Some Results on Symmetrized A H-Convexity

Abstract

The Hermite-Hadamard inequality is applied to several classes of functions in many fields of analysis. This inequality has become a powerful mathematical tool for researchers. The idea of convexity has undergone numerous generalizations and extensions in recent years. This study presents the concept of a symmetrized AH-convex function and proves Hermite-Hadamard type inequalities via symmetrized A H-convex function and symmetrized h-A H-convex function.