Harmonic functions of class of Bazilevi´c type Related to new derivative operator | Zendy

Abdul Rahman S. Juma | Zendy; Mushtaq S. Abdulhussain | Zendy; Saba N. Al-Khafaji | Zendy

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Harmonic functions of class of Bazilevi´c type Related to new derivative operator

Author(s) -

Abdul Rahman S. Juma,

Mushtaq S. Abdulhussain,

Saba N. Al-Khafaji

Publication year - 2019

Publication title -

al-mustansiriyah journal of science

Language(s) - English

Resource type - Journals

eISSN - 2521-3520

pISSN - 1814-635X

DOI - 10.23851/mjs.v30i1.565

Subject(s) - extreme point , mathematics , operator (biology) , harmonic function , convolution (computer science) , harmonic , distortion (music) , class (philosophy) , multiplication operator , mathematical analysis , type (biology) , subclass , pure mathematics , combinatorics , physics , computer science , chemistry , repressor , artificial intelligence , amplifier , ecology , antibody , biology , biochemistry , quantum mechanics , hilbert space , machine learning , artificial neural network , transcription factor , immunology , gene , cmos , optoelectronics

In this paper, we define and investigate subclass of Bazilevi´c type harmonic univalent functions related with a new linear operator. Also, we have obtained the harmonic structures in terms of its coefficient bounds, extreme points, distortion bound, convolution and we proved the function belongs to this class be closed under an integral operator.

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