Quasi subordinations for bi-univalent functions with symmetric conjugate points

Fethiye Müge Sakar; Melike Aydoğan; Zeliha Karahüseyin

Article Details

Quasi subordinations for bi-univalent functions with symmetric conjugate points

Authors:

Fethiye Müge Sakar | Melike Aydoğan | Zeliha Karahüseyin

Publisher:

Yildiz Technical University

Main Topics:

Clinical Chemistry

Journal:

Sigma Journal of Engineering and Natural Sciences Vol.42 Issue 1, pp.57-62

Document Type:

Article

Publication Date:

2/2024

Document Language:

English

Document ID (Org No.):

2001312359

pISSN:

1304-7191

Keywords:

Abstract:

 Many researchers have recently acquainted and researched several interesting subfamilies of bi-univalent function family  and they have found non-sharp estimates on the first two Tay-lor-Maclaurin coefficients 2 and 3. In this current work, the subfamily of bi-univalent functions in the sense of symmetric conjugate points with quasi subordination is defined. The Maclaurin coefficients 2, 3 and besides related with these coefficients 3  22 for functions belonging to this subfamily are derived. Further some corollaries are also presented.

 Many researchers have recently acquainted and researched several interesting subfamilies of bi-univalent function family  and they have found non-sharp estimates on the first two Tay-lor-Maclaurin coefficients 2 and 3. In this current work, the subfamily of bi-univalent functions in the sense of symmetric conjugate points with quasi subordination is defined. The Maclaurin coefficients 2, 3 and besides related with these coefficients 3  22 for functions belonging to this subfamily are derived. Further some corollaries are also presented.

 Many researchers have recently acquainted and researched several interesting subfamilies of bi-univalent function family  and they have found non-sharp estimates on the first two Tay-lor-Maclaurin coefficients 2 and 3. In this current work, the subfamily of bi-univalent functions in the sense of symmetric conjugate points with quasi subordination is defined. The Maclaurin coefficients 2, 3 and besides related with these coefficients 3  22 for functions belonging to this subfamily are derived. Further some corollaries are also presented.

 Many researchers have recently acquainted and researched several interesting subfamilies of bi-univalent function family  and they have found non-sharp estimates on the first two Tay-lor-Maclaurin coefficients 2 and 3. In this current work, the subfamily of bi-univalent functions in the sense of symmetric conjugate points with quasi subordination is defined. The Maclaurin coefficients 2, 3 and besides related with these coefficients 3  22 for functions belonging to this subfamily are derived. Further some corollaries are also presented.

Article Details

Quasi subordinations for bi-univalent functions with symmetric conjugate points

Authors:

Fethiye Müge Sakar | Melike Aydoğan | Zeliha Karahüseyin

Publisher:

Yildiz Technical University

Main Topics:

Clinical Chemistry

Journal:

Sigma Journal of Engineering and Natural Sciences Vol.42 Issue 1, pp.57-62

Document Type:

Article

Publication Date:

2/2024

Document Language:

English

Document ID (Org No.):

2001312359

pISSN:

1304-7191

Bi-Univalent Functions

Quasi- Subordinations

Symmetric Conjugate Points

Issues

Article Details

Quasi subordinations for bi-univalent functions with symmetric conjugate points

Authors: Fethiye Müge Sakar | Melike Aydoğan | Zeliha Karahüseyin

Publisher: Yildiz Technical University

Main Topics: Clinical Chemistry

Journal: Sigma Journal of Engineering and Natural Sciences Vol.42 Issue 1, pp.57-62

Document Type: Article

Publication Date: 2/2024

Document Language: English

Document ID (Org No.): 2001312359

pISSN: 1304-7191

Bi-Univalent Functions

Quasi- Subordinations

Symmetric Conjugate Points

Issues

Authors:

Fethiye Müge Sakar | Melike Aydoğan | Zeliha Karahüseyin

Publisher:

Yildiz Technical University

Main Topics:

Clinical Chemistry

Journal:

Sigma Journal of Engineering and Natural Sciences Vol.42 Issue 1, pp.57-62

Document Type:

Article

Publication Date:

2/2024

Document Language:

English

Document ID (Org No.):

2001312359

pISSN:

1304-7191