1)  Cantor's diagonal argument
康托对角线法
2)  Cantor
康托
1.
Cantor s two mistakes in set theory;
康托在集合论中的两个失误
3)  Cantor set
康托集
1.
In this paper,we use the algorithm in literature [1] to cauculate the Hausdorff dimension of the class of the Cantor sets determined by the iterated function system {f1(x)=x/3,f2(x)=(x+l)/3,f3(x)=(x+2)/3;l∈Q∩(1,2)}.
利用文献[1]提出的算法,给出了由函数迭代系统{f1(x)=x/3,f2(x)=(x+l)/3,f3(x)=(x+2)/3∶l∈Q∩(1,2)}生成的一类康托集的Hausdorff维数。
2.
A class of general Cantor function φ(x) was constructed with the homogeneous Cantor set F{mi},and the characterization of function φ(x) in the homogeneous Cantor set F{mi} was investgated by applying the Cantor expansions of real numbers.
利用齐次康托集F{mi}构造一类广义康托函数φ(x)。
4)  Cantor sets
康托集
1.
Dimension of a class of Cantor sets with overlap structure;
一类具有重叠结构的康托集的维数
5)  Similarity cantor rally
类康托集
6)  G.Cantor
康托尔
参考词条
补充资料：对角线


对角线


　　对角线汇血笋‘;几，arooa几‘] 连接多边形(多面体)的不处于同一边(面)上的两个顶点的直线段.如果一个多边形的顶点个数为九，则它的对角线的条数为n扭一3)/2.
　　
说明：补充资料仅用于学习参考，请勿用于其它任何用途。