Zhengyu Yin

activity

20232026

most citedMinimal amenable subshift with full mean dimension

1 citations · 1 across the 4 of their papers we have counts for

collaborators

4 papers

math.DS2026

One residual set of Cantor graphs with dense conjugacy classes

Zhengyu Yin

In this paper, we consider the space $G r a p h (C)$ of all closed graphs on the Cantor set $C$ . Equipping this space with Hausdorff metric and employing c…

math.DS2024

Scaled packing pressures on subsets for amenable group actions

Zubiao Xiao, Hongwei Jia, Zhengyu Yin

In this paper, we study the properties of the scaled packing topological pressures for topological dynamical system $(X, G)$ , where $G$ is a countable discrete infinite amenable gro…

math.DS2024★ 1 cited

Minimal amenable subshift with full mean dimension

Zhengyu Yin, Zubiao Xiao

Let $G$ be an infinite countable amenable group and $P$ a polyhedron with topological dimension $d im (P) < \infty$ . We construct a minimal subshift $(X, G)$ such that its mean topologi…

math.DS2023

Variational principle of higher dimension weighted pressure for amenable group actions

Zhengyu Yin, Zubiao Xiao

Let $r \geq 2$ and $(X_{i}, G)$ $(i = 1, \dots, r)$ be topological dynamical systems with $G$ being an infinite discrete amenable group. Suppose that $π_{i} : (X_{i}, G) \to (X_{i + 1}, G)$ are fact…