基本释义:

拟星形映射

网络释义

1)starlike mapping,拟星形映射

2)starlike mapping,星形映射

3)quasiconformal mapping,拟共形映射

4)quasiconformal mappings,拟共形映射

5)quasi-conformal mapping,拟共形映射

6)parabolic starlike mappings,抛物星形映射

用法和例句

Characterization of quasiconformal mappings on Heisenberg group by Royden algebra;

Heisenberg群上的拟共形映射的Royden代数刻画

On the Julia direction of quasiconformal mapping;

关于拟共形映射的Julia方向

Extremal mappings is the main topics in the theory of quasiconformal mappings.

拟共形映射的极值问题是拟共形映射理论中的重要课题,将考虑曲面R=Ui∈IRi上的极值问题,其中每个Ri为双曲Riemman曲面,Ri∩Rj=,i≠j,I为可数非空指标集。

The theory of quasiconformal mappings in the complex plane is well developed and plays important roles in study of Teichmuller spaces, Riemann surfaces, Fuchian group and complex dynamic systems, etc.

拟共形映射理论在Teichmüller空间、Riemann曲面、Fuchian群和复动力系统中都有重要的应用。

The present dissertation consisting of four chapters is concerned with some problems in the inner radius of univalence and a Schwarz type theorem for quasiconformal mappings.

区域的单叶性内径是单叶函数,拟共形映射与万有Teichm(u|¨)ller空间中的核心问题之一,它也是目前复分析学者们比较感兴趣的研究问题之一。

In this paper,According to synthesis principle of extremal length on annulus and the dilatation quotient of quasi-conformal mapping,we get the generalization of lamma 1.

通过圆环上极值长度的合成原理及K-拟共形映射的局部伸缩商得到性质:若f∶{z|r1<|z|

In this paper, we investgated: parabolic starlike mappings、parabolic starlike map-pings of orderρ、parabolic and spiralike mappings of typeβ、parabolic and spiralikemappings of typeβand orderρ.

本文中,我们分别在C~n、复Hilbert和复Banach空间中研究了:抛物星形映射、ρ次的抛物星形映射、抛物形的β型螺形映射和ρ次的抛物形的β型螺形映射。

Ouasiconformal Mappings and Lipschitz Conditions;

拟共形映射和Lipschitz条件

Extremal Problems of Quasiconformal Mappings and Schwarzian Derivatives;

拟共形映射极值问题和Schwarz导数

Approximation of Quasiconformal Mappings and Analytic Functions by Circle Packings;

拟共形映射与解析函数的圆填充逼近

District Constants and Their Changes under the Quasiconformal Mappings;

区域常数及其在拟共形映射下的变化

Estimation of the Dilatation Function of Quasiconformal Extension

关于拟共形映射扩张的伸缩商的估计

The Application of the Quasiconformal Function Theory to the Linearizable Problems;

拟共形映射理论在线性化问题中的应用

Some Problems on Quasiconformal Mappings and the inner Radius of Univalency;

拟共形映射与单叶性内径中的若干问题

The Inner Radius of Univalence and a Schwarz Type Theorem for Quasiconformal Mappings

拟共形映射中区域的单叶性内径与Schwarz型定理

The Fundamental Inequality of K-quasiconformal Meromorphic Mappings and its Application;

K-拟共形亚纯映射的基本不等式及其应用

Conformal Change of Locally Minkowski Space;

局部Minkowski空间的共形映射

Quasiconformal Mappings and Their Applications to Harmonic Mappings;

拟共形映照及其在调和映照中的应用

The Largest Borel Point and the Fill-up Discs of Zero-Order Quasiconformal Meromorphic Mapping in the Plane;

平面内零级拟共形亚纯映射的最大Borel点及其充满圆

Conformal and Projective Changes of Finsler Space;

Finsler空间的射影与共形映射

On Conformal Transformations in Projectively flat Finsler space;

射影平坦Finsler空间的共形映射

Definition of Quasiconformal Mappings in Loewner Space;

Loewner空间中拟共形映照的定义

Beltrami Coefficient and the Boundary Value Problems of Quasiconformal Mappings;

Beltrami系数与拟共形映照的边界值问题

On a Variational Lemma of Extremal Quasiconformal Mappings;

关于极值拟共形映照的一个变分引理

Derivation of kramers connecting formula by conformal maping;

Kramers连接式的共形映射法推导