论文标题
Al-Oboudi操作员定义的新的K-均匀谐波功能
New class of k-uniformly harmonic functions defined by Al-Oboudi operator
论文作者
论文摘要
在本文中，我们使用Al-Oboudi操作员介绍了$ k $ -ush $（u，v，α，λ）$，该操作员是$ k $均匀谐波功能的子类。在本文中也定义和研究了$ k $ -ush $（u，v，α，λ）$的子类$ k $ -uth $（u，v，α，λ）$（u，v，α，λ）$。还研究了属于$ k $ -uth $（u，v，α，λ）$的功能的极端点，失真界限，卷积条件和凸组合。
In this paper, we introduce the class $k$-USH $(u,v,α,λ)$ using Al-Oboudi operator which is a subclass of $k$-uniformly harmonic functions. A subclass $k$-UTH $(u,v,α,λ)$ of $k$-USH $(u,v,α,λ)$ is also been defined and studied in this paper. Extreme points, distortion bounds, convolution condition and convex combination of functions belonging to the class $k$-UTH $(u,v,α, λ)$ are also studied.
