Generalizations of Hadamard Products of Functions with Negative Coefficients*

Let T n. be the class of functions with negative coefficients which are analytic in the unit disk U. For functions f1 z. and f2 z. belonging to T n., generaliza- tions of the Hadamard product of f1 z. and f2 z. represented by f1^f2. p,q;z. are introduced. In the present paper, some interesting properties of these generali- zations of Hadamard products of functions in T * n, a.and C n, a.are given.