豪斯多夫维数
数学
有效尺寸
维数(图论)
填料尺寸
分形维数
分形
Minkowski–Boul尺寸
网络的分形维数
维度函数
豪斯多夫空间
纯数学
Urysohn与完全Hausdorff空间
组合数学
箱式计数
离散数学
Hausdorff测度
Lebesgue覆盖尺寸
豪斯多夫距离
多重分形系统
复杂尺寸
拓扑(电路)
作者
YI LU,Jingjing Chen,YUXING GAOZHENG,Qin Wang
出处
期刊:Fractals
[World Scientific]
日期:2026-01-01
卷期号:34 (05)
标识
DOI:10.1142/s0218348x26500325
摘要
For [Formula: see text]-flower networks [Formula: see text] we investigate their Hausdorff dimension proposed by Zeng and Xi [Hausdorff dimension of a family of networks, Fractals 31 (2023) 2350016; Hausdorff dimensions of flower networks and Hanoi graphs, Fractals 31(7) (2023) 2350064] and obtain [Formula: see text] We find out that the Hausdorff dimension is quite different from its fractal dimension [Formula: see text] introduced by Song et al. [Self-similarity of complex networks, Nature 433 (2005) 392–395].
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