Integral Inequalities for Generalized Approximately h-convex Functions on Fractal Sets via Generalized Local Fractional Integrals

Abstract

The present paper study the notion of generalized approximately h-convex function and define a novel generalized fractional integral operator on fractal sets. We derive local fractional integral inequalities involving newly defined generalized local fractional
integral operator for generalized approximately h-convex function. Special cases of the results are also established.