New inequalities via <i>n</i>-polynomial harmonically exponential type convex functions
Wei Gao, Artion Kashuri, Saad Ihsan Butt, Muhammad Tariq, Adnan Aslam, Muhammad Nadeem
Abstract
In this work we introduced a new class of functions called <i>n</i>-polynomial harmonically exponential type convex and study some of their algebraic properties. Several new inequalities via <i>n</i>-polynomial harmonically exponential type convexity are established. Some special cases for suitable choices of parameters are given in details.
Topics & Concepts
MathematicsConvexityPolynomialExponential functionExponential polynomialClass (philosophy)Algebraic numberType (biology)Exponential typeRegular polygonPure mathematicsConvex functionInequalityCombinatoricsMathematical analysisComputer scienceGeometryEconomicsBiologyEcologyArtificial intelligenceFinancial economicsMathematical Inequalities and ApplicationsAnalytic and geometric function theoryFunctional Equations Stability Results