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FIXED POINT RESULTS FOR alpha()-psi-CIRIC TYPE MULTIVALUED MAPPINGS ON AN INTERSECTION OF A CLOSED BALL AND A SEQUENCE WITH GRAPH
Journal article

FIXED POINT RESULTS FOR alpha()-psi-CIRIC TYPE MULTIVALUED MAPPINGS ON AN INTERSECTION OF A CLOSED BALL AND A SEQUENCE WITH GRAPH

Abdullah Shoaib, Aftab Hussain, Muhammad Arshad and Akbar Azam
Journal of mathematical analysis, Vol.7(3), pp.41-50
01/01/2016

Abstract

Mathematics Mathematics, Applied Physical Sciences Science & Technology
The aim of this paper is to establish fixed point results for semi a, admissible multivalued mappings satisfying generalized locally alpha(*)-psi-contractive conditions in complete dislocated metric space. As an application, we derive some new fixed point theorems for preordered metric space and metric space endowed with a graph. Example has been constructed to demonstrate the novelty of our results. Our results unify, extend and generalize several comparable results in the existing literature.

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