Fractional integral operators are useful tools for generalizing classical inequalities. Convex functions play very important role in the theory of mathematical This paper aims to investigate Hadamard type inequalities a generalized class namely strongly (α,h−m)-p-convex by using Riemann–Liouville fractional integrals. The results established this give refinements various well-known which have b...

We investigate a family that connects various subclasses of functions convex in the unit disk. We also look at generalized sequences for this family.

Abstract In the paper, authors establish some new Hermite–Hadamard type inequalities for harmonically convex functions via generalized fractional integrals. Moreover, prove extensions of inequality integrals without using harmonic convexity property functions. The results offered here are refinements existing

Several inequalities for convex functions are derived in this paper using the monotonicity properties of and a generalized weighted-type fractional integral operator, which allows integration function κ with respect to another order. Additionally, it is clear that results were generalizations previously presented findings. In addition, different types obtained basic features mathematical analys...