一、个人基本情况

李勇，伟德源自英国始于1946教授，硕士生导师，2014年6月于华中师范大学数学与统计学学院获得理学博士学位，2015年12月-2018年12月在西南大学数学博士后科研流动站从事科学研究工作，2014年6月起任职于伟德源自英国始于1946，伟德源自英国始于1946第三批“菁英人才”。研究方向为：生物数学、动力系统。以第一或者通讯作者公开发表SCI检索论文 30多篇。主持国家自然科学基金2项，省部级项目4项，横向课题1项，参与国家自然科学基金3项；3项呈阅件\课题获得省部级领导批示。

二、近五年的教学情况及成果

[1] 2017年湖北省教研项目，基于创新型人才培养的地方高校高等数学教学模式的改革与实践，2017289，已结项，参与。

[2] 2018年伟德源自英国始于1946教研项目，数学专业实践教学资源整合与优化配置研究，已结项，主持。

[3] 2023年伟德源自英国始于1946研究生公司产品改革项目，交叉团队建设与研究生教育的融合联动机制研究，在研，主持。

三、近几年的学术研究

3.1代表性成果

[26] L. Zhang, X. Li, C. Tan, N. Azimaqin, J. Zhang and Y. Li*. Stability analysis of a novel HIV model with CTL immune response, latency age, infection age and a saturated infection rate. Mathematical Biosciences. 2026, 396: 109676.

[25] Y. Li*, R. Zhu, Y. Yang, X. Li and J. Wang. A unified framework for viral infection models with time-dependent delays, immune interactions, and general incidence rates, Journal of Mathematical Analysis and Applications. 2026, 560: 130604.

[24] C. Ding, Z. Dai, X. Li, C. Tan, N. Azimaqin, R. Yuan* and Y. Li*. Stability analysis of age-structured viral infection dynamics with cell-to-cell transmission and humoral immunity, Advances in Continuous and Discrete Models. 2026:35

[23] Y. Li, L. Zhang, J. Zhang, S. Liu and Z. Peng*. Dynamical modeling and data analysis of HIV infection with infection-age, CTLs immune response and delayed antibody immune response, Journal of Mathematical Biology. 2025, 91: 57.

[22] Y. Li, Y. Wei, S. Li, Y. Li* and Z. Peng*. Stochastic HIV-1 infection model with time delay: case study of clinical data, Journal of Biological Dynamics. 2025, 19: 255376.

[21] Y. Zhu, Y. Wei, S. Li, Z. Wang, Y. Li and Y. Zhang*. Dynamics of glioma-immune system with stochastic noise, Journal of Biological Systems. 2025, 33: 1-28.

[20] X. Chen, Y. Li*, N. Azimaqin, Y. Wu*, C. Tan, X. Duan and Y. Yuan. Data fitting and optimal control strategies for HBV acute patient cases in the United States, Infectious Disease Modelling. 2025, 10: 660-679.

[19] H. Huang, J. Zhang*, Z. Zhang, S. Li, Q. Zhou and Y. Li*. A dynamic model and cost-effectiveness on screening coverage and treatment of syphilis included MSM population in the United States, Advances in Continuous and Discrete Models. 2024: 27.

[18] X. Duan, K. Wang, Y. Li* and Z. Peng*. A reaction-diffusion model of major emerging infectious diseases in a spatially heterogeneous environment and case study, International Journal of Biomathematics. 2024, 2450070.

[17] X. Li, L. Zhang, C. Tan, Y. Wu, Z. Zhang, J. Ding* and Y. Li*. The impact of temperature, humidity and closing school on the mumps epidemic: a case study in the mainland of China, BMC Public Health. 2024, 24:1632.

[16] X. Wang, X. Ren, Y. Wu and Y. Li*. Dynamics and data fitting of a time-delayed SIRS hepatitis B model with psychological inhibition factor and limited medical resources, International Journal of Biomathematics. 2024, 17(2): 2350020.

[15] S. Wang, Y. Wu, Li L., Y. Li, X. Luo and G. Sun*. Forecast for peak infections in the second wave of the Omicron after the adjustment of zero-COVID policy in the mainland of China. Infectious Disease Modelling. 2023, 8: 562-573.

[14] S. Wang, L. Li, J. Zhang, Y. Li, X. Luo and G. Sun*. Quantitative evaluation of the role of Fangcang shelter hospitals in the control of Omicron transmission: A case study of the outbreak in Shanghai, China in 2022, One Health. 2023, 16: 100475.

[13] S. Li*, Y. Li and X. Zhang. The effect of Lévy noise and white noise on a Leslie-Gower perdator-prey systemwith prey refuge, Discrete and Continuous Dynamical Systems - Series B. 2022.

