Generalized Stability of Functional Inequalities with 3k-Variables Associated for Jordan-von Neumann-Type Additive Functional Equation
Ly Van An
Abstract
In this paper, we study to solve the Cauchy, Jensen and Cauchy-Jensen additive function inequalities with 3k-variables related to Jordan-von Neumann type in the spirit of the Rassias stability approach for approximate homomorphisms in Banach space. These are the main results of this paper.
Topics & Concepts
MathematicsStability (learning theory)Von Neumann architectureInequalityFunctional equationType (biology)Applied mathematicsPure mathematicsMathematical analysisPartial differential equationComputer scienceBiologyEcologyMachine learningFunctional Equations Stability ResultsNonlinear Differential Equations AnalysisDifferential Equations and Boundary Problems