代表性论文论著：
1. Xue Yang, Yongmei Su*, Liangli Yang，Xinjian Zhuo，Global analysis and simulation of a fractional order HBV immune model, Chaos,Solitons and Fractals，2022.1，Vol.154， 11148 （SCI）
2. Xue Yang,Yongmei Su* , Huijia Li and Xinjian Zhuo , Optimal Control of a Cellto-Cell Fractional-Order Model with Periodic Immune Responseb for HCV, SYMMETRY-BASEL, 2021. 13(11), (SCI)
3. Liangli Yang,and Yongmei Su*, Xinjian zhuo, Comparison of two different types of
fractional-order COVID-19 distributed time-delay models with real data application,
International Journal of Modern Physics B ，Vol.35, 21, （SCI）
4. Liangli Yang，Yongmeisu*， Analysis and Simulation of a Fractional Order Optimal Control Model for HBV， Journal of Function Spaces，Volume 2020, Article ID 8175217, https://doi.org/10.1155/2020/8175217 （SCI）
5. Liangli Yang, Yongmei Su*, Xue Yang and Zhen Wang， The optimal control strategyof virus transmission based on caputo-fabrizio order, frontiers in physics ,2021，vol.9，（SCI）
6. Yongmei Su*, Lan Liu, Xiaoke Li, and Yongan Ye Analysis and Prediction
about Treatment Effect of Traditional Chinese Medicine plus Entecavir for
HBeAg Positive Chronic Hepatitis，2020，Journal Basic & Clinical Pharmacology & Toxicology. （SCI）
7. Yongmei Su ,Sinuo Liu, Shurui Song, Xiaoke Li, and Yongan Ye,Stability Analysis and Clinic Phenomenon Simulation of a Fractional-Order HBV Infection Model, Complexity Volume 2020, Article ID 8864403,（SCI）
8. Yongmei Su*，Chen Jia，Ying Chen, Optimal Control Model of Tumor Treatment with Oncolytic Virus and MEK Inhibitor, BioMed Research International, vol. 2016, Article ID 5621313, 8 pages, 2016. doi:10.1155/2016/5621313. SCI，IF：2.134
9. Yongmei Su*，Deshun Sun，Lei Zhao，Global analysis of ahumoral and cellular immunity virus dynamics model with theBeddington–DeAngelis incidence rate，Mathematical Methods in the Applied Sciences，2015，38:2984-2993．SCI，IF：1.002
10. Yongmei Su*，Deshun Sun，Optimal control of ani-HBV treatment based on combination ofTraditional Chinese Medicine and Western Medicine，Biomedical Signal Processing and Control，2014,（15）：41-48.SCI，IF: 1.521
11. Su Yongmei*，Zhao Lei，Min Lequan，Analysis and simulation of an Adefovir anti-hepatitis B virus infection therapy immune model with alanine aminotransferase，IET Syst Biol.，2013，7（5）：205-213. SCI，IF：0.764
12.YongmeiSu ,Lequan Min , A Time-delay HBV Therapy Mathematical Model for Entecavir and Adefovir., International journal of infectious diseases, vol.15：p73. 2011.7 SCI, IF:2.229
13. Da Yunwu, Yongmei Su, Deshun Sun, stability properties and hopf bifurcation for a hepatitis B infection model with exposed state and humoral immunity respose delay , Commun. Math. Biol. Neurosci. 2015, 2015:25,ISSN: 2052-2541
14. Dayun Wu, Yongmei Su, Dynamical behaviour of a delay differential equation of Hepatitis B Virus, 2014 The 8th International Conference on Systems Biology (ISB), 27-30. EI
15. 赵蕾（硕士生），苏永美，闵乐泉，具有饱和发生率和免疫响应的病毒感染模型的稳定性分析改进，生物数学学报，29(2)，2014，303-308.
16. Lisha Liang , Yongmei Su, Global analysis of a delay virus dynamics model with Beddington-DeAngelis incidence rate and CTL immune response, 2014 The 8th International Conference on Systems Biology (ISB), 22-26. EI 2014
17. 郑宇，闵乐泉，苏永美，季语，况阳Global Stability of Endemic Equilibrium Point of Basic Virus Infection Model with Application to HBV Infection Journal of Systems Science and Complexity. 2010, 23(6), 1221-1230. SCI
18. Ji Yu, Min Lequan, Zheng Yu, Su Yongmei. A Viral Infection Model with Periodic Immune Response and Nonlinear CTL Response[J]. Mathematics and Computers in Simulation. 2010, 80(12), 2309-2316. SCI
19. Yongmei. Su, Lequan. Min and Yan.Meng, Proceeding of the 7th conference on Biological Dynamics System and Stability of Differential Equation II, 2010.(ISTP)
20. Yongmei Su , Lequan Min ， Global Analysis of a HBV Infection Model，Proceedings of the 5th International Congress on Mathematical Biology (ICMB2011) Vol. 3 南京 2011.6.3-2011.6.6
21. Yueting Wu, Yongmei Su, and Lequan Min， Properties of Stability for a HBV infection Model with time delay， Proceedings of the 5th International Congress on Mathematical Biology (ICMB2011) Vol. 3南京 2011.6.3-2011.6.6
22. 苏永美，闵乐泉，卓新建. 阿德福韦抗乙肝病毒感染治疗动力学模型. 新葡萄8883官网AMG学报,2007, 29(6):647-650 (EI 073110725985)
23. 苏永美, 闵乐泉,卓新建，抗乙肝病毒感染治疗动力学模型的改进与分析. 生物数学学报, 2007,22(5):961-968
24. Lequan Min, Yongnei Su, Yang Kuang, Mathematical Analysis of a basic Virus Infection Model with Application to HBV Infection. In Rocky Mountain Journal of Mathematics, Vol. 38, No. 5, 2008，pp .1573-1585. SCI
25. 季语，闵乐泉，苏永美，郑宇，具有饱和发生率的病毒感染模型的全局稳定性分析，数学的实践与认识，40（14）(2010)， 121-125.
