ON A SUBCLASS OF ANALYTIC FUNCTIONS OF FRACTAL POWER WITH NEGATIVE COEFFICIENTS.

The purpose of this article is to introduce a new general family of normalized analytic fractal function in the open unit disk. We employ this class to define a fractional differential operator of two fractals. This operator, under some conditions involves the well known Salagean differential operator. Our method is based on the Hadamard product and its generalization of functions with negative coefficients. [ABSTRACT FROM AUTHOR]