Subordination properties of analytic function defined by new linear operator.

In this paper, a new operator was defined μ m , k j. v f (w)) : A → A. Associated with Hadamard product of the Komatu Integral operator [MATH] and the Dziok-Srivastava operator [MATH]. And done use the method of differential subordination to derive certain properties of the differential operator μ m , k j. v f (w)). And aim of this paper is to use the relation (α 1 k + 1) μ m , k j + 1 , v f (w) = w (μ m , k j , v f (w)) ' + α 1 k (μ m , k j , v f (w)) [ABSTRACT FROM AUTHOR]