2020•Malaya Journal of MatematikOpen access

Some coupled fixed point results for rational type contraction mappings in \(S\)-metric spaces

Abdullah Karami, Shaban Sedghı, Zoran D‎. Mitrović

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Abstract

We prove the existence of some coupled fixed point for rational type contraction mappings in \(S\)- metric space. Our results generalized, extend and enrich recently fixed point results in the literature. From the previous obtained results, we deduce some coincidence point results for mappings satisfying a contraction of an integral type as an application.

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What this paper is about

We prove the existence of some coupled fixed point for rational type contraction mappings in \(S\)- metric space. Our results generalized, extend and enrich recently fixed point results in the literature. From the previous obtained results, we deduce some coincidence point results for mappings satisfying a contraction of an integral type as an application.

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Available abstract

We prove the existence of some coupled fixed point for rational type contraction mappings in \(S\)- metric space. Our results generalized, extend and enrich recently fixed point results in the literature. From the previous obtained results, we deduce some coincidence point results for mappings satisfying a contraction of an integral type as an application.

Key concepts: Metric space, Contraction (grammar), Fixed point, Mathematics, Fixed-point theorem, Type (biology), Pure mathematics, Mathematical analysis

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