Differential Subordination and Superordination Results Using Fractional Integral of Confluent Hypergeometric Function

Both the theory of differential subordination and its dual, superordination, introduced by Professors Miller Mocanu are based on reinterpreting certain inequalities for real-valued functions case complex-valued functions. Studying superordination properties using different types operators is a technique that still widely used, some studies resulting in sandwich-type theorems as present paper. The fractional integral confluent hypergeometric function paper results stated corollaries, study being completed statement theorem connecting obtained two theories.