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計算數學與控制系

講師

SMBU

季麗娜

作者:    審核:    發布時間:2021-07-13    閱讀次數:

季麗娜 (Lina Ji)

證件照1


Contact Information:

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

 Office: Room 334, Main Building.

 Email: [email protected]

 

Educational Background:

  2013.09 - 2019.06, Ph.D. in Probability and Statistics, School of Mathematical Sciences, Beijing Normal University, P.R.C.

  2017.09-2019.03, Visiting student in Probability and Statistics, School of Statistics, University of Minnesota, U.S.A.

  2009.09 - 2013.07, B.S. in Statistics and Actuarial Sciences, School of Mathematics, Jilin University, P.R.C.

 

Working Experience:

  2021.07-Present, Lecturer, Joint Research Centre on Computational Mathematics and Control, Shenzhen MSU-BIT University.

  2019.08 - 2021.06,  Postdoctoral Fellowship, Department of Mathematics, Southern University of Science and Technology.


Teaching Experience:

 2022 Fall, Probability Theory and Mathematical Statistics, Shenzhen MSU-BIT University.

 2021 Fall, Calculus, Shenzhen MSU-BIT University.

 2020 Fall,  Probability Theory and Mathematical Statistics, Southern University of Science and Technology.


Research Interests:

  Branching processes; Measure-valued processes; Interacting particle systems; Stochastic equations.

 

Publications and Preprints:

[9] Lina Ji and Xiaowen Zhou (2025+). Boundary behavior at infinity for simple exchangeable fragmentation-coagulation in critical slow regime. Submitted. arXiv: 2504.04327.

[8] Shukai Chen, Rongjuan Fang, Lina Ji and Jian Wang (2024+). Exponential ergodicity of CBIRE-processes with competition and catastrohpes. Submitted, arXiv:2402.01449.

[7] Shukai Chen, Lina Ji and Jie Xiong (2024+). Mixed state branching evolution for cell division models. Submitted, arXiv:2307.00888.

[6] Lina Ji, Jie Xiong and Xu Yang (2023). Well-posedness of the martingale problem for super-Brownian motion with interactive branching. Stochastic Processes and their Applications, 163: 288--322.

[5]  Lina Ji, Huili Liu and Jie Xiong (2022). Mutually interacting superprocesses with migration. Journal of Applied Probability, 59(3): 904-929. 

[4]  Lina Ji and Zenghu Li (2022). Construction of age-structured branching processes by stochastic equations. Journal of Applied Probability, 59(3): 670-684.

[3] Lina Ji and Jie Xiong (2022). Superprocesses for the population of rabbits on a grassland. Proceedings of the Steklov Institute of Mathematics,  316: 195–208. 

[2] Lina Ji and Zenghu Li (2020). Moments of continuous-state branching processes with or without immigration. Acta Mathematicae Applicatae Sinica 36, 361--373. 

[1] Lina Ji and Xiangqi Zheng (2019). Moments of continuous-state branching processes in Levy random environments.Acta Matematica Scientia 39, 781--796. 

 

Fundings:

●  National Natural Science Foundation of China - Youth Fund (No.12301167), PI.

●  Shenzhen National Science Foundation (穩定支持,No. 20231128093607001), PI.

  Guangdong Basic and Applied Basic Research Foundation, Youth Fund (No. 2022A1515110986), PI;

  Guangdong Young Innovative Talents Project (No. 2022KQNCX105), PI;

  China Postdoctoral Science Foundation (No. 2020M681994), PI.

  

Talks:

  2021.11 13th International Conference on Mathematical Control Theory and Applications, PRC, Shenzhen;

  2021.10 Chinese Mathematical Society 2021 Annual Conference, PRC, Kunming;

  2021.06 The 7th Workshop on Branching Processes and Related Topics, PRC, Beijing;

  2020.11 The 3rd Workshop on Markov Processes for Young Scholars, Online Workshop;

  2020.10 The 6th Workshop on Branching Processes and Related Topics, Online Workshop;

  2017.05 The 3th Workshop on Branching Processes and Related Topics, PRC, Beijing.

 

 

 

 

 

 

 

關閉

地址:深圳市龍崗區大運新城國際大學園路1號

電話:0755-28323024

郵箱:[email protected]

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