The Growth Theorem of a Kind of Spirallike Mappings on Bounded Balanced Pseudoconvex Domain

摘要:

给出有界平衡域上一类螺旋映射的参数表示,作为应用建立了其增长定理,进一步给出了这类映射即星形映射的一个刻画.所讨论的域是非常广泛的,包括了复椭球和四类典型域,这些结果涵盖了先前已知的结果.

In this paper,the parametric representation of a kind of spirallike mappings is given on bounded balanced pseudoconvex domain.As a direct application the growth theorem is set up.Moreover,a character of starlike mappings and a kind of spirallike mappings is obtained.In this paper,the domain is very broad,including the ellipsoid and four types of classical domains.

作者:

丁仲荐

机构地区:

河南大学数学与统计学院

出处:

《betway官方app 学报：自然科学版》 CAS 北大核心 2017年第5期14-18,共5页

基金:

国家自然科学基金(11471098)

关键词:

平衡域 螺旋映射 增长定理

balanced pseudoconvex domain spirallike mapping growth theorem

分类号:

O17 [理学—基础数学]

有界平衡域上一类螺旋映射的增长定理.pdf