Coefficient Estimates For Subclasses Of Bazileviˇc Type Functions Associated With Quasi-Subordination

Abstract

In the present paper, by making use of the principle of quasi-subordination between two analytic functions, the authors introduce two novel subclasses of analytic functions related to the class of Bazileviˇc type functions. We investigate the coefficient estimates, the classical Fekete-Szeg¨o problem, and the bounds of inverse coefficients for the function belonging to these classes. Some important and useful  special cases of the main results in the form of corollaries are pointed out.