瞿燕辉｜清华大学｜学者主页

期刊论文

2025

Cantor spectrum for multidimensional quasi-periodic Schrödinger operators

B. Helffer, Qinghui Liu, Yan-Hui Qu, Qi Zhou

Forum of Mathematics, Sigma

DOI

2023

Almost sure dimensional properties for the spectrum and the density of states of Sturmian Hamiltonians

Jie Cao, Yan-Hui Qu

Advances in Mathematics

DOI

2021

The Spectrum of Period-Doubling Hamiltonian

Qing-Hui Liu, Yan-Hui Qu, Xiao Yao

Communications in Mathematical Physics

DOI

2018

Positive Hausdorff Dimensional Spectrum for the Critical Almost Mathieu Operator

B. Helffer, Qing-Hui Liu, Yan-Hui Qu, Qi Zhou

Communications in Mathematical Physics

DOI

2018

POSITIVE HAUSDORFF DIMENSIONAL SPECTRUM FOR THE CRITICAL ALMOST MATHIEU OPERATOR

Bernard Helffer, Qinghui Liu, Yan-Hui Qu, Qi Zhou

HAL (Le Centre pour la Communication Scientifique Directe)

2017

Unbounded Trace Orbits of Thue–Morse Hamiltonian

Qing-Hui Liu, Yan-Hui Qu, XIAO-TING Yao

DOI

2016

The Spectral Properties of the Strongly Coupled Sturm Hamiltonian of Eventually Constant Type

Yan-Hui Qu

Annales de l'Institute Henri Poincare. Physique theorique

DOI

2016

Exact-dimensional property of density of states measure of Sturm Hamiltonian

Yan-Hui Qu

DOI

2016

Continuous spectrum for a class of smooth mixing Schrödinger operators

B. Fayad, Yan-Hui Qu

Ergodic Theory and Dynamical Systems

DOI

2015

On the Hausdorff Dimension of the Spectrum of the Thue–Morse Hamiltonian

Qing-Hui Liu, Yan-Hui Qu

Communications in Mathematical Physics

DOI

2015

"Mixed spectral nature" of Thue--Morse Hamiltonian

Qing-Hui Liu, Yan-Hui Qu, XIAO-TING Yao

2014

ITERATION OF POLYNOMIAL PAIR UNDER THUE-MORSE DYNAMIC

Qing-Hui Liu, Yan-Hui Qu

2014

Transport Exponents of Sturmian Hamiltonians

David Damanik, A. Gorodetski, Qing-Hui Liu, Yan-Hui Qu

DOI

2013

The fractal dimensions of the spectrum of Sturm Hamiltonian

Qing-Hui Liu, Yan-Hui Qu, Z. Wen

DOI

2012

On the higher-dimensional multifractal analysis

J. Barral, Yan-Hui Qu

DOI

2011

Multifractals in Weyl asymptotic distribution

J. Barral, Yan-Hui Qu

DOI

2011

Uniform Convergence of Schrödinger Cocycles over Bounded Toeplitz Subshift

Qing-Hui Liu, Yan-Hui Qu

Annales de l'Institute Henri Poincare. Physique theorique

DOI

2011

Localized asymptotic behavior for almost additive potentials

J. Barral, Yan-Hui Qu

DOI

2011

Uniform Convergence of Schrödinger Cocycles over Simple Toeplitz Subshift

Qing-Hui Liu, Yan-Hui Qu

DOI

2010

Maximal pattern complexity of higher dimensional words

Yan-Hui Qu, H. Rao, Z. Wen, Yu-Mei Xue

Journal of Combinatorial Theory

DOI

2006

分形测度的比较，周期β展式与高维周期词

瞿燕辉

《清华大学》

2005

分形测度的比较

瞿燕辉，文胜友，文志英

《中国科学:数学》

2005

Periods of β-expansions and linear recurrent sequences

Yan-Hui Qu, H. Rao, Ya-Min Yang

DOI

2005

Comparison of fractal measures

Yanhui Qu, Sheng-You Wen, Z. Wen

DOI

预印本

2026

The Hausdorff dimension of the spectrum of the Thue-Morse Hamiltonian

Qinghui Liu, Yan-Hui Qu

arXiv (Cornell University)

DOI

2015

Spectral Properties of Schrödinger Operators With Pattern Sturmian Potentials

David Damanik, Qinghui Liu, Yan-Hui Qu

arXiv (Cornell University)

DOI

瞿燕辉

精选作品

期刊论文

Cantor spectrum for multidimensional quasi-periodic Schrödinger operators

Almost sure dimensional properties for the spectrum and the density of states of Sturmian Hamiltonians

The Spectrum of Period-Doubling Hamiltonian

Positive Hausdorff Dimensional Spectrum for the Critical Almost Mathieu Operator

POSITIVE HAUSDORFF DIMENSIONAL SPECTRUM FOR THE CRITICAL ALMOST MATHIEU OPERATOR

Unbounded Trace Orbits of Thue–Morse Hamiltonian

The Spectral Properties of the Strongly Coupled Sturm Hamiltonian of Eventually Constant Type

Exact-dimensional property of density of states measure of Sturm Hamiltonian

Continuous spectrum for a class of smooth mixing Schrödinger operators

On the Hausdorff Dimension of the Spectrum of the Thue–Morse Hamiltonian

"Mixed spectral nature" of Thue--Morse Hamiltonian

ITERATION OF POLYNOMIAL PAIR UNDER THUE-MORSE DYNAMIC

Transport Exponents of Sturmian Hamiltonians

The fractal dimensions of the spectrum of Sturm Hamiltonian

On the higher-dimensional multifractal analysis

Multifractals in Weyl asymptotic distribution

Uniform Convergence of Schrödinger Cocycles over Bounded Toeplitz Subshift

Localized asymptotic behavior for almost additive potentials

Uniform Convergence of Schrödinger Cocycles over Simple Toeplitz Subshift

Maximal pattern complexity of higher dimensional words

分形测度的比较，周期β展式与高维周期词

分形测度的比较

Periods of β-expansions and linear recurrent sequences

Comparison of fractal measures

预印本

The Hausdorff dimension of the spectrum of the Thue-Morse Hamiltonian

Spectral Properties of Schrödinger Operators With Pattern Sturmian Potentials

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