On Sakaguchi type functions
Two subclasses \({\mathcal S}(\alpha,t)\) and \({\mathcal F}(\alpha,t)\) are introduced concerning with Sakaguchi functions in the open unit disk \(\mathbb U\). Further, by using the coefficient inequalities for the classes \({\mathcal S}(\alpha,t)\) and \({\mathcal F}(\alpha,t)\), two subclasses \({\mathcal F}_0(\alpha,t)\) and \({\mathcal F}_0(\alpha,t)\) are defined. The object of the present paper is to discuss some properties of functions belonging to the classes \({\mathcal S}_0(\alpha,t)\) and \({\mathcal F}_0(\alpha,t)\)
scientific article; zbMATH DE number 5163941