A note on some Ostrowski type inequalities via Generalized Exponentially Convexity
Muhammad Tariq, Jamshed Nasir, Soubhagya Kumar Sahoo, Ayaz Ali Mallah
Abstract
In this paper, we define and investigate generalized exponential type convex functions namely exponentially $s$--convex function. In the support of this newly introduced idea, we attain the algebraic properties of this function, and furthermore, in the frame of simple calculus, we explore and attain the novel kind of Ostrowski type inequalities.
Topics & Concepts
ConvexityMathematicsExponential growthType (biology)Simple (philosophy)Exponential functionConvex functionRegular polygonPure mathematicsApplied mathematicsAlgebraic numberFunction (biology)Exponential typeFrame (networking)Calculus (dental)Algebra over a fieldMathematical analysisComputer scienceGeometryPhilosophyBiologyMedicineEvolutionary biologyEconomicsEcologyFinancial economicsDentistryTelecommunicationsEpistemologyMathematical Inequalities and ApplicationsFunctional Equations Stability Results