Subordination Properties of Certain Subclasses of Multivalent Functions Defined By Srivastava-Wright Operator

Abstract

Some subordination properties are investigated for functions belonging to each of the subclasses V(lambda, A, B) and W(lambda, A, B) of analytic p-valent functions involving the Srivastava-Wright operator in the open unit disk, U with suitable restrictions on the parameters lambda, A, and B. The authors also derive certain subordination results involving the Hadamard product (or convolution) of the associated functions. Relevant connections of the main results to various known results are established.