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Coefficient Estimates for A Subclass of Analytic Bi-Univalent Involving Faber Polynomial and Fox-Wright Function

机译:涉及Faber多项式和Fox-Wright函数的分析双单体的子类系数估计

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This paper is emphasizing on the class of analytic function which is univalent in the open unit disc. The main objective is to study the new subclasses of bi-univalent involving Faber polynomial with Fox-Wright function. In this work, we determine the estimates for the coefficient boundof the functions in this class by considering a general subclass of analytic bi-univalent functions. Relevant connections with earlier known results are made.
机译:本文正在强调开放式单位光盘中单价的分析功能类。主要目的是研究涉及与Fox-Wright功能的Biber多项式的Bi-单机的新亚类。在这项工作中,我们通过考虑分析双单价职能的一般子类,确定本类中函数的系数统治的系数估计。制作与早期已知结果的相关联系。

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