Xu Mingxing

Xu Mingxing

Anhui University

🪪 About me

I graduated from the School of Mathematics, Jilin University, majoring in Basic Mathematics, and my supervisor is Prof. Shi Shaoyun, and my co-supervisors are Prof. Xu Zhiguo and Prof. Li Wenlei. I received my undergraduate degree from Yanbian University, majoring in Mathematics and Applied Mathematics. I have published two academic papers.

Research Interests:

  • Dynamical Systems and Chaos
  • Integrability and Dynamical behavior

🏢 Works

  • 2024.10–Now, Lecturer, School of Mathematics, Anhui University, Hefei China.

🎓 Educations

  • 2020.09–2024.09, Ph.D., School of Mathematics, Jilin University, Changchun China, supervisor: Prof. Shi Shaoyun
  • 2017.09–2020.06, M.S., School of Mathematics, Jilin University, Changchun China, supervisor: Prof. Shi Shaoyun
  • 2013.09–2017.06, B.S., College of Science, Yanbian University, Yanji China.

📑 Publications

English

  • M. Xu, S. Shi and K. Huang, “The connection between the dynamical properties of 3D systems and the image of the energy-Casimir mapping,” Discrete Contin. Dyn. Syst. 44, 791-807 (2024).（SCI, T2）[HTML]

  • M. Xu, S. Shi and K. Huang, “On the integrable stretch-twist-fold flow: BiHamiltonian structures and global dynamics,” J. Math. Phys. 65, 022704 (2024).（SCI, T2）[HTML]

Chinese

  • Xu Mingxing and Zhou Ran, “Bi-Hamiltonian structure of the three-dimensional Lotka-Volterra system”, Journal of Jilin University(Science Edition), 2019, 57(4): 773-778. 许明星，周冉.“三维 Lotka-Volterra 系统的双 Hamilton 结构”，吉林大学学报理学版，2019, 57(4): 773-778.(中文核心) [HTML]

  • Niu Yanqiu, Yang Shuangling and Xu Mingxing,”Invariant algebraic surfaces, Hamiltonian structure and Dynamics at Infinity for the reduced three-wave interaction system”, Journal of Jilin University(Science Edition), 2019, 57(6): 1333-1338. 牛艳秋，杨双羚，许明星.“一类三波作用模型的不变代数曲面，Hamilton 结构和无穷远动力行为”，吉林大学学报理学版，2019, 57(6): 1333-1338. (中文核心)[HTML]

📝 Research projects

🏅 Honors and Awards

💬 Academic conferences

  • 2023, “The 18th Annual Conference of the Committee on Singular Perturbation of the Chinese Mathematical Society”, Changchun, China
  • 2019, “Finite dimensional integrable systems in Geometry and Mathematical Physics”，Shanghai, China

🏛️ Social part-time

  • In 2024, I was invited to become a Reviewer for the American Mathematical Review.