n维复投影空间上全纯曲线值分布的Julia方向  

THE JULIA DIRECTIONS OF THE VALUE DISTRIBUTION OF HOLOMORPHIC CURVES IN P^n(C)

作　　者：王冰冰[1] 

机构地区：[1]洛阳理工学院数理部,河南洛阳471023

出　　处：《数学杂志》2009年第4期505-508,共4页Journal of Mathematics

摘　　要：本文研究了值分布的一个分支-幅角分布论中的Julia方向存在性定理.利用A.Eremenko得到的Picard型定理建立了复投影空间上的全纯曲线与代数超曲面相联系的Julia方向存在性定理;并给出一例子作为对定理的补充.In this paper, we discuss the Julia directions of the argument distribution theory, which is one active topic of the value distribution theory. Following the theorem of Tu and using A. Eremenko＇s Picard- type theorem, we obtain Julia direction existence theorems for holomorphic curves in related to algebraic hypersurfaces located in general positions And an example is given to illustrate our results.

关 键 词：代数超曲面 复投影空间 全纯曲线 JULIA方向 值分布理论 

分 类 号：O174.56[理学—数学]