C^n空间拟可递有界域的两个性质  

Two Characters of Quasi-homoqeneous Bounded Domain in C^n Space

作　　者：柯婉虹[1] 陈纪阳[1] 

机构地区：[1]闽江学院数学系,福建福州350002

出　　处：《闽江学院学报》2005年第2期22-24,77,共4页Journal of Minjiang University

摘　　要：本文引入拟可递有界域的概念,它是可递城的一种推广形式,并证明了拟可递有界城其Bergmann度量是完备的,在此城上Schwarz常数存在。这些结果是可递城上相应性质的推广。The concept of quasi-homoqeneous domain is introduced in this paper. The quasi-homoqeneous domain is a form of spreading homoqeneous domain. It proves that the Bergmann metric of quasi-homoqeneous domain is complete and the Sshwarz constant exists in the domain. These results are the same as the spread of homoqeneous domain.

关 键 词：拟可递域 Bergrnann度量 域的Schwarz常数 

分 类 号：O174.56[理学—数学]