Perov type T-contractive Mappings on Cone b-Metric Spaces with Generalized c-Distance
Talat Nazir, Mujahid Abbas, Sergei Silvestrov
TL;DR
This paper establishes fixed point theorems for Perov type mappings under generalized T-contractive conditions within cone b-metric spaces linked to generalized c-distances, supported by illustrative examples.
Contribution
It introduces new fixed point results for Perov type mappings in cone b-metric spaces with generalized c-distances, expanding existing theoretical frameworks.
Findings
Fixed point theorems for Perov type mappings proved.
Results applicable to cone b-metric spaces with generalized c-distances.
Illustrative nontrivial examples provided.
Abstract
Fixed point results of Perov type mapping which satisfy generalized Tcontractive conditions in the setup of cone b-metric spaces associated with generalized c-distance are proved and illustrated by nontrivial examples.
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Taxonomy
TopicsFixed Point Theorems Analysis