Parameterized Quantum Fractional Integral Inequalities Defined by Using n-Polynomial Convex Functions

Convexity performs the appropriate role in theoretical study of inequalities according to nature and behaviour. There is a strong relation between symmetry convexity. In this article, we consider new parameterized quantum fractional integral identity. Following that, our main results are established, which consist some Ostrowski midpoint type pertaining n-polynomial convex functions. From results, discuss detail several special cases. Finally, an example application means positive real numbers presented support results.