朱剑峰
Personal Homepage
Paper Publications
复微分算子下调和映照的单叶半径
Hits:

Journal:数学物理学报*A辑

Place of Publication:中国科学院武汉物理与数学研究所

Key Words:调和映照,拟共形映照,Bloch常数,Landau 定理,复微分算子

Abstract:设$f(z)$为定义在单位圆盘$D$上的调和映照,定义复微分算子$L:=z\frac{\partial}{\partial z}-\bar{z} \frac{\partial}{\partial \bar{z}}$.本文在$f$满足系数条件(1.7)下,得到$L(f)$的单叶半径$\rho_0$如(1.9)式. 进而当$f$为调和$K-$拟共形映照时,得到$L(f)$的单叶半径$\rho_{K}$.

Page Number:171-178

Translation or Not:no

Date of Publication:2013-12-01

First Author:HXZ,ZJF

Personal information

Professor
Supervisor of Master's Candidates

Gender:Male

Date of Birth:1980-01-15

Education Level:博士研究生

Degree:Doctoral Degree in Science

Date of Employment:2002-07-01

E-Mail:

Status:在岗

Discipline:Basic Mathematics

You are visitors

The Last Update Time : ..


Xiamen Campus: No.668 Jimei Avenue, Xiamen, Fujian, China 361021    Quanzhou Campus: No.269 Chenghua North Rd. Quanzhou, Fujian, China 362021

MOBILE Version