A tripled fixed point technique for solving a tripled-system of integral equations and Markov process in CCbMS
Hasanen A. Hammad, Manuel De la Sen
Abstract
Abstract We prove the existence of tripled fixed points (TFPs) of a new generalized nonlinear contraction mapping in complete cone b -metric spaces (CCbMSs). Also, we present some exciting consequences as corollaries and three nontrivial examples. Finally, we find a solution for a tripled-system of integral equations (TSIE) and discussed a unique stationary distribution for the Markov process (SDMP).
Topics & Concepts
MathematicsPartial differential equationFixed pointOrdinary differential equationMarkov chainIntegral equationFixed-point theoremMetric spaceNonlinear systemContraction (grammar)Markov processApplied mathematicsMathematical analysisDifferential equationMedicineInternal medicineQuantum mechanicsStatisticsPhysicsFixed Point Theorems AnalysisAdvanced Differential Geometry ResearchNonlinear Differential Equations Analysis