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发布时间:2014-06-08

2018年科研论文

[1] Jing Wenjun, Jin Zhen*, Zhang Juping. Low-dimensional SIR epidemic models with demographics on heterogeneous networks. Journal of Systems Science & Complexity, 2018, 31: 1103-1127. (数学4区)

[2] Jing Wenjun*, Jin Zhen*, Zhang Juping*. An SIR pairwise epidemic model with infection age and demography. Journal of Biological Dynamics, 2018, 12: 486-508. (生物4区)

[3] Li Jinxian, Li Weiqiang, Jin Zhen*. The epidemic model based on the approximation for third-order motifs on networks. Mathematical Biosciences, 2018, 297: 12-26. (生物4区)

[4] Pan Wei*, Jin Zhen*. Edge-based modeling of computer virus contagion on a tripartite graph. Applied Mathematics and Computation, 2018, 320: 282-291. (数学2区)top

[5] Wang Lulu, Jin Zhen*, Wang Hao. A switching model for the impact of toxins on the spread of infectious diseases. Journal of Mathematical Biology, 2018, 77: 1093-1115. (生物4区)

[6] Zhang Shujuan, Jin Zhen*, Zhang Juan. The dynamical modeling analysis of the spreading of passive worms in P2P networks. Discrete Dynamics in Nature and Society, 2018. (数学4区)

[7] Zhan Xiu-Xiu, Liu Chuang, Zhou Ge, Zhang Zi-Ke*, Sun Gui-Quan*, Zhu Jonathan J. H., Jin Zhen*. Coupling dynamics of epidemic spreading and information diffusion on complex networks. Applied Mathematics and Computation, 2018, 332: 437-448. (数学2区)top

[8] Zhou Linhua, Fan Meng*, Hou Qiang, Jin Zhen, Sun Xiangdong. Transmission dynamics and optimal control of brucellosis in inner mongolia of China. Mathematical Biosciences and Engineering, 2018, 15: 543-567. (工程技术4区)(高被引论文)

[9] Liu Guirong*, Liu Zhimei, Jin Zhen. Dynamics analysis of epidemic and information spreading in overlay networks. Journal of Theoretical Biology, 2018, 444: 28-37. (生物4区)

[10] Li Jinxian*, Wang Jing, Jin Zhen. SIR dynamics in random networks with communities. Journal of Mathematical Biology, 2018, 77: 1117-1151. (生物4区)

[11] Lin Jiazhe, Xu Rui*, Tian Xiaohong. Global dynamics of an age-structured cholera model with both human-to-human and environment-to-human transmissions and saturation incidence. Applied Mathematical Modelling, 2018, 63: 688-708. (数学1区)top

[12] Li Yuji, Xu Rui*, Lin Jiazhe. The stability analysis of an epidemic model with saturating incidence and age-structure in the exposed and infectious classes. Advances in Difference Equations, 2018, 2018:202. (数学4区)

[13] Sun Gui-Quan, Wang Cui-Hua, Chang Li-Li, Wu Yong-Ping*, Li Li, Jin Zhen. Effects of feedback regulation on vegetation patterns in semi-arid environments. Applied Mathematical Modelling, 2018, 61: 200-215. (数学1区)top

[14] Tripathi Jai Prakash, Abbas Syed, Sun Gui-Quan*, Jana Debaldev, Wang Cui-Hua. Interaction between prey and mutually interfering predator in prey reserve habitat: Pattern formation and the Turing-Hopf bifurcation. Journal of the Franklin Institute-Engineering and Applied Mathematics, 2018, 355: 7466-7489. (工程技术2区)top

[15] Zhang Juping, Cosner Chris, Zhu Huaiping*. Two-patch model for the spread of West Nile virus. Bulletin of Mathematical Biology, 2018, 80: 840-863. (生物4区)

[16] Zhang Juping, Jing Wenjun, Zhang Wenyi, Jin Zhen*. Avian influenza a (H7N9) model based on poultry transport network in China. Computational and Mathematical Methods in Medicine, 2018, 7383170. (工程技术4区)

