2019.09-2022.06，宁夏大学，应用数学，博士研究生
2016.09-2019.06，湖北民族大学，应用数学，硕士研究生
2012.09-2016.06，内江师范学院，数学与应用数学，本科

2022.07至今， 宁夏大学，博士后

主要从事生物系统中的非线性随机动力学与控制相关研究。

国家自然科学基金：随机因素影响的布鲁氏菌病传播建模及控制策略研究(在研)，编号： 12301630 (项目主持)；
2023年度自治区全职引进高层次人才科研启动项目： 随机因素影响下宁夏布鲁氏菌病传播建模及控制策略研究(在研)，编号：2023BSB03070 (项目主持)；
宁夏自然科学基金：随机阿尔兹海默症模型最优控制及数值计算方法(结题)，编号：2023AAC03085(项目主持)；

1.Jing Hu, Jie Ren, Lei Zhu, Dynamic analysis of a stochastic reaction difusionvegetation-water model in arid areas, International Journal of Biomathematics, 2025, DOI: 10.1142/S1793524525500299.
2.Jing Hu, Jie Ren, Qimin Zhang, Martingale solutions and asymptotic behaviors for a stochastic cross-diffusion three-species food chain model with prey-taxis, Chaos: An Interdisciplinary Journalof Nonlinear Science, 2024,34: 083109.
3.Feng Chen, Jing Hu, Yuming Chen, Qimin Zhang. Stability of a stochastic brucellosis model with semi-Markovian switching and diffusion,Journal of Mathematical Biology,2024, 89:39.
4.Jing Hu, Qimin Zhang, Anke Meyer-Baese, Ming Ye. Stability in distribution for a stochastic Alzheimer's disease model with reaction diffusion, Nonlinear Dynamics, 2022, 108: 4243-4260.
5.Jing Hu, Qimin Zhang, Anke Meyer-Baese, Ming Ye. Finite-time stability and optimal control of a stochastic reaction-diffusion model for Alzheimer's disease with impulse and time-varying delay, Applied Mathematical Modelling, 2022, 102: 511-539.
6.Jing Hu, Qimin Zhang, Anke Meyer-Baese. Analysis of a stochastic reaction- diffusion Alzheimer’s disease system driven by space-time white noise, Applied Mathematics Letters, 2022,102:511-539.
7.Jing Hu, Qimin Zhang, Anke Meyer-Baese, Ming Ye. Bifurcation analysis and finite-time contraction stability of an Alzheimer disease model, International Journal of Bifurcation and Chaos, 2022, 32(4): 2250060. 8.Jing Hu, Zhijun Liu, Wenlian Wang, Ronghua Tan. A delayed discrete multi-group nonlinear epidemic model with vaccination and latency, Journal of Applied Analysis Computation, 2021, 11(1): 287-308.
9.Jing Hu, Qimin Zhang, Anke Meyer-Baese, Ming Ye. Stationary distribution of a stochastic Alzheimer's disease model. Mathematical Methods in the Applied Sciences, 2020, 43(17): 9706-9718.
10.Jing Hu, Zhijun Liu, Incorporating two coupling noises into a nonlinear competitive system with saturation effect, International Journal of Biomathematics, 2020, 13(2), 2050012.
11.Jing Hu, Zhijun Liu, Wenlian Wang, Ronghua Tan. Extinction and stationary distribution of a competition system with distributed delays and higher order coupled noises, Mathematical Biosciences and Engineering, 2020, 17(4), 3240-3251.
12.Zhijun Liu, Jing Hu, Wenlian Wang. Modelling and analysis of global resurgence of mumps: A multi-group epidemic model with asymptomatic infection, general vaccinated and exposed distributions, Nonlinear Analysis: Real World Applications, 2017, 37, 137-161.