Huichi Huang

activity

20162021

collaborators

6 papers

math.HO2026

A Concise Course in Galois Theory

Huichi Huang

Born from years of teaching undergraduate and graduate algebra courses at Chongqing University, this text is designed to introduce Galois theory while minimizing prerequisites. It…

math.OA2021

Amenable fusion algebraic actions of discrete quantum groups on compact quantum spaces

Xiao Chen, Debashish Goswami, Huichi Huang

In this paper, we introduce actions of fusion algebras on unital $C^{*}$ -algebras, and define amenability for fusion algebraic actions. Motivated by S.\ Neshveyev et al.'s work, cons…

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.OA2016

Compact quantum stabilizer subgroups

Huichi Huang

We generalize the concept of stabilizer subgroups to compact quantum groups.

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-$…

A Concise Course in Galois Theory

Amenable fusion algebraic actions of discrete quantum groups on compact quantum spaces

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

Compact quantum stabilizer subgroups

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

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