Huichi Huang

activity

20122026

most citedFaithful compact quantum group actions on connected compact metrizable spaces

28 citations · 34 across the 14 of their papers we have counts for

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5 papers · 1 filter

math.DS2019

Strongly Independent Matrices and Rigidity of $\times A$ -Invariant Measures on $n$ -Torus

Huichi Huang, Hanfeng Li, Enhui Shi +1

We introduce the concept of strongly independent matrices over any field, and prove the existence of such matrices for certain fields and the non-existence for algebraically closed…

math.DS2018

Strongly Independent Matrices and Applications on the Rigidity of $A$ -Invariant Measures on $n$ -Torus

Huichi Huang, Enhui Shi, Hui Xu

We introduce the notion of strongly independent matrices and show the existence of strongly independent matrices in $G L (n, Z)$ over $Z^{n} ∖ {0}$ when $2 n + 1$ …

math.DS2016

Continuous $\times p, \times q$ -invariant measures on the unit circle

Huichi Huang

We express continuous $\times p, \times q$ -invariant measures on the unit circle via some simple forms. On one hand, a continuous $\times p, \times q$ -invariant measure is the weak-$…

math.DS2016

Fourier coefficients of $\times p$ -invariant measures

Huichi Huang

We consider densities $D_{Σ} (A)$ , $D_{Σ} (A)$ and $D_{Σ} (A)$ for a subset $A$ of $N$ with respect to a sequence $Σ$ of finite subsets of $N$ and s…

math.DS2014

Equidistribution and measure rigidity under $\times p, \times q$

Huichi Huang

We show that equidistribution of irrational orbits on the unit circle implies Furstenberg's conjecture.

Strongly Independent Matrices and Rigidity of ×A-Invariant Measures on n-Torus

Strongly Independent Matrices and Applications on the Rigidity of A-Invariant Measures on n-Torus

Continuous ×p,×q-invariant measures on the unit circle

Fourier coefficients of ×p-invariant measures

Equidistribution and measure rigidity under ×p,×q

Strongly Independent Matrices and Rigidity of $\times A$ -Invariant Measures on $n$ -Torus

Strongly Independent Matrices and Applications on the Rigidity of $A$ -Invariant Measures on $n$ -Torus

Continuous $\times p, \times q$ -invariant measures on the unit circle

Fourier coefficients of $\times p$ -invariant measures

Equidistribution and measure rigidity under $\times p, \times q$