曲阜师范大学学报（自然科学版）2019，Vol.45Issue(1)：13-22,10.DOI:10.3969/j.issn.1001-5337.2019.1.013
一类由卷积定义的解析函数类的Fekete-Szeg(o)问题
Fekete-Szeg(o) Problem for a Subclass of Analytic Functions Defined by Convolution
摘要
Abstract
In this paper,we introduce a new subclass of analytic functions S γ (λ,h,φ),which is defined by convolution.By using the analytical method and technique,we obtain estimates of 丨 a2 丨,丨 a3 丨 and Fekete-Szeg(o) inequalities for functions in this new subclass.Fekete-Szeg(o) inequality of its subclasses denoted by operator is obtained as special cases from our results,which generalize the results of some authors.关键词
解析函数/单叶函数/卷积/Fekete-Szeg(o)不等式/Komatu积分算子/Dziok-Srivastava算子/Zeta函数Key words
analytic function/univalent function/convolution/Fekete-Szeg(o) inequality/Komatu integral operator/Dziok-Srivastava operator/Zeta function分类
数理科学引用本文复制引用
郭栋,李宗涛..一类由卷积定义的解析函数类的Fekete-Szeg(o)问题[J].曲阜师范大学学报（自然科学版）,2019,45(1):13-22,10.基金项目
Natural Science Foundation of Anhui provincial Department of Education (KJ2015A372 （）
KJ2018A0833) （）
Dr start project in Guangdong province(2016A030310106) （2016A030310106）
the key cultivated project at school level of the National Science Fund of Guangzhou Civil Aviation College(18X0433). （18X0433）
