Univalent Harmonic Functions Starlike of the Complex Order Defined by Using Catas Operator

Abstract

In this paper, we obtain known the class T U H * ( γ , n , μ , l , β ) by working application of the Catas operator and we provide sufficient and necessary conditions for the functions to be in T U H * ( γ , n , μ , l , β ) .

Some Results of a Harmonic Family of Analytic Functions Connected with Poisson Distribution Series

“…Porwal [11] defined Poisson distribution series and offered a perfect application on holomorphic univalent functions, in 2014, [3,5,7,10]. Also, anyone can read more about the resources and research associated with applications of hypergeometric functions [1,6,8,9,12] which has essential role in Theory of Geometric Function. Now, we define the Hadamard product of two functions in (1) and defined by as…”