Multivalued weakly Picard operators via simulation functions with application to functional equations
Copyright policy )Multivalued weakly Picard operators via simulation functions with application to functional equations
<abstract> <p>The aim of this paper is to introduce the notion of Suzuki type multivalued contraction with simulation functions and then to set up some new fixed point and data dependence results for these type of contraction mappings. We produce an example to support our results. Moreover, we present an application to functional equation arising in dynamical system.</p> </abstract>
- Prince Sultan University Saudi Arabia
- University of Sargodha Pakistan
- Asian University Taiwan
- King Mongkut's University of Technology Thonburi Thailand
- China Medical University Taiwan
z-contraction, \(\mathcal{Z}\)-contraction, Fixed-point and coincidence theorems (topological aspects), multivalued picard operator, data dependence, dynamical system, Fixed-point theorems, multivalued Picard operator, QA1-939, Complete metric spaces, functional equation, Special maps on metric spaces, Mathematics, Set-valued maps in general topology
z-contraction, \(\mathcal{Z}\)-contraction, Fixed-point and coincidence theorems (topological aspects), multivalued picard operator, data dependence, dynamical system, Fixed-point theorems, multivalued Picard operator, QA1-939, Complete metric spaces, functional equation, Special maps on metric spaces, Mathematics, Set-valued maps in general topology
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