[17] Zhang Juping, Yang Chan, Jin Zhen*, Li Jia. Dynamics analysis of SIR epidemic model with correlation coefficients and clustering coefficient in networks. Journal of Theoretical Biology, 2018, 449: 1-13. (生物4区)

[18] Zhang Juping, Jin Zhen*, Zhu Huaiping. Birds movement impact on the transmission of west nile virus between patches. Journal of Applied Analysis and Computation, 2018, 8: 443-456. (数学3区)

[19] Li Yun, Qin Peng*, Zhang Juping. Dynamics analysis of avian influenza a(H7N9) epidemic model. Discrete Dynamics in Nature and Society, 2018. (数学4区)

[20] Yang Junyuan*, Xu Fei. Global stability of two SIS epidemic mean-field models on complex networks: Lyapunov functional approach. Journal of the Franklin Institute, 2018, 355: 6763-6779. (工程技术2区)top

[21] Yang Junyuan*, Chen Yuming*. Theoretical and numerical results for an age-structured SIVS model with a general nonlinear incidence rate. Journal of Biological Dynamics, 2018, 12: 789-816. (生物4区)

[22] Yang Junyuan*, Wang Xiaoyan. Threshold dynamics of an SIR model with nonlinear incidence rate and age-dependent susceptibility. Complexity, 2018. (工程技术2区)top

[23] Yang Junyuan*, Kuniya Toshikazu, Xu Fei, Chen Yuming. Evaluation of the tuberculosis transmission of drug-resistant strains in mainland China. Journal of Biological Systems, 2018, 26(4):1-20. (生物4区)

[24] Wang Xiaoyan*, Yang Junyuan, Xu Fei. Analysis and control of an age-structured HIV-1 epidemic model with different transmission mechanisms. Advances in Difference Equations, 2018. (数学4区)

[25] Kuniya Toshikazu*, Inaba Hisashi, Yang Junyuan. Global behavior of SIS epidemic models with age structure and spatial heterogeneity. Japan Journal of Industrial and Applied Mathematics, 2018, 35: 669-706. (数学4区)

[26] Qi Hong, Jiang Yu, Yin Zhiyong, Jiang Ke, Li Linxi, Shuai Jianwei*. Optimal pathways for the assembly of the Apaf-1.cytochrome c complex into apoptosome. Physical Chemistry Chemical Physics, 2018, 20: 1964-1973. (化学2区)

[27] Zhang Juan, Jin Zhen, Yuan Yuan*. Assessing the spread of foot and mouth disease in mainland China by dynamical switching model. Journal of Theoretical Biology, 2018, 460: 209-219. (生物4区)

[28] Liu Lili*, Feng Xiaomei*. A multigroup SEIR epidemic model with age-dependent latency and relapse. Mathematical Methods in the Applied Sciences, 2018, 41: 6814-6833. (数学3区)

[29] Liu Lili, Ren Xinzhi, Liu Xianning*. Dynamical behaviors of an influenza epidemic model with virus mutation. Journal of Biological Systems, 2018, 26: 455-472. (生物4区)

[30] Hu Rong, Liu Lili, Ren Xinzhi, Liu Xianning*. Global stability of an information-related epidemic model with age-dependent latency and relapse. Ecological Complexity, 2018, 36: 30-47. (环境科学与生态学4区)

[31] Ren Xinzhi, Liu Lili, Liu Xianning*. A weak competition system with advection and free boundaries. Journal of Mathematical Analysis and Applications, 2018, 463: 1006-1039. (数学3区)

[32] Ren Xinzhi, Tian Yanni, Liu Lili, Liu Xianning*. A reaction-diffusion within-host HIV model with cell-to-cell transmission. Journal of Mathematical Biology, 2018, 76: 1831-1872. (生物4区)

