摘要
对n维实数空间上紧的可数集的计盒维数的若干性质进行讨论。由于计盒维数不具有可数稳定性,对任意的大于等于零小于等于n实数s,构造n维实数空间上紧的可数集F,使得F的计盒维数等于s。
This paper discusses some characters of countable compact sets in n -dimension real number space Rn . Since box dimension doesn't have countable stabilization, for all positive number s<n, where is a integer, we can find a countable compact set F of Rn whose box dimension equals to s.
出处
《沙洲职业工学院学报》
2002年第2期1-4,共4页
Journal of Shazhou Professional Institute of Technology
