- Hacettepe Journal of Mathematics and Statistics
- Vol: 35 Issue: 1
- ON ALPHA-QUASI-UNIFORMLY CONVEX p-VALENT FUNCTIONS OF TYPE β IN TERMS OF RUSCHEWEYH DERIVATIVES
ON ALPHA-QUASI-UNIFORMLY CONVEX p-VALENT FUNCTIONS OF TYPE β IN TERMS OF RUSCHEWEYH DERIVATIVES
Authors : A. Tehranchi, S. R. Kulkarni
Pages : 1-6
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Publication Date : 2006-01-01
Article Type : Research
Abstract :In the present paper we will establish some properties of the class of α - Quasi - Uniformly convex, p-valent functions of type β in the open unit disk, which we denote by QUCVp,λ β,α, for λ > −1; 0 ≤ β < p, α ≥ 0 and p ∈ N, by making use of the Ruscheweyh Derivatives.Keywords : Ruscheweyh Derivative, Quasi-convex, Uniformly convex, Close-to-uniformly convex and alpha-quasi- uniformly convex p-valent functions, 2000 AMS Classification: 30 C 45