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余珮琳

2025/05/13  点击:[]


余珮琳 博士、讲师

研究领域:智能无人系统、随机系统的建模、分析与控制

办公地点:创新A-701

电子邮箱:yupeilin@gzhu.edu.cn

个人简介:

余珮琳,研究方向主要包括智能决策与控制、随机系统的建模、安全与稳定性分析。在国内外重要学术期刊上发表SCI论文20篇,其中以第一作者发表SCI论文9篇,EI论文1篇。参与多项国家自然科学基金重点项目、面上项目。

教育背景:

2020.09-2024.09  华南理工大学   控制科学与工程  博士

2023.01-2024.01  加拿大滑铁卢大学   应用数学  CSC联合培养博士

2017.09-2020.06  安徽大学  应用数学 硕士

职业经历:

2024.10-至今   广州大学 机械与电气工程学院  讲师

研究成果:

获奖及荣誉

1.博士研究生校长奖学金(2022)

2.TCCT随机系统与控制专题大会优秀研究生论文一等奖(2021)

3.硕士研究生学业奖学金(2019)

4.国家励志奖学金 (2015)

代表性论文

1.Peilin Yu, Feiqi Deng*, Xueyan Zhao, Yuanyuan Sun. Input-to-state stability analysis of stochastic delayed switching systems. SCIENCE CHINA Information Sciences, 2023, 66(11): 212206.

2.Peilin Yu, Feiqi Deng*. Stabilization analysis of Markovian asynchronous switched systems with input delay and Lévy noise. Applied Mathematics and Computation, 2022, 422: 126972.

3.Peilin Yu, Feiqi Deng*, Yuanyuan Sun, Fangzhe Wan. Stability analysis of impulsive stochastic delayed Cohen-Grossberg neural networks driven by Lévy noise. Applied Mathematics and Computation, 2022, 434: 127444.

4.Peilin Yu, Feiqi Deng*, Xueyan Zhao, Yongjia Huang. Stability analysis of nonlinear systems in the presence of event-triggered impulsive control. International Journal of Robust and Nonlinear Control, 2024, 34(6):3835-3853.

5.Peilin Yu, Feiqi Deng*, Fangzhe Wan, Xiongding Liu. p-th moment polynomial input-to-state stability of switched neutral pantograph stochastic hybrid systems driven by Lévy noise. International Journal of Systems Science, 2022, 53(15):3145-3143.

6.Peilin Yu, Feiqi Deng*. Almost sure stability of stochastic neutral Cohen-Grossberg neural networks with Lévy noise and time-varying delays. Asian Journal of Control, 2023, 25(1): 371-382.

7.Fangzhe Wan, Xueyan Zhao, Feiqi Deng*, Peilin Yu. Xiongding Liu. Stochastic Stabilization of Neutral Stochastic Delay Systems Based on Discrete Observations. SIAM Journal on Control and Optimization, 2023, 61(6): 3259-3279.

8.Yongjia Huang, Feiqi Deng*, Fangzhe Wan, Peilin Yu, Yuanyuan Sun. Sampled-Data Stabilization for Stochastic Systems Subject to Input Saturation and its Application to Synchronization of Two Chua's Circuits. IEEE Transactions on Circuits and Systems--II: Express Briefs, 2023, 70(4):1455-1459.




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