HU, Shengqing
Research Assistant Professor

Education Background
B.S. (Sichuan University)
Ph.D.(Peking University)

Research Field
Differential equations and dynamical systems, KAM theory, Hamilton-Jacobi equation, Variational method
Email
hushengqing@cuhk.edu.cn
Biography
Dr. Shengqing Hu received her B.S. from school of Mathematical sciences at Sichuan University in 2013 and her Ph.D. from school of Mathematical Sciences of Peking University in 2018. During her Ph.D, she spent one year in Brigham Young University. From 2018 to 2020, she worked as a postdoctoral fellow in the Department of Mathematics of Nanjing University. Her research interests include: differential equations and dynamical systems, KAM theory, Hamilton-Jacobi equation, variational method, etc.
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Academic Publications
1. Jiahui, Hong, Wei Cheng, Shengqing Hu, and Kai Zhao, Representation formulas for contact type Hamilton-Jacobi equations, Journal of Dynamics and Differential Equations, 2021, https://doi.org/10.1007/s10884-021-09960-w.
2. Shengqing Hu, Persistence of invariant tori for almost periodically forced reversible systems, Discrete and Continuous Dynamical Systems-series A, 2020, 40(7), 4497-4518.
3. Shengqing Hu and Bin Liu, Completely degenerate lower-dimensional invariant tori for Hamiltonian system, J. Differential Equations, 2019, 266(11), 7459-7480.
4. Shengqing Hu, The existence of invariant tori in reversible mappings, Acta Mathematica Sinica, English series, 2019, 35(9), 1419-1452.
5. Shengqing Hu and Bin Liu, Degenerate lower dimensional invariant tori in reversible systems, Discrete and Continuous Dynamical Systems-series A, 2018, 38(8), 3735-3763.
6. Shengqing Hu and Shuo Wang, 5-body central conguration and its relative equilibrium solution, Acta Mathematica Sinica, Chinese Series, 2014, 57(6),1199-1202.
7. Shuo Wang, Shengqing Hu and Xiaoyun Yi, A Robust Optimization Approach to Hub-&-spoke Airline Network Based on Floyd Algorithm, Journal of Civil Aviation Flight University of China, 2014, 25(6), 15-18.
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