Some coupled coincidence and coupled common fixed point result in dislocated quasi b-metric spaces for rational type contraction mappings

Mesaud Tesfaye Yimer, Kidane Koyas, S. Gebregiorgis
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Abstract

The aim of this paper is to establish coupled coincidence and coupled common fixed point theorems involving a pair of weakly compatible mappings satisfying rational type contractive condition in the setting of dislocated quasi b-metric spaces. The presented result improves and generalizes several well-known comparable results in the existing literature. We also provided an example in support of our main result.
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一些耦合的重合和耦合的公共不动点导致了有理型收缩映射的位错拟b-度量空间
本文的目的是在位错拟b-度量空间中建立涉及一对满足有理型压缩条件的弱相容映射的耦合重合点定理和耦合公共不动点定理。提出的结果改进和推广了现有文献中几个著名的可比结果。我们还提供了一个示例来支持我们的主要结果。
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Classes of certain analytic functions defining by subordinations Some common fixed point theorems for strict contractions Some common fixed point results of multivalued mappings on fuzzy metric space Some coupled coincidence and coupled common fixed point result in dislocated quasi b-metric spaces for rational type contraction mappings Fixed Point Results in Complex Valued Metric Spaces and an Application
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