Fixed Point Theorem for Multivalued Non-self Mappings in Partial Symmetric Spaces

Fixed Point Theorem for Multivalued Non-self Mappings in Partial Symmetric Spaces

In this paper, we proved a fixed point theorem for multi-valued non-self mappings in partial symmetric spaces. In doing so, we extended and generalized the results in literature by employing a convex structure for multi-valued non-self mappings using Rhoades type contractions. We also provided an il...

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Veröffentlicht in:Topological algebra and its applications 2021-09, Vol.9 (1), p.20-36
Hauptverfasser: Wangwe, Lucas, Kumar, Santosh
Format: Artikel
Sprache:eng
Schlagworte:
Fixed point
multi-valued mapping
non-self mappings
partial symmetric spaces
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Beschreibung
Zusammenfassung:In this paper, we proved a fixed point theorem for multi-valued non-self mappings in partial symmetric spaces. In doing so, we extended and generalized the results in literature by employing a convex structure for multi-valued non-self mappings using Rhoades type contractions. We also provided an illustrative example to support the results.
ISSN:2299-3231
2299-3231
DOI:10.1515/taa-2021-0102