Midpoint Inequalities in Fractional Calculus Defined Using Positive Weighted Symmetry Function Kernels

The aim of our study is to establish, for convex functions on an interval, a midpoint version the fractional HHF type inequality. corresponding integral has symmetric weight function composed with increasing as kernel. We also consider identity and establish some related inequalities based this identity. Some special cases can be considered from main results. These results confirm generality attempt.