meromorphic mapping

Uniqueness theorem of meromorphic mappings intersecting hypersurfaces;

亚纯映射相交超曲面的唯一性定理

Based on the study of the relation between meromorphic mapping and moving targets,a new truncated second main theorem is proved for meromorphic mapping in several complex variables with moving targets.

通过对亚纯映射与小映射之间关系的研究,给出了一个涉及小映射的亚纯映射精简密指量形式的第二基本定理,并由此得到相应的亚纯映射唯一性定理。

The object of this thesis is to study the uniqueness problems of meromorphic func-tions and meromorphic mappings in several complex variables.

本文以多复变数的亚纯函数与亚纯映射的唯一性问题为研究对象。

On the filling discs and Borel directions of quasimeromorphic mapping of zero order;

零级拟亚纯映射的充满圆及Borel方向

Multiple value inequality of angle region and application for quasimeromorphic mappings in unit circle;

单位圆内拟亚纯映射的角域重值不等式及应用

Study the properties in Borel directions of infinite order K-quasimeromorphic mapping,and prove the existence of filling discs in Borel directions of infinite order K-quasimeromorphic mapping which generalizes the results of A.

对于平面上无限级K-拟亚纯映射在其Borel方向上的性质进行了研究,证明了无限级K-拟亚纯映射在其Borel方向上一定存在充满圆序列。

According to the definition of the Julia direction of K-quasimeromorphic mapping,this paper makes a serious exploration analysis of its concept,and has a deep study of K-quasimeromorphic mapping on the plane,which proves the existence of the Julia direction of K-quasimeromorphic mapping on the plane.

根据K-拟亚纯映射的Julia方向的定义,对其概念认真分析和探讨,对K-拟亚纯映射的Julia方向进行了进一步的研究,得到了平面上的K-拟亚纯映射的Julia方向一个结果,并证明了平面上的K-拟亚纯映射重值的Julia方向的存在性。

According to the definition of K-quasimeromorphic mapping,this article does some researches on the conception of K-quasimeromorphic mapping and the applied method of module,and proves the cover theorem of K-quasimeromorphic mapping.

根据K-拟亚纯映射的定义,对其概念认真分析和探讨,并对单位圆上的K-拟亚纯映射,应用模的方法,证明了K-拟亚纯映射的一个掩盖定理。

The T direction is extend to K-quasimeromorphic mapping of zero order.

把T方向推广到零级K-拟亚纯映射,证明了单位圆内零级K-拟亚纯映射至少存在一条关于其特征函数的T半径。

In this paper,we establish a fundamental inequality for K-quasimeromorphic mappings in an angular domain,and then use it to study the existence of Nevanlinna direction and T direction of the K-quasimeromorphic mappings.

本文建立了角域内的K-拟亚纯映射的一个基本不等式,并应用它证实了K-拟亚纯映射的Nevanlinna方向与T方向的存在性。

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

Uniqueness Theorems of Meromorphic Functions and Meromorphic Mappings in Several Complex Variables;

多复变亚纯函数及亚纯映射的唯一性定理

On Julia points of K-quasimeromorphic mappings in the unit circle;

单位圆内K-拟亚纯映射的Julia点

On Borel points of quasimeromorphic mappings in the unit circle;

关于单位圆内拟亚纯映射的Borel点

On the Nevanlinna Direction of K-quasimeromorphic Mappings;

关于拟亚纯映射的Nevanlinna方向

On the Borel Direction of Largest Type for K-quasimeromorphic Mappings of Zero Order;

零级拟亚纯映射的最大型Borel方向

The Exisience Theorem of Borel Point of Quasimeromorphic Mapping in Unit Disk;

单位圆内拟亚纯映射Borel点的存在性

THE T RADII OF ZERO ORDER K-QUASIMEROMORPHIC MAPPINGS IN THE UNITE DISK

单位圆内零级K-拟亚纯映射的T半径

Two Qualities of Julia Direction of Quasimeromorphic Mapping in the Plane;

平面内K-拟亚纯映射的Julia方向的两个性质

The Muetiple Values of K-Quasimeromorphic Mapping of the Unit Disk in the Its Filling Disks;

单位圆内K-拟亚纯映射在其充满圆内的重值

On the filling discs and Borel directions of quasimeromorphic mapping of zero order;

关于零级拟亚纯映射的充满圆及Borel方向

Multiple value inequality of angle region and application for quasimeromorphic mappings in unit circle;

单位圆内拟亚纯映射的角域重值不等式及应用

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

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

The Reaseach and Proof on a Cover Theorem of K-quasimeromorphic Mapping;

关于K-拟亚纯映射的一个掩盖定理的研究及其证明

On the Existence and Decision Theorem of the Maximum Type Borel Point of Quasi-meromorphic Mappings in the Unit Circle

单位圆内拟亚纯映射的最大型Borel点的存在性及其性质

Proper Holomorphic Mappings Between General Hartogs Triangles of Different Dimensions

不等维广义Hartogs三角形之间的逆紧全纯映射

&Keystroke mapping:

键盘映射(&K):

Name translation: Unable to perform purely syntactical mapping at the client without going out to the wire.

名称转换: 不接到线上，无法在客户端执行纯粹的语法映射。