Suhua Wang

activity

20182022

most citedSensitive group actions on regular curves of almost

\leq n

order

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

collaborators

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4 papers · 1 filter

math.DS2022

The structures of pointwise recurrent quasi-graph maps

Ziqi Yu, Suhua Wang, Enhui Shi

We show that a continuous map $f$ from a quasi-graph $G$ to itself is pointwise recurrent if and only if one of the following two statements holds: (1) $X$ is a simple closed curve…

math.DS2022

The nonexistence of expansive polycyclic group actions on the circle $S^{1}$

Enhui Shi, Suhua Wang, Zhiwen Xie +1

We show that the circle $S^{1}$ admits no expansive polycyclic group actions.

math.DS2021★ 1 cited

Sensitive group actions on regular curves of almost $\leq n$ order

Suhua Wang, Enhui Shi, Hui Xu +1

Let $X$ be a regular curve and $n$ be a positive integer such that for every nonempty open set $U \subset X$ , there is a nonempty connected open set $V \subset U$ with the cardinalit…

math.DS2018

Sensitive open map semigroups on Peano continua having a free arc

Suhua Wang, Enhui Shi, Pingping Dong

Let $X$ be a Peano continuum having a free arc and let $C^{0} (X)$ be the semigroup of continuous self-maps of $X$ . A subsemigroup $F \subset C^{0} (X)$ is said to be sensitive, if there…

The structures of pointwise recurrent quasi-graph maps

The nonexistence of expansive polycyclic group actions on the circle S1

Sensitive group actions on regular curves of almost ≤n order

Sensitive open map semigroups on Peano continua having a free arc

The nonexistence of expansive polycyclic group actions on the circle $S^{1}$

Sensitive group actions on regular curves of almost $\leq n$ order