In this paper,we extend some properties of holomorphic maps to Banach spaces,and use these properties to study convex maps and starlike maps in bounded domains in C￣n.
本文将全纯映射的若干性质推广到Ｂａｎａｃｈ空间，并应用这些性质研究有界域中的凸映射与星形映射。
Then a suitable holomorphic mapping is constructed,and the corresponding approximate value is obtained in image space.
该方法处理反问题的主要思路是先求解相对应的正问题,获得解在特定时间网格处的近似值;然后构造一个合适的全纯映射,在象空间中获得解在时间网格对应点处的近似值;最后利用解析函数的唯一延拓性质实现反问题的逆时间反演。
Furthermore,the properties of the set of Wolff points of a holomorphic self-map defined on the Hartogs triangle are investigated.
利用多复格林函数给出了全纯映射的Wolff点的新定义,进而研究了区域Hartogs三角形上全纯自映射的Wolff点集的性质。
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
Do not map to safecall
不作映射到安全调用
SafeCall function mapping:
安全调用函数映射:
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
Spirallike Mappings of Type β and Linear Invariante Family of Biholomorphic Mappings
双全纯的β型螺形映照与线性不变族
On the Growth and Covering Theorem for Normalized Biholomorphic Mappings
正规化双全纯映照的增长和掩盖定理
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
You can map global variables to input parameters.
可以将全局变量映射到输入参数。