[12]S. Li*, Y. Li and X. Zhang. Analysis of an eco-epidemiological system with Lévy noise, Mathematical Methods in the Applied Sciences. 2022: 1-16.

[11] Y. Li, X. Liu*, Y. Yuan, J. Li and L. Wang. Global analysis of tuberculosis dynamical model and optimal control strategies based on case data in the United States, Applied Mathematics and Computation. 2022, 422: 126983.

[10] H. Rui, X. He and Y. Li*, Dynamical analysis of an impulsive stochastic infected predator-prey system with BD functional response and modified saturated incidence, Journal of Applied Mathematics and Computing. 2022.

[9] L. Wang, Z. Liu*, C. Guo, Y. Li and X. Zhang, New global dynamical results and application of several SVEIS epidemic models with temporary immunity, Applied Mathematics and Computation. 2021, 390: 125648.

[8] Y. Li, L. Wang, Z. Peng* and H. Shen*, Basic reproduction number and predicted trends of coronavirus disease 2019 epidemic in the mainland of China, Infectious Diseases of Poverty. 2020, 9: 94.

[7] Y. Wu, M. Huang, X. Wang and Y. Li*, The prevention and control of tuberculosis: an analysis based on a tuberculosis dynamic model derived from the cases of Americans, BMC Public Health. 2020, 20: 1173.

[6] Z. Ding, Y. Li, Y. Cai, Y. Dong, and W. Wang*, Optimal Control Strategies of HFMD in Wenzhou, China, Complexity. 2020, Article ID 5902698, 15 pages.

[5] L. Wang, Y. Li, Z. Liu* and D. Xu, Complete dynamical analysis for a nonlinear HTLV-I infection model with distributed delay, CTL response and immune impairment, Discrete and Continuous Dynamical Systems - Series B. 2020, 25(3): 917-933.

[4] W. Jia, J. Weng, C. Fang and Y. Li*, A dynamic model and some strategies on how to prevent and control hepatitis C in mainland China, BMC Infectious Diseases, 2019, 19: 724.

[3] Y. Li, X. Liu*, L. Wang and X. Zhang. Hopf bifurcation of a delay SIRS epidemic model with novel nonlinear incidence: Application to scarlet fever, International Journal of Biomathematics. 2018, 11(7), 1850091.

[2] Y. Li*, L. Wang, L. Pang and S. Liu, The data fitting and optimal control of a hand, foot and mouth disease (HFMD) model with stage structure, Applied Mathematics and Computation. 2016, 276: 61-74.

[1] J. Zhang*, Y. Li and X. Zhang, Mathematical modeling of tuberculosis data of China, Journal of Theoretical Biology. 2015, 365: 159-163.

3.2 主持科研项目

[1]湖北省教育厅项目, 气候、环境及行为习惯对儿科传染病的影响与数据分析 (B2017039), 2017/01-2019/01, 已结项，主持；

[2]重庆市博士后科研项目特别资助, 重庆市手足口病的动力学模型、数据分析及防控新策略 (Xm2017139), 2017/01-2019/01, 已结项, 主持；

[3]湖北省自然科学基金, 手足口病的动力学模型与预防控制策略论证 (2019CFB353), 2019/01-2020/12, 已结项, 主持；

[4]国家自然科学基金青年基金项目, 动力学模型在预防控制手足口病中的应用研究 (11901059), 2020/01-2023/01, 已结项, 主持；

[5]国家自然科学基金天元基金项目，迁徙扩散问题的数学建模与动力学分析 (12326335), 2024/01-2024/12, 在研，主持；

四、获得的表彰及奖励

[1] 指导2015年 (20150094)、2017年 (2017036)、2019年 (2019366)、2021年 (Yz2021286)、2022年 (Yz2022287)、2025年湖北省老员工创新训练计划项目；其中“2021年 (Yz2021286)”该项目入选教育部高等教育司发布的2022年国家级老员工创新创业训练计划项目和重点支持领域项目；指导 2025 年“挑战杯”老员工课外学术科技作品竞赛孵化项目“肿瘤动力学模型及其在医学中的应用研究”

[2] 2015、2018年，获得伟德源自英国始于1946教学工作突出贡献二等奖；

[3] 指导数学建模，获得全国一等奖1项，二等奖10项;

[4] 2017，2018、2023年获得伟德源自英国始于1946优秀班主任；

[5] 2018年，获得伟德源自英国始于1946第八届青年教师讲课比赛一等奖；

[6] 2019、2021年，伟德源自英国始于1946“优秀共产党员”；

[7] 2020年荆州市第13届自然科学优秀学术论文“一等奖”；

[8] 2020-2021年伟德源自英国始于1946老员工创新创业“突出贡献指导教师”；