Refinements of Fejér-Type Inequalities Involving Special Functions

Convexity associated with inequalities finds numerous and impressive applications in the field of applied mathematics, especially when it comes to fractional analysis. In this paper, we investigate the new equalities. We explore several variations of the Fejér-type inequalities involving generalized convex involving Raina mapping for fractional integral operators based on these equalities. The outcomes of this investigation and unique circumstances represent fresh and significant improvements over previously reported findings.