Connections between normalized Wright functions with families of analytic functions with negative coefficients

S. Joshi, S. S. Joshi, H. Pawar, D. Ritelli
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Abstract

Abstract In this article we present sufficient conditions that ensures that normalized Wright functions belong to certain subclasses of analytic univalent functions with negative coefficients in the unit disc 𝒰 {\mathcal{U}} . We also provide some geometric properties of integral transforms involving normalized Wright functions.
归一化莱特函数与负系数解析函数族之间的联系
摘要本文给出了归一化莱特函数在单位圆盘 {\mathcal{U}}上属于负系数解析一元函数的某些子类的充分条件。并给出了涉及归一化莱特函数的积分变换的一些几何性质。
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