Multivalent harmonic star like functions of complex order defined by a linear operator.

Zainab Odeh A. Mohammed; Kassim A. Jassim

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Multivalent harmonic star like functions of complex order defined by a linear operator.

Author(s)

Zainab Odeh A. Mohammed Department of Mathematics, College of Science, University of Baghdad, Baghdad, Iraq

Kassim A. Jassim Department of Mathematics, College of Science, University of Baghdad, Baghdad, Iraq

Abstract

Some properties of a subclass of harmonic functions defined by multiplier transformations like coefficient inequalities , distortion bounds and Extreme points are investigated in the present paper .

Publication Details

Page(s) 11-18

DOI DOI not available

Published Journal: Science International, Volume: 31, Issue: 1A, Year: 2019

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Keywords

Salagean operator, Extreme point and Distortion theorem ., multiplier transformation, multivalent harmonic functions