姓名：章腾
职称：讲师
办公电话： 电子邮箱：z[email protected]
办公地址：A4-215
研究方向：Ramsey理论
个人简介：博士，2023年毕业于北京师范大学，获理学博士学位。2023年2月至今在加拿大28-加拿大28预测
任教。主要研究方向是Ramsey理论中的无穷组合问题。发表过多篇SCI论文。
学术研究
[1] T. Zhang, Zigzag structures in IP* sets, Semigroup Forum, 106(2023) 747-750.
[2] T. Zhang, Zigzag structures in IP* sets and dynamical IP* sets, Topology and its Applications, 327(2023) 108437.
[3] T. Zhang, Incomparable V_\gamma-degrees, Mathematical Logic Quartely, 69(1)(2023) 58-62.
[4] T. Zhang, Partition of large subsets of semigroups, Journal of Symbolic Logic,(2024).
[5] T. Zhang, Additive and multiplicative structures in completely I-large* sets, Topology and its Applications, 345(2024) 108855.
[6] T.Zhang, Two new algebraic structures more general than weak rings, Quaestiones Mathematicae, 48(2), (2025) 203-213
[7] T.Zhang, Thick sets and the Central Set Theorem, Annals of Pure and Applied Logic, 177 (2026) 103645
[8] T. Zhang, Infinite partition and almost disjoint properties of C-sets and J-sets in non-commutative semigroups, Semigroup Forum, 112(2026) 294-303.
[9] T. Zhang, Two uncountable coloring results on semigroups, Notre Dame Journal of Formal Logic,to appear.
招生情况
目前尚无研究生。
招生要求：熟练掌握抽象代数、点集拓扑、Ramsey理论、非标准分析以及大基数理论的基础知识。对无穷组合问题兴趣浓厚且擅长。熟练阅读英文文献，熟练掌握LaTeX。具有搜索文献的能力。不要过分的依赖导师，本人对延毕概不负责。做好长期自主科研的准备。
