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A STUDY OF THE COUPLED FIXED POINT PROBLEM FOR OPERATORS SATISFYING A MAX-SYMMETRIC CONDITION IN b-METRIC SPACES WITH APPLICATIONS TO A BOUNDARY VALUE PROBLEM
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A STUDY OF THE COUPLED FIXED POINT PROBLEM FOR OPERATORS SATISFYING A MAX-SYMMETRIC CONDITION IN b-METRIC SPACES WITH APPLICATIONS TO A BOUNDARY VALUE PROBLEM

Adrian Petrusel, Gabriela Petrusel and Bessem Samet
Mathematical notes (Miskolci Egyetem (Hungary)), Vol.17(1), pp.501-516
01/01/2016
DOI: https://doi.org/10.18514/MMN.2016.1871

Abstract

Mathematics Physical Sciences Science & Technology
In this paper, we will consider the coupled fixed point problem for single-valued operators satisfying a symmetric contraction condition with respect to maximum. An application to a periodic boundary value problem illustrates the results. The study of a coupled coincidence problem is also suggested.
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https://doi.org/10.18514/MMN.2016.1871View
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