C^2中整函数所表示的实范数的增长相关性质  

Relevant Growth Properties of Real Measure as Represented by Entire Function in C2-space

作　　者：刘玉成[1] 

机构地区：[1]荆门职业技术学院学报编辑部,湖北荆门448000

出　　处：《荆门职业技术学院学报》2005年第3期57-59,共3页Journal of Jingmen Technical College

基　　金：湖北省教育厅重点科研项目(B类)(项目编号2003X061).

摘　　要：将复变量整函数引入C2中,作为一个范数来研究,并比较这一类范数与Euclidean范数的异同,初步探讨了一般整函数表示的实范数、调和整函数所表示的实范数的相关性质,以及整函数的确界性质,以作为研究整函数的增长性的基础.The thesis puts complex variable into C2-space and studies it as a measure. After comparing and contrasting it with Euclidean measure, it discusses the relevant properties of real measure of general entire function and those of the harmonic function, as well as the suprimum of entire function so as to lay foundation for the growth research of the entire function.

关 键 词：整函数 调和函数 增长性 C^2 实范数 单复变函数 

分 类 号：O174.5[理学—数学]