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Hybrid Multivalued Type Contraction Mappings in αK-Complete Partial b-Metric Spaces and Applications

By Eskandar Ameer, Hassen Aydi, Muhammad Arshad, Habes Alsamir and Mohd Selmi Noorani


In this paper, we initiate the notion of generalized multivalued ( α K * , Υ , Λ ) -contractions and provide some new common fixed point results in the class of α K -complete partial b-metric spaces. The obtained results are an improvement of several comparable results in the existing literature. We set up an example to elucidate our main result. Moreover, we present applications dealing with the existence of a solution for systems either of functional equations or of nonlinear matrix equations

Topics: fixed point, triangular αK*-orbital admissible mappings, partial b-metric space, multivalued contraction mapping, functional equation, nonlinear matrix equation, Mathematics, QA1-939
Publisher: MDPI AG
Year: 2019
DOI identifier: 10.3390/sym11010086
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