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Hui Rao
Observed names:
H. Rao,
HUI RAO,
Rao Hui,
Rao, Hui
Institutions:
Wuhan University of Technology,
Central China Normal University
Observed institutions:
Chinese University of Hong Kong,
Tsuda University,
Wuhan University of Technology,
Utah Valley University,
Wuhan University,
Central China Normal University,
Tsinghua University
show all 7
ORCID:
0000-0003-4172-6716
Observed ORCID:
0000-0003-4172-6716
OpenAlex ID:
A5014257545
Lipschitz equivalence of self-similar sets
2006
·
Hui Rao
, Huo-Jun Ruan
, et al.
·
Comptes Rendus Mathématique
·
87
Relationships between Different Dimensions of a Measure
2002
·
Ai-Hua Fan
, Ka-Sing Lau
, et al.
·
Monatshefte für Mathematik
·
76
Iterated Function Systems with Overlaps and Self-Similar Measures
2001
·
Ka-Sing Lau
, Sze-Man Ngai
, et al.
·
Journal of the London Mathematical Society
·
74
A Class of Self-Similar Fractals with Overlap Structure
1998
·
Hui Rao
, Zhi-Ying Wen
·
Advances in Applied Mathematics
·
72
On the Structures and dimensions of Moran sets
2000
·
Su Hua
, Hui Rao
, et al.
·
Science in China Series A Mathematics
·
68
Lipschitz equivalence of Cantor sets and algebraic properties of contraction ratios
2011
·
Hui Rao
, Huo-Jun Ruan
, et al.
·
Transactions of the American Mathematical Society
·
62
PDF
On the open set condition for self-similar fractals
2005
·
Christoph Bandt
, Nguyen Hung
, et al.
·
Proceedings of the American Mathematical Society
·
59
PDF
Atomic surfaces, tilings and coincidence I. irreducible case
2006
·
Shunji Ito
, H. Rao
·
Israel Journal of Mathematics
·
50
Topological Structure of Self-similar Sets
2002
·
JUN LUO
, HUI RAO
, et al.
·
Fractals
·
48
Topology and separation of self-similar fractals in the plane
2007
·
Christoph Bandt
, Hui Rao
·
Nonlinearity
·
39
PDF
Topological structure of fractal squares
2016
·
Ka-sing Lau
, Jun Jason Luo
, et al.
·
38
A certain finiteness property of Pisot number systems
2004
·
Shigeki Akiyama
, Hui Rao
, et al.
·
Journal of Number Theory
·
38
Gap sequence, Lipschitz equivalence and box dimension of fractal sets
2008
·
Hui Rao
, Huo-Jun Ruan
, et al.
·
Nonlinearity
·
35
New criteria for canonical number systems
2004
·
Shigeki Akiyama
, Hui Rao
·
Acta Arithmetica
·
35
PDF
Expanding Polynomials and Connectedness of Self-Affine Tiles
2004
·
Ibrahim Kirat
, Ka-Sing Lau
, et al.
·
Discrete & Computational Geometry
·
32
PDF
Purely periodic 𝛽-expansions with Pisot unit base
2004
·
Shunji Ito
, Hui Rao
·
Proceedings of the American Mathematical Society
·
31
PDF
On substitution invariant Sturmian words: an application of Rauzy fractals
2007
·
Valérie Berthé
, Hiromi Ei
, et al.
·
RAIRO - Theoretical Informatics and Applications
·
30
PDF
Spectral structure of digit sets of self-similar tiles on ℝ¹
2013
·
Chun-Kit Lai
, Ka-Sing Lau
, et al.
·
Transactions of the American Mathematical Society
·
27
PDF
Atomic surfaces, tilings and coincidences II. Reducible case
2006
·
Hiromi Ei
, Shunji Ito
, et al.
·
Annales de l’institut Fourier
·
27
PDF
Affine embeddings and intersections of Cantor sets
2014
·
De-Jun Feng
, Wen Huang
, et al.
·
Journal de Mathématiques Pures et Appliquées
·
26
On one-dimensional self-similar tilings and 𝑝𝑞-tiles
2002
·
Ka-Sing Lau
, Hui Rao
·
Transactions of the American Mathematical Society
·
25
PDF
Hausdorff Measure of Homogeneous Cantor Set
2001
·
Cheng Qin Qu
, Hui Rao
, et al.
·
Acta Mathematica Sinica
·
23
Higher dimensional Frobenius problem and Lipschitz equivalence of Cantor sets
2015
·
Hui Rao
, Yuan Zhang
·
Journal de Mathématiques Pures et Appliquées
·
21
PDF
Classification of tile digit sets as product-forms
2016
·
Chun-Kit Lai
, Ka-Sing Lau
, et al.
·
Transactions of the American Mathematical Society
·
16
PDF
Lipschitz Equivalence of Self-Similar Sets: Algebraic and Geometric Properties
2013
·
Hui Rao
, Huo-Jun Ruan
, et al.
·
Contemporary mathematics - American Mathematical Society
·
12
PDF
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Works count:
69
Citation count:
1,244
H-index:
22
I10-index:
33
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