[33] Chang Lili*, Jin Zhen. Efficient numerical methods for spatially extended population and epidemic models with time delay. Applied Mathematics and Computation, 2018, 316: 138-154. (数学2区)top

[34] 张舒娟*, 靳祯. 用户-电影网中基于属性和用户偏好的推荐方法比较研究. 中北大学学报(自然科学版), 2018, 39: 529-535. 中文核心)

[35] 杨婵, 张菊平*. 异质网络下含有相关系数的SIR传染病模型的建立和分析. 河北工业科技, 2018, 35: 7-11. 科技核心)

[36] 李墅娜, 郁磊*. 基于动态时间规整算法的脑卒中量化评定研究. 生物医学工程学杂志, 2018, 35: 139-144. 中文核心)

[37] 牛帅, 孙小强, 祁宏*. 改进双钙库模型的分岔分析. 中山大学学报(自然科学版), 2018, 57: 132-139.  (二级学科主学报)

[38] 王璐璐*, 张娟*. 雾霾对流感传播影响的动力学建模与分析. 重庆理工大学学报(自然科学), 2018, 32: 142-149. 科技核心)

[39] 王璐, 张娟*. 基于百度指数的H7N9传播动力学模型研究. 云南师范大学学报(自然科学版), 2018, 38: 49-55. 科技核心)

2017年科研论文

1. Li, M.-T., Jin, Z., Sun, G.-Q., and Zhang, J. (2017). Modeling direct and indirect disease transmission using multi-group model. Journal of Mathematical Analysis and Applications 446, 1292-1309.

2. Li, M.-T., Sun, G.-Q., Zhang, W.-Y., and Jin, Z. (2017). Model-Based Evaluation of Strategies to Control Brucellosis in China. International Journal of Environmental Research and Public Health 14.

3.靳祯,罗晓峰 (2017). 复杂网络传播动力学研究进展. 山西大学学报 (自然科学版) 40, 426-441.  

4. Pei, X., Zhan, X.-X., and Jin, Z. (2017). Application of pair approximation method to modeling and analysis of a marriage network. Applied Mathematics and Computation 294, 280-293.

5. Li, J., Jin, Z., Sun, G.-Q., and Song, L.-P. (2017). Pattern dynamics of a delayed eco-epidemiological model with disease in the predator. Discrete and Continuous Dynamical Systems-Series S 10, 1025-1042.

6. Li, S., and Jin, Z.(2017). Impacts of cluster on network topology structure and epidemic spreading. Discrete and Continuous Dynamical Systems-Series B 22, 3749-3770.

7. Lou, J., Hu, P., Qian, H.-Z., Ruan, Y., Jin, Z., Xing, H., Shao, Y., and Vermund, S.H.(2017). Expanded antiretroviral treatment, sexual networks, and condom use: Treatment as prevention unlikely to succeed without partner reduction among men who have sex with men in China. Plos One 12.

8. Luo, X., Chang, L., and Jin, Z. (2017). Demographics induce extinction of disease in an sis model based on conditional markov chain. Journal of Biological Systems 25, 145-171.  

9. Jia, J.B., Jin, Z., Chang, L.L., and Fu, X.C. (2017). Structural calculations and propagation modeling of growing networks based on continuous degree. Mathematical Biosciences and Engineering 14, 1215-1232.

10. Sun, G.-Q., Xie, J.H., Huang, S.-H., Jin, Z., Li, M.-T., and Liu, L. (2017). Transmission dynamics of cholera: Mathematical modeling and control strategies. Communications in Nonlinear Science and Numerical Simulation 45, 235-244.  

11. Xing, Y., Song, L., Sun, G.-Q., Jin, Z., and Zhang, J. (2017). Assessing reappearance factors of H7N9 avian influenza in China. Applied Mathematics and Computation 309, 192-204.

12. Liu, L., Ren, X., and Jin, Z. (2017). Threshold dynamical analysis on a class of age-structured tuberculosis model with immigration of population. Advances in Difference Equations 2017, 258.  

