NEWTON'S TYPE QUANTUM FRACTIONAL INTEGRAL INEQUALITIES PERTAINING TO n-POLYNOMIAL CONVEX FUNCTIONS AND APPLICATION

Abstract

In this paper, we consider a new Newton's type quantum fractional integral identity. Following that as an auxiliary result, we established in our main results some integral inequalities of Newton's type including npolynomial convex functions. From our main results, we discuss in detail several special cases. Finally, an example and application of a special means of positive real numbers are presented to support our theoretical results.