Hadamard type inequalities via fractional calculus in the space of exp-convex functions and applications

In this article, we study basic properties of exp-convex functions and establish the corresponding Hadamard type integral inequalities along with fractional operators. A comparative analysis between exp-convexity classic convexity is discussed. Furthermore, several related identities estimation upper bounds involved operators are proved. addition, some indispensable propositions associated special means allocated to illustrate usefulness our main results. Besides, Mittag-Leffler convex weaker than also presented. For more information see https://ejde.math.txstate.edu/Volumes/2021/33/abstr.html