ABSTRACT

The prime purpose of this article aims to establish connections between various sub-classes of harmonic univalent mappings by applying a convolution operator associated with the well-known Wright function. In particular, the inclusion relations among Goodman–Rønning-type harmonic univalent mappings, harmonic k-uniformly convex mappings and harmonic k-uniformly starlike mappings in the plane are established.

中文翻译：

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与 Wright 函数相关的平面调和映射的包含属性

摘要

本文的主要目的是通过应用与著名的 Wright 函数相关联的卷积算子，在谐波单价映射的各个子类之间建立连接。特别地，建立了平面内Goodman-Rønning型调和单价映射、调和k-一致凸映射和调和k-一致星形映射之间的包含关系。