摘要
通过采用三进制表示法,将康托三分集中的数用三进制表示,通过建立一一对应关系从而证明了康托三分集是完备的、列紧的、不可数集。
In this paper, the author utilized ternary representation to denote Kangtuo Three Division Iheory with ternary representation. With defining a one- to- one map, we proved that the Kangtuo Three Division Theory is perfect, compact, and uncoumtable.
出处
《平顶山工学院学报》
2007年第3期70-72,共3页
Journal of Pingdingshan Institute of Technology
关键词
度量空间
康托三分集
不可数集
证明方法
metric spaees
Kangtuo Three Division Theory
uncountable set
proof method
