FEJER-HADAMARD TYPE INEQUALITIES FOR EXPONENTIALLY (p,h)-CONVEX FUNCTIONS VIA A GENERALIZED FRACTIONAL INTEGRAL
Author(s) : MUHAMMAD YUSSOUF, GHULAM FARID, ATIQ UR REHMAN
This paper includes new versions of generalized Fejer-Hadamard (FH) type fractional integral inequalities (FIIs) for exponentially (p,h)-convex functions. We utilize an extracted generalized fractional integral operator (FIO) involving Mittag-Leffler function (MLF) which contains a monotone increasing function. Some special already published results are deduced from the presented results.