邓艳霞副教授到岗
近日，邓艳霞副教授完成报到手续，正式入职中山大学数学学院（珠海）。
邓艳霞副教授简历：
教育背景：
2010.09-2015.06 Northwestern University（美国），数学系，博士
2006.09-2010.06 中国科学技术大学，数学与应用数学，理学学士
工作经历：
2019.09-2020.05 University of California at San Diego （美国），讲师
2017.07-2019.04 University of Victoria （加拿大），博士后
2015.07-2017.07 Queen’s University （加拿大），博士后
联系方式：
研究领域：
动力系统与微分方程（Dynamical system and differential equations）
发表论文：
[1] Y. Deng, S. Ibrahim: Global Existence and Singularity of the N-body Problem with Strong Force. Qualitative Theory of Dynamical Systems. 19, Article number: 49 (2020)
[2] Y. Deng, F. Diacu, S. Zhu: Variational Property of Periodic Kepler Orbits in Constant Curvature Spaces. Journal of Differential Equations, 267, 5851-5869 (2019)
[3] Y. Deng, Z. Xia: Instability of Periodic Orbits by Conley-Zehnder Index Theory. Proceedings of A.M.S. DOI: https://doi.org/10.1090/proc/14253 (2018)
[4] Y. Deng, Z. Xia: Conley-Zehnder index and bifurcation of fixed points of Hamiltonian maps. Ergodic Theory and Dynamical Systems, 38(6), 2086-2107 (2018)
学术报告：
2019年12月，Global Dynamics of the Hill’s Type Lunar Problem, a PDE Approach. SIAM Conference on Analysis of Partial Differential Equations. La Quinta, California, U.S.
2019年7月, A PDE approach to the N-body problem with strong force. Banff International Research Station for Mathematical Innovation and Discovery (BIRS) Workshop ``Advances in Dispersive Equations: Challenges & Perspectives". Banff, Alberta, Canada
2019年6月, Global Existence and Singularity of the N-body Problem with Strong Force. CAIMS Annual Meeting. Whistler, BC, Canada
2018年12月, Global Existence and Singularity of the N-body Problem with Strong Force. CMS Winter Meeting. Vancouver, BC, Canada
2016年12月, Conley-Zehnder Index and Bifurcation of Fixed Points of Hamiltonian Maps. CMS Winter Meeting. Niagara Falls, Ontario, Canada
2016年7月, Stability of Periodic Orbits by Conley-Zehnder Index Theory. International Conference on Statistical Properties of Nonequilibrium Dynamical Systems. Shenzhen, Guangdong, China
2015年3月, Instability of Periodic Minimizers by Conley-Zehnder Index. AMS Joint Mathematics Meetings. East Lansing, Michigan, U.S.
