Sihan Wei

collaborators

2 papers

math.DS2021

Approximate $K$ -conjugacies and $C^{*}$ -approximate conjugacies of minimal dynamical systems

Sihan Wei

In this article, we extend H. Matui and H. Lin's notions of approximate $K$ -conjugacies and $C^{*}$ -strongly approximate conjugacies to general minimal dynamical systems. In particul…

math.OA2021

A note on the nuclear dimension of Cuntz-Pimsner $C^{*}$ -algebras associated with minimal shift spaces

Zhuofeng He, Sihan Wei

For every one-sided shift space $X$ over a finite alphabet, left special elements are those points in $X$ having at least two preimages under the shift operation. In this paper, we…

Approximate K-conjugacies and C∗-approximate conjugacies of minimal dynamical systems

A note on the nuclear dimension of Cuntz-Pimsner C∗-algebras associated with minimal shift spaces

Approximate $K$ -conjugacies and $C^{*}$ -approximate conjugacies of minimal dynamical systems

A note on the nuclear dimension of Cuntz-Pimsner $C^{*}$ -algebras associated with minimal shift spaces