A family of multivalent analytic functions associated with Srivastava-Tomovski generalization of the Mittag-Leffler function

Yi-Ling Cang, Jin-Lin Liu


In this paper we introduce an operator associated with Srivastava-Tomovski generalization of the Mittag-Le²er function. By using this operator and the virtue of differential subordination, we define a new family of multivalent analytic functions. Some novel properties such as inclusion relation, Hadamard product, partial sums and the Fekete-Szego inequality of this new family are discussed.

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