论文标题
$ n $二维Sierpiński地毯的表征是封闭球的反限制
Characterization of the $n$-dimensional Sierpiński carpet as an inverse limit of closed balls
论文作者
论文摘要
在本文中，对于任何维度，将sierpiński地毯描述为从圆盘到球体的限制图的tshishiku和walsh定理。
In this paper we generalize, for any dimension, a theorem of Tshishiku and Walsh that characterizes the Sierpiński carpet as a limit set of maps from the disc to the sphere.
