Symmetric midpoint-type inequalities for (α,m)-convex functions with applications

In this study, we establish a modified version of the right symmetric quantum midpoint-type inequalities via ([Formula: see text], [Formula: see text])-convex differentiable functions with [Formula: see text]. A few fundamental inequalities like Power mean and Hölder’s have been applied to acquire recent results. The newly established findings can be changed into classical midpoint-type inequalities as well as [Formula: see text]-midpoint-type inequalities for convex functions. Additionally, we provide an example and graph that support our main findings. It is supposed that these concepts and methods may encourage new analysis.