13. Zhang, J., Jin, Z, Li, L., and Sun, X.-D. (2017). Cost assessment of control measure for brucellosis in Jilin province, China. Chaos Solitons & Fractals 104, 798-805.

14. Zhang, X., Zhang, C., and Jin, Z. (2017). Structure of growing complex networks coupling with the friendship and contact relations. Chaos Solitons & Fractals 104, 758-765.

15. Yang, J., Jin, Z., Wang, L., and Xu, F. (2017). A note on an age-of-infection SVIR model with nonlinear incidence. International Journal of Biomathematics 10.

16. Yang, J., Martcheva, M., and Jin, Z. (2017). Chaotic effects on disease spread in simple eco-epidemiological system. Journal of Applied Analysis and Computation 7, 1161-1176.

17. Yin, Z., Qi, H., Liu, L., and Jin, Z. (2017). The optimal regulation mode of Bcl-2 apoptotic switch revealed by bistability analysis. Biosystems 162, 44-52.

18. Gou, W., & Jin, Z. (2017). How heterogeneous susceptibility and recovery rates affect the spread of epidemics on networks. Infectious Disease Modelling, 2(3), 353-367.  

19. Sun, G.-Q., Wang, C.-H., and Wu, Z.-Y. (2017). Pattern dynamics of a Gierer-Meinhardt model with spatial effects. Nonlinear Dynamics 88, 1385-1396.

20. Song, Y., Yang, R., and Sun, G. (2017). Pattern dynamics in a Gierer-Meinhardt model with a saturating term. Applied Mathematical Modelling 46, 476-491.

21. Yang, J., Chen, Y., and Kuniya, T. (2017). Threshold dynamics of an age-structured epidemic model with relapse and nonlinear incidence. Ima Journal of Applied Mathematics 82, 629-655.  

22. Yang, J., and Chen, Y. (2017). Effect of infection age on an SIR epidemic model with demography on complex networks. Physica a-Statistical Mechanics and Its Applications 479, 527-541.

23. 牛帅, 帅建伟, 祁宏 (2017). Bcl-2 蛋白抑制钙信号的建模与全局动力学分析. 物理学报 66, 238701-238701.

24. Li, X., Zhong, J.-J., Gao, X.-J., Wu, Y.-N., Shuai, J.-W., and Qi, H. (2017). Biexponential distribution of open times of a toy channel model. Chinese Physics B 26, 128703.  

25. 尹智勇, 杨俊元, 祁宏. (2017). Bcl-2 蛋白质家族调控细胞凋亡机制的研究进展. 信阳师范学院学报: 自然科学版 30, 340-344.  

26. 张泽琼, 彭小龙. (2017). 个体具有异质易感性的动态网络SIS传染病模型. 云南师范大学学报(自然科学版), 26-31  

27. Chang L., Gong, W., and Yan, N. (2017). Weak boundary penalization for Dirichlet boundary control problems governed by elliptic equations. Journal of Mathematical Analysis and Applications 453, 529-557.

28. Liu, L., Luo, X., and Chang, L. (2017). Vaccination strategies of an SIR pair approximation model with demographics on complex networks. Chaos Solitons & Fractals 104, 282-290.

29. Song, H.T., Liu, S., and Jiang, W. (2017). Global dynamics of a multistage SIR model with distributed delays and nonlinear incidence rate. Mathematical Methods in the Applied Sciences 40, 2153-2164.  

30. 宋海涛, 刘胜强(2017). 具有一般复发现象的疾病模型的全局稳定性. 应用数学学报 40, 37-48.

31. Tian, D., and Song, H.T. (2017). Global dynamics of a Vector‐Borne disease model with two delays and nonlinear transmission rate. Mathematical Methods in the Applied Sciences.  

32. Lu, H.X., Song, H.T., and Zhu, H.P. (2017). A series of population models for Hyphantria cunea with delay and seasonality. Mathematical Biosciences 292, 57-66.  


