计算数学与控制系

副教授

SMBU

谢远成

发布时间:2025-09-01    阅读次数:

谢远成(Yuancheng Xie)


Contact Information:

      Postal address: Shenzhen MSU-BIT University, 1 International University Park Road, Longgang District, 518172 Shenzhen, Guangdong Province, P.R. China.

      Office: Room 325, Main Building.

      Email: 6420250029@smbu.edu.cn


Educational Background:

·Aug. 2015 - Aug. 2021, Ph.D. in Department of Mathematics, The Ohio State University.

·Sep. 2011 - Jun. 2014, M.S. in School of Mathematical Sciences, Peking University.

·Sep. 2007-Jun. 2011, B.S. in School of Mathematics and Statistics, Huazhong University of Science and Technology


Working Experience:

·July. 2025 - Present, Associate professor, Shenzhen MSU-BIT University.

·Sep. 2021 - Jul. 2025, Postdoctoral Fellowship, Peking University

·Sep. 2014-Jul. 2015, Teaching Assistant, Southern University of Science and Technology


Research interests:

      Integrable Systems (Mathematical Physics)

      Ordinary and Partial Differential Equations

      Representation Theory

      Algebraic Geometry


Publications and Preprints:

      S. Grushevsky and Y. Xie, ``Integrable systems approach to the Schottky problem and related questions’’, arXiv:2504.20243

      Y. Xie, ``On the full Kostant-Toda lattice and the flag varieties. I. The singular solutions”, arXiv:2212.03679.

      Y. Xie, ``From the B-Toda to the BKP hierarchy’’, arXiv: 2210.03307.

      Z. K. Wang, Y. Xie, and X. M. Xu, “A new interpretation of Jimbo’s formula for Painleve VI, ” arXiv: 2401. 16043

      Y. Kodama and Y. Xie, “On the full Kostant-Toda hierarchy and its l-banded reductions for the Lie algebras of type A, B and G,” Nonlinearity, 37(11), (2024), 115012

      Y. Kodama and Y. Xie, “Space curves and solitons of the KP hierarchy: I. The l-th generalized KdV hierarchy,” Symmetry, Integrability and Geometry: Methods and Applications (SIGMA), 17(0):24-43, 2021.

      Y. Xie, Z. Zheng, and S.L. Zhou, “Blow-up of porous medium equations with variable source power (in Chinese),” Sci. Sin. Math, 2016, 46: 265-284.


Fundings:

  [1] Youth Program of National Natural Science Foundation of China, (Grant No.12301304)

RMB 100 K, 2024-2024.


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