典型文献
Koebe Type Theorems and Pre-Schwarzian of Harmonic K-quasiconformal Mappings,and Their Applications
文献摘要：
In this article,we first establish an asymptotically sharp Koebe type covering theorem for harmonic K-quasiconformal mappings.Then we use it to obtain an asymptotically Koebe type distortion theorem,a coefficients estimate,a Lipschitz characteristic and a linear measure distortion theorem of harmonic K-quasiconformal mappings.At last,we give some characterizations of the radial John disks with the help of pre-Schwarzian of harmonic mappings.
文献关键词：
中图分类号：
作者姓名：
Shao Lin CHEN;Saminathan PONNUSAMY
作者机构：
College of Mathematics and Statistics,Hengyang Normal University,Hengyang 421002,P.R.China;Hunan Provincial Key Laboratory of Intelligent Information Processing and Application,Hengyang 421002,P.R.China;Department of Mathematics,Indian Institute of Technology Madras,Chennai-600 036,India
文献出处：
引用格式：
[1]Shao Lin CHEN;Saminathan PONNUSAMY-.Koebe Type Theorems and Pre-Schwarzian of Harmonic K-quasiconformal Mappings,and Their Applications)[J].数学学报（英文版）,2022(11):1965-1980
A类：
Koebe,Schwarzian,quasiconformal
B类：
Type,Theorems,Pre,Harmonic,Mappings,Their,Applications,In,this,article,we,first,establish,asymptotically,sharp,type,covering,theorem,harmonic,mappings,Then,use,obtain,distortion,coefficients,estimate,Lipschitz,characteristic,linear,measure,At,last,give,some,characterizations,radial,John,disks,help,pre
AB值：
0.533149
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