• 肖祖彪

  • 职称:

    讲师

  • 职务:

  • 主讲课程:

  • 研究方向:

    拓扑动力系统与遍历理论

  • 办公室:

  • 电子邮件:

    xzb1621@smail.nju.edu.cn

个人简介

肖祖彪,男,博士。研究方向:拓扑动力系统与遍历理论。可招收数学专业的硕士生。

教育背景

博士:2016.8- 2019.12 南京大学 数学;

硕士:2013.9- 2016.6 武汉大学 基础数学;

本科:2009.9- 2013.6 中南民族大学 数学与应用数学。

论文成果

1.Xiongping Dai, Zubiao Xiao. Equicontinuity, uniform almost periodicity, and regionally proximal relation for topological semiflows, Topology and its Applications, 2017, 231(1): 35-49.

2.Zubiao Xiao. Lifting of locally almost periodicity and some related properties, Proceedings of the American Mathematical Society, 2020, 148(1):247-261.

3.Xiongping Dai, Hailan Liang, Zubiao Xiao. Characterizations of relativized distal points of topological dynamical systems, Topology and its Applications, 2021,302:107832.

4.Zubiao Xiao, Zhengyu Yin. Relative entropy dimension for countable amenable group actions, Acta Mathematica Scientia, 2023, 43B(6): 2430–2448.

5.Zhengyu Yin, Zubiao Xiao. Variational principle of higher dimension weighted pressure for amenable group actions.Journal of Mathematical Analysis and Applications, 2024, 538(1): 128429.

6.Zubiao Xiao,Jinna Huang. The pressure of intricacy and average sample complexity for amenable group actions. Monatsh Math. 2024, 205:391-414.

7.Zhengyu Yin, Zubiao Xiao. Minimal amenable subshift with full mean topological dimension. Nonlinearity, 2024, 37:115004. 

项目经历

1. 拓扑半流中的动力学,校人才基金,2020.6-2022.6

2. 零熵系统的维数研究,福建省教育厅中青年项目,2020.12-2023.5

3. 拓扑半流中动力学性质的相对化,国家青年科学基金项目,2023.1-2025.12


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