Fixed point results for a pair of fuzzy mappings and related applications in b-metric like spaces
Tahair Rasham, Giuseppe Marino, Aqeel Shahzad, Choonkil Park, Abdullah Shoaib
Abstract
Abstract This paper is devoted to finding out some realization of the concept of b -metric like space. First, we attain a fixed point for two fuzzy mappings satisfying a suitable requirement of contractiveness. Subsequently, we apply such a result to graphic contractions. Also, we attain a unique solution for a system of integral equations, and lastly we give an application to ensure that there exists a common bounded solution of a suitable functional equation in dynamic programming.
Topics & Concepts
MathematicsMetric spaceBounded functionOrdinary differential equationPartial differential equationFixed pointMetric (unit)Fuzzy logicRealization (probability)Fixed-point theoremPoint (geometry)Product metricApplied mathematicsDiscrete mathematicsMathematical optimizationComputer scienceMathematical analysisDifferential equationEconomicsStatisticsGeometryOperations managementArtificial intelligenceFixed Point Theorems Analysis