Upper bounds of the logarithmic coefficients for some subclasses of analytic functions

Author:

Analouei Adegani Ebrahim,Jafari Mostafa,Bulboacă Teodor,Cho Nak Eun

Abstract

AbstractDue to the major importance of the study of the logarithmic coefficients for univalent functions, in this paper we find the sharp upper bounds for some expressions associated with logarithmic coefficients of functions that belong to some well-known classes of analytic functions in the open unit disk of the complex plane.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Discrete Mathematics and Combinatorics,Analysis

Reference26 articles.

1. Adegani, E.A., Bulboacă, T., Hameed Mohammed, N., Zaprawa, P.: Solution of logarithmic coefficients conjectures for some classes of convex functions. Math. Slovaca (in press)

2. Adegani, E.A., Cho, N.E., Jafari, M.: Logarithmic coefficients for univalent functions defined by subordination. Mathematics 7, 408 (2019)

3. Alimohammadi, D., Adegani, E.A., Bulboacă, T., Cho, N.E.: Logarithmic coefficient bounds and coefficient conjectures for classes associated with convex functions. J. Funct. Spaces 2021, 6690027 (2021)

4. Alimohammadi, D., Adegani, E.A., Bulboacă, T., Cho, N.E.: Logarithmic coefficients for classes related to convex functions. Bull. Malays. Math. Sci. Soc. 44, 2659–2673 (2021)

5. Alimohammadi, D., Cho, N.E., Adegani, E.A., Motamednezhad, A.: Argument and coefficient estimates for certain analytic functions. Mathematics 8, 88 (2020)

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