摘要
在两类双单叶Bazilevic函数类的引入应用下,采用分析技巧研究Fekete-Szegö不等式.在完成f(x)∈M^(uλ)_(Σ)(ϕ)、f(x)∈H_(Σ)(u,λ,k)两类双单叶定义定理分析后探讨推论结果,所获取的第三项系数估计实现了对部分双单叶函数已有结果的改进.
With the introduction and application of two classes of biunivalent Bazilevic̆functions,the Fekete-Szegöinequality is studied by using analytical techniques.After the analysis of the definition theorems of two classes of biunivalent functions,f(x)∈M^(uλ)_(Σ)(ϕ)and f(x)∈H_(Σ)(u,λ,k),the inference results are discussed.The third coefficient estimation obtained improves the existing results of some biunivalent functions.
作者
张亚
ZHANG Ya(Public Teaching Department,Chuzhou City Vocational College,Chuzhou,Anhui 239000,China)
出处
《宁德师范学院学报（自然科学版）》
2024年第1期4-9,共6页
Journal of Ningde Normal University(Natural Science)
作者简介
张亚(1981-),男,副教授.E-mail:1577069548@qq.com。
