Fixed Points of a New Type of Contractive mappings in $G-$Metric Spaces
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Keywords:
$F-$contraction, contractive mapping, fixed point, $G-$metric spaceAbstract
In this paper, using a mapping $F: \mathbb{R}^+ \to \mathbb{R}$, a new notion of contraction in $G$-metric space is introduced and related fixed point theorem which generalizes various known results in $G-$metric spaces. The paper includes an example which shows the validity of our results.
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