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Sufficient Conditions for Starlikeness and Convexity in $|z|< 1/2$
Analytic Starlike Convex
2010/1/22
For analytic functions with in the open unit disc , T. H. MacGregor has considered some conditions for to be starlike or convex. The object of the present paper is to discuss some interesting probl...
Radii of starlikeness for certain subclasses of logharmonic mappings
logharmonic univalent starlikeness
2010/9/17
In this paper, we determine the radius of univalence and starlikeness for subclasses of logharmonic mappings which satisfy certain conditions. Moreover, we obtain the radius of univalence and starlike...
On Starlikeness and Convexity of Analytic Functions Satisfying a Differential Inequality
Multivalent function Starlike function Convex function Multiplier transformation
2010/1/22
In the present paper, the authors investigate a differential inequality defined by multiplier transformation in the open unit disk E = {z:|z|
A Criterion for $p$-Valently Starlikeness.
A Sufficient Condition for Starlikeness of Analytic Functions of Koebe Type
Differential inequalities $n$-fold symmetric functions analytic functions of Koebe type starlike functions strongly starlike functions Jack's Lemma
2008/7/3
By making use of Jack's Lemma as well as several differential and other inequalities (and parametric constraints), the authors derive sufficient conditions for starlikeness of a certain class of n-fol...
Starlikeness and Convexity Conditions for Classes of Functions Defined by Subordination
Subordination Hadamard product Starlike Convex
2008/6/26
Starlikeness and Convexity Conditions for Classes of Functions Defined by Subordination.
The Radius of Starlikeness p-Valently Analytic Functions in the Unit Disc
p-valent analytic functions Radius of starlikeness Radius of convexity
2010/2/26
In the present paper we shall give the radius of starlikeness for the classes of p-valent analytic functions in the unit disc D = { z | |z| < 1 }.
Starlikeness Conditions for an Integral Operator
Meromorphic functions Differential subordination Starlike functions Convex functions
2010/4/16
Starlikeness Conditions for an Integral Operator.