A New Sandwich Theorem Relating to the Generalized Integral Operator for Univalent Analytic Functions

Objective: To determine subordination, inclusion, superordination and sandwich theorems for new subclass of analytic univalent functions relating to the generalized integral operator, within a unit disk that is open. Methods: The procedures of the proof these theorems which used to find new results for this subject depend on the Lemma1.2 and Lemma1.3 mentioned inside this paper. Finding: The inclusion theorem for new subclass of univalent analytic function convolution with a generalized integral operator and the sandwich theorem were obtained using new findings for the subordination and superordination theorems. Novelty: This study is contributing to the existing literature on the topic of the convolution between univalent analytic function and generalized integral operator. Keywords: Univalent functions, Analytic functions, Sandwich theorems, Subordination theorems, Superordination theorems