Enhui Shi

activity

20142025

most citedPeriodic points for amenable group actions on uniquely arcwise connected continua

2 citations · 11 across the 33 of their papers we have counts for

collaborators

Showing 2019Show all

4 papers · 1 filter

math.DS2019

Invariant Radon measures and minimal sets for subgroups of $Homeo_{+} (R)$

Hui Xu, Enhui Shi, Yiruo Wang

Let $G$ be a subgroup of $Homeo_{+} (R)$ without crossed elements. We show the equivalence among three items: (1) existence of $G$ -invariant Radon measures on $\mathbb…

math.DS2019

The realization and classification of topologically transitive group actions on $1$ -manifolds

Enhui Shi

In this report, we first recall the Poincaré's classification theorem for minimal orientation-preserving homeomorphisms on the circle and the Ghys' classification theorem for minim…

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.DS2019

Commuting circle diffeomorphisms with their derivatives having mixed moduli of continuity

Hui Xu, Enhui Shi

Let $d \geq 2$ be an integer and let $ω_{1}, \dots, ω_{d}$ be moduli of continuity in a specified class which contains the moduli of Hölder continuity. Let $f_{k}$ , $k \in {1, \dots, d}$ ,…

Invariant Radon measures and minimal sets for subgroups of Homeo+​(R)

The realization and classification of topologically transitive group actions on 1-manifolds

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

Commuting circle diffeomorphisms with their derivatives having mixed moduli of continuity

Invariant Radon measures and minimal sets for subgroups of $Homeo_{+} (R)$

The realization and classification of topologically transitive group actions on $1$ -manifolds

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