On Some Generalized Fractional Integral Bullen Type Inequalities With Applications

Abstract

The theory of fractional integral inequalities plays a pivotal role in approximation theory. It is very usefulin establishing the uniqueness of solutions for some fractional differential equations. Here, a generalizedfractional integral identity is established to deduce new estimates for Bullen type functional and of somerelated inequalities to provide some applications in probability and information theory for (s, p)−convexfunction by use of basic techniques of analysis.