activity
20182021
most citedSensitive group actions on regular curves of almost order

1 citations · 3 across the 6 of their papers we have counts for

collaborators

11 papers

math.DS20211 cited

The non-coexistence of distality and expansivity for group actions on infinite compacta

Bingbing Liang, Enhui Shi, Zhiwen Xie +1

Let be a compact metric space and a finitely generated group. Suppose is a continuous action. We show that if is both distal and expansi…

math.DS2021

An alternative for minimal group actions on totally regular curves

Enhui Shi, Hui Xu, Xiangdong Ye

Let be a countable group and be a totally regular curve. Suppose that is a minimal action. Then we show an alternative: either the action is…

math.DS20211 cited

The nonexistence of expansive actions on Suslinian continua by groups of subexponential growth

Bingbing Liang, Enhui Shi, Zhiwen Xie +1

We show that if is a finitely generated group of subexponential growth and is a Suslinian continuum, then any action of on cannot be expansive.

math.DS2021

A dynamical argument for a Ramsey property

Enhui Shi, Hui Xu

We show by a dynamical argument that there is a positive integer valued function defined on positive integer set such that is a super-polynomial wit…

math.DS20211 cited

Sensitive group actions on regular curves of almost order

Suhua Wang, Enhui Shi, Hui Xu +1

Let be a regular curve and be a positive integer such that for every nonempty open set , there is a nonempty connected open set with the cardinalit…

math.DS2019

Invariant Radon measures and minimal sets for subgroups of

Hui Xu, Enhui Shi, Yiruo Wang

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