1) cantor dust
Cantor尘
1.
An simple method is used to give the Hausdorff measure for a kind of Cantor dust in R3.
用相当简洁和初等的办法给出了三维欧氏空间中一类Cantor尘Hausdorff测度的精确值,这也可看作已有结果的另一证明。
2.
In the paper, start from the geometry properties of self\|similar sets, we obtain Hausdorff measure of Cantor dust use of elementary method.
本文从自相似集的几何性质出发 ,用初等的方法得到了 Cantor尘的 Hausdorff测度 。
2) Cantor set(dust)
Cantor集(尘)
3) similar fractal
m分Cantor尘
1.
According the properties of similar fractal geometry, we obtain the exact Hausdorff measure value of a kind of m-Cantor dust, which is extension about the exact Hausdorff measure value of 4-Cantor dust and 4-Sierpinski carpet.
给出了m分Cantor尘的几何结构,利用几何度量关系对m分Cantor尘的Hausdorff测度准确值进行研究。
4) Cantor set
Cantor集
1.
Hausdorff measure of m non-uniform Cantor set;
m分非均匀Cantor集的Hausdorff测度
2.
About "Cantor set s Paradox ";
关于“Cantor集的‘悖论’”
3.
Start with the unit interal [0,1],using a sequence of decreasing dissection ratios,gets a Cantor set and give its box-counting dimension when the sequence limit exists.
以[0,1]区间为研究对象,利用单调递减的分割比例序列构造了Cantor集E,给出了该序列极限状态下E的盒维数。
5) cantor sets
Cantor集
1.
Hausdorff dimension of generalized Cantor sets;
一类广义Cantor集的Hausdorff维数
2.
Discusses the intersection of two general Cantor sets,and getssome dimension pro-perties of these sets under certain conditios by the dimension properties of Moran sets.
讨论了由两个广义Cantor集相交生成的分形集,利用Moran集的维数性质,探讨了在满足一定条件下此分形集合的维数性质。
3.
The authors discuss the self-similarity of unions of three Cantor sets.
讨论了三个Cantor集平移并的自相似性,利用Cantor展式,确立了C∪(C+α)∪(C+β)为自相似集时,α,β的取值范围,同时证明了当β的Cantor展式中全为2时C∪(C+α)∪(C+β)不是自相似集。
6) Cantor bouquet
Cantor束
补充资料：不尘
1.不玷污。
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