Abstract
Let A be the class of all analytic functions which are analytic in the open unit disc . In this paper we study the problem of univalence for the following general integral operators:
Highlights
Le= t U {z : z < 1} be the unit disk and A be the class of all functions of the form ∞f ( z ) = z + ∑ ak zk, z ∈U (1)k =2 which are analytic in U and satisfy the conditions f (= 0) f ′(0)= −1 0 .How to cite this paper: Oprea, A. and Breaz, D. (2014) Univalence Conditions for Two General Integral Operators
K =2 which are analytic in U and satisfy the conditions f (= 0) f ′(0)= −1 0
In this paper we study the univalence of the following general integral operators:
Summary
Le= t U {z : z < 1} be the unit disk and A be the class of all functions of the form (2014) Univalence Conditions for Two General Integral Operators. We denote by S the class of univalent and regular functions.
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