Subclass of Multivalent Harmonic Functions Defi ned by Wright Generalized Hypergeometric Functions | Zendy

M. K. Aouf | Zendy; Abdelrahman Moustafa | Zendy; E. A. Adwan | Zendy

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Subclass of Multivalent Harmonic Functions Defi ned by Wright Generalized Hypergeometric Functions

Author(s) -

M. K. Aouf,

Abdelrahman Moustafa,

E. A. Adwan

Publication year - 2013

Publication title -

journal of complex analysis

Language(s) - English

Resource type - Journals

eISSN - 2314-4963

pISSN - 2314-4971

DOI - 10.1155/2013/397428

Subject(s) - generalized hypergeometric function , subclass , wright , hypergeometric function , mathematics , distortion (music) , class (philosophy) , hypergeometric distribution , harmonic function , harmonic , pure mathematics , hypergeometric function of a matrix argument , mathematical analysis , computer science , physics , artificial intelligence , medicine , amplifier , computer network , bandwidth (computing) , quantum mechanics , antibody , immunology , programming language

We introduce a new class of multivalent harmonic functions defined by Wright generalized hypergeometric function. Coefficient estimates, extreme points, distortion bounds, and convex combination for functions belonging to this class are obtained

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