n-tuple fixed point in ϕ-ordered G-metric spaces
Gaba, Yaé Ulrich · Agyingi, Collins Amburo
Original · EN
We use three seminal approaches in the study of fixed point theory, the so called G-metrics, multidimensional fixed points and partially ordered spaces. More precisely, we extend known results from the theory of quasi-pseudometric spaces to the G-metric space setting. In particular, we show the existence of n-tuple fixed points (resp. common n-tuple fixed point) for a non-decreasing mapping (resp. a pair of weakly related mappings) in a ϕ-ordered G-metric space.
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