Past courses
Undergraduate Courses
- 2026.03-2026.06 数学分析2
- 2025.09-2025.12 数学分析1
- 2025.03-2025.06 数学分析4
- 2024.09-2024.12 数学分析3
- 2024.03-2024.06 数学分析2
- 2023.09-2023.12 数学分析1
- 2023.03-2023.06 数学分析4
- 2022.09-2022.12 数学分析3
- 2022.03-2022.06 数学分析2
- 2021.09-2022.01 数学分析1
- 2019.03-2019.07 微分几何
- 2017.03-2017.07 微分几何
- 2016.09-2017.01 解析几何
- 2015.09-2016.01 解析几何
- 2014.09-2015.01 解析几何
- 2013.02-2013.06 微分几何
- 2012.03-2012.06 微分几何
- 2011.09-2012.01 微分几何
- 2010.09-2011.01 微分几何
- 2009.02-2009.07 拓扑学引论
- 2008.09-2009.01 微分几何
- 2007.09-2008.01 高等几何
- 2007.09-2008.01 微分几何
- 2006.02-2006.06 高等数学
- 2004.09-2005.01 解析几何
Graduate Courses/Seminars
- 2026.03-2026.06 Granduate course: Classical Mechanics and Celestial Mechanics
- 2026.03-2026.06 Reading seminar: Gutzwiller’s classic “Chaos in classical and quantum mechanics”
- 2026.03-2026.06 Working seminar: wild character variety, spectral network, Fukaya category, microlocal sheaf, and resurgence
- 2025.09-2025.12 Resurgence and Modulairty(with D. Sauzin)
- 2025.09-2025.12 Les fonctions resurgentes, Ecalle (Tome I) reading seminar
- 2025.03-2025.06 Riemann surfaces (modular forms)
- 2025.03-2025.06 Resurgence and Modulairty(with D. Sauzin)
- 2025.03-2025.06 Les fonctions resurgentes, Ecalle (Tome I) reading seminar
- 2024.09-2024.12 Morse Theory（Milnor+Witten）
- 2024.09-2024.12 Resurgence and Modulairty(with D. Sauzin)
- 2024.09-2024.12 Les fonctions resurgentes, Ecalle (Tome I) reading seminar
- 2024.03-2024.06 经典力学中的数学方法（GTM60）
- 2024.02-2024.07 Resurgence and Modulairty(with D. Sauzin)
- 2023.09-2023.12 Resurgence and Modulairty(with D. Sauzin)
- 2023.07-2023.12 Geometric Quantization (N. M. J. Woodhouse) reading seminar
- 2023.01-2023.07 Morse theory and Floer homology (M. Audin and M. Damian) reading seminar
- 2023.01-2023.07 The restricted three-body problem and holomorphic curves (U. Frauenfelder and O. van Koert) reading seminar
- 2022.09-2022.12 Morse theory and Floer homology (M. Audin and M. Damian) reading seminar
- 2022.09-2022.12 The restricted three-body problem and holomorphic curves (U. Frauenfelder and O. van Koert) reading seminar
- 2022.09-2022.12 Resurgence and Modulairty(with D. Sauzin)
- 2022.03-2022.07 形变量子化
- 2022.01-2022.07 Resurgence and Modulairty(with D. Sauzin)
- 2021.09-2022.01 Resurgence and Modulairty(with D. Sauzin)
- 2021.09-2022.01 形变量子化
- 2021.03-2021.07 Resurgence and Modulairty(with D. Sauzin)
- 2021.03-2021.07 形变量子化
- 2021.03-2021.07 动力系统
- 2020.09-2021.01 辛几何与辛拓扑
- 2020.09-2021.01 辛几何与数学物理(形变量子化)
- 2020.09-2021.01 Resurgence and Modulairty(with D. Sauzin)
- 2020.09-2021.01 Representation Theory of Quivers(with E. Farkhold)
- 2020.03-2020.07 黎曼曲面
- 2020.03-2020.07 Morse理论与拓扑
- 2020.03-2020.07 Representation Theory of Quivers
- 2020.03-2020.07 Resurgence and Modularity
- 2019.09-2020.01 Resurgence and Molularity
- 2019.03-2019.07 Floer同调
- 2019.03-2019.07 同调代数
- 2019.03-2019.07 黎曼曲面与Hitchin系统
- 2018.09-2019.01 Hitchin系统、WKB和Wall Crossing
- 2018.09-2019.01 Morse理论与拓扑
- 2018.09-2019.01 天体力学(开普勒问题)
- 2018.03-2018.07 Riemann-Hilbert对应
- 2018.03-2018.07 天体力学(开普勒问题)
- 2017.09-2018.01 辛几何与辛拓扑
- 2017.09-2018.01 黎曼曲面(Hitchin系统, Character Variety, Teichmuller空间)
- 2017.09-2018.01 动力系统(遍历性理论)
- 2017.09-2018.01 天体力学(开普勒问题)
- 2017.03-2017.07 Morse理论与拓扑
- 2017.03-2017.07 Cluster代数与几何
- 2016.09-2017.01 Morse理论与拓扑(Witten Deformation)
- 2016.09-2017.01 辛几何
- 2016.09-2017.01 形变量子化
- 2016.03-2016.07 经典力学中的数学方法
- 2016.03-2016.07 Hamilton系统与辛拓扑(Resurgence Theory)
- 2016.03-2016.07 Lie群
- 2016.03-2016.07 复代数几何
- 2015.09-2016.01 Resurgence Theory
- 2015.09-2016.01 Hamilton-Jacobi方程与粘性解
- 2015.09-2016.01 黎曼曲面
- 2015.03-2015.07 天体力学
- 2015.03-2015.07 Morse理论
- 2015.03-2015.07 辛几何与数学物理
- 2014.09-2015.01 辛几何与数学物理
- 2014.09-2015.01 辛几何与辛拓扑
- 2014.09-2015.01 天体力学
- 2014.03-2014.06 Hamilton系统与辛几何
- 2014.03-2014.06 经典力学中的数学方法
- 2014.03-2014.06 天体力学
- 2014.03-2014.06 辛几何与数学物理(BV Formalism)
- 2013.09-2014.01 泛函分析
- 2013.09-2014.01 辛几何与辛拓扑
- 2013.09-2014.01 天体力学
- 2013.09-2014.01 数学物理
- 2013.03-2013.07 数学物理
- 2013.03-2013.07 Fukaya范畴和辛拓扑
- 2012.09-2013.01 泛函分析
- 2012.09-2013.01 Gromov-Witten理论和可积系统
- 2012.09-2013.01 Laplace算子的谱理论
- 2012.09-2013.01 Fukaya范畴和辛拓扑
- 2012.09-2013.01 数学物理
- 2012.03-2012.06 辛几何与辛拓扑
- 2012.03-2012.06 Gromov-Witten理论和可积系统
- 2012.03-2012.06 Laplace算子的谱理论
- 2011.09-2012.01 Gromov-Witten理论和可积系统
- 2011.09-2012.01 辛不变量和Hamilton系统
- 2011.03-2011.06 辛几何与辛拓扑
- 2011.03-2011.06 Gromov-Witten理论与可积系统
- 2011.03-2011.06 Morse-Witten理论
- 2011.03-2011.06 黎曼流形上的Laplacian
- 2010.09-2011.01 Gromov-Witten理论和可积系统
- 2007.10-2010.01 数学物理不定期讨论班(Gauge Theory and Geometric Langlands Program: Hitchin, Witten, Nakajima相关工作)