1) Cantor five dividing set
康托五分集
2) Cantor seven dividing set
康托七分集
1.
In this paper, on the basis of Cantor ternaty sets, Cantor five dividingsets, Cantor seven dividing sets and Cantor 2k + 1 dividing sets (where k is an arbi-traty given natural number) are defined, and their some properties are given.
本文在康托三分集的基础上定义了康托五分集,康托七分集,康托2k+1(其中k是任意给定的自然数)分集,并给出了它们的一些性质,同时,在给定的范围内推广了康托函数的定义及性质。
3) 3-part cantor set
三分康托集
1.
In my paper,a construction of fractral sets satisfying dimBF<dimBF and easy to proof and explanation are given by using a change of 3-part cantor set.
文章利用三分康托集的一个变化,构造出一种较简单且易验证和说明的满足dimBF
4) Kangtuo Three Division Theory
康托三分集
1.
A proof method of properties of Kangtuo Three Division Theory;
康托三分集几个性质的一种证明方法
5) 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)。
3.
The related parameter of a class Cantor sets with overlaps is classified according to the difference of overlaps structure.
本文主要研究了几类具有重叠结构的分形集的维数,同时并研究一类具有重叠结构的康托集,并针对其重叠结构类型的不同,对相关参数进行了分类。
6) 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
补充资料：五分
【五分】
（杂语）无著菩萨之著论有五部。对于十支论，故曰五分。(参见：五部大论)。【又】五分法身也。(参见：五分法身)
（杂语）无著菩萨之著论有五部。对于十支论，故曰五分。(参见：五部大论)。【又】五分法身也。(参见：五分法身)
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条