中文无码

报告人：高速 教授（南开大学）

时间：2025年12月26日 09:30-

地址：理科楼LA104

摘要：There are several notions of rank in existence for minimal Cantor systems, but the notion of finite rank turns out to be the same. In this talk I will speak about several basic problems about Toeplitz subshifts of finite rank, including the characterization problem, the classification problems (particularly conjugacy and flip conjugacy), and the orbit equivalence problem. For example, we will show that the conjugacy problem and the flip conjugacy problem for Toeplitz subshifts of topological rank 2 are both hyperfinite and non-smooth. We also obtain some upper and lower bounds for the orbit equivalence for Toeplitz subshifts in the Borel reducibility hierarchy. This is joint work with Ruiwen Li, Bo Peng, and Yiming Sun.

邀请人：数学研究中心

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