Combinatorics, Analysis, \(G\)-metric space, fixed point, Fixed-point and coincidence theorems (topological aspects), Special maps on metric spaces, \(\Omega\)-distance

Fields of Science

0208 environmental biotechnology, 0207 environmental engineering, 02 engineering and technology

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2

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Journal of Inequalities and Applications

Volume

2013

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