Majorization property for certain classes of analytic functions associated with general operator

Abstract

In this study, we introduce two new classes $S_{k}[E, F;\mu; \gamma]$ and $T_{k}(\theta,\,\mu,\,\gamma)$ of analytic functions using the general integral operator. For these two classes, we study the majorization properties. Some applications of the results are discussed in the form of corollaries.