2016年科研论文
[17] Yuan Chen, Hong Qi, Xiang Li, Meichun Cai, Xingqiang Chen, Wen Liu, and Jianwei Shuai. Suppressing effect of Ca2+ blips on puff amplitudes by inhibiting channels to prevent recovery [J]. Physical Review E, 2016, 94: 022411.
[16] Xiang Li, Yuan Chen, Hong Qi, Liyu Liu, Jianwei Shuai. Synonymous mutations in oncogenesis and apoptosis versus survival unveiled by network modeling [J]. Oncotarget, 2016, 7(23): 34599-34616.
[15] Hong Qi, Jianwei Shuai. Alzheimer's disease via enhanced calcium signaling caused by the decrease of endoplasmic reticulum–mitochondrial distance [J]. Medical hypotheses, 2016, 89: 28–31.
[14] Song HT, Wang JL, Jiang WH. Global dynamics in a multi-group epidemic model for disease with latency spreading and nonlinear transmission rate. Journal of Applied Analysis and Computation. 2016 Feb;6(1):47-64.

[13] Song HT, Jiang WH, Liu SQ. Global dynamics of two heterogeneous SIR models with nonlinear incidence and delays. International Journal of Biomathematics. 2016 May;9(3): 1650046.
[12] Zhan XX, Liu C, Zhang ZK, Sun GQ. Roles of edge weights on epidemic spreading dynamics. Physica a-Statistical Mechanics and Its Applications. 2016 Aug;456:228-34.

[11] Sun GQ, Li XZ, Wang Y, Chakraborty A, Wang Z, Wu YP. Impacts of Climate Change on Biological Dynamics. Discrete Dynamics in Nature and Society. 2016.
[10] Sun GQ. Mathematical modeling of population dynamics with Allee effect. Nonlinear Dynamics. 2016 Jul;85(1):1-12.
[9]Zhu HM, Zhang ST, Jin Z. The effects of online social networks on tacit knowledge transmission. Physica a-Statistical Mechanics and Its Applications, 2016(441):192-8.
[8]Zhang RX, Jin Z, Li SP. Epidemic Spreading with Time Delay on Complex Networks. Acta Mathematicae Applicatae Sinica-English Series,2016, 32(2):319-26.
[7] Sun GQ, Wu ZY, Wang Z, Jin Z. Influence of isolation degree of spatial patterns on persistence of populations. Nonlinear Dynamics, 2016, 83(1-2):811-9.
[6]Liang JX, Liu LL, Jin Z. A reaction-diffusion-advection logistic model with a free boundary in heterogeneous environment. Boundary Value Problems. 2016 Jul.
[5]Li L, Jin Z, Li J. Periodic solutions in a herbivore-plant system with time delay and spatial diffusion. Applied Mathematical Modelling, 2016, 40(7-8):4765-77.
[4]Hu JH, Xue YK, Sun GQ, Jin Z, Zhang J. Global dynamics of a predator-prey system modeling by metaphysiological approach. Applied Mathematics and Computation, 2016, 283:369-84.
[3]Han W, Jin Z. Life-span of classical solutions to two dimensional fully nonlinear wave equations. Journal of Functional Analysis, 2016, 270(11):4087-116.
[2]Cao B, Han SH, Jin Z. Modeling of knowledge transmission by considering the level of forgetfulness in complex networks. Physica a-Statistical Mechanics and Its Application, 2016, 451:277-87.
[1]Peng XL, Xu XJ, Small M, Fu XC, Jin Z. Prevention of infectious diseases by public vaccination and individual protection[J]. Journal of mathematical biology, 2016: 1-34.


2015年科研论文
[16]. Haitao Song, Weihua Jiang*, Shengqiang Liu, Virus Dynamics model with intracellular delays and immune response, Mathematical Biosciences and Engineering. 2015, 12(1):185-208.
[15]. Chang LL, Gong W, Sun GQ, Yan NN. Pde-constrained optimal control approach for the approximation of an inverse cauchy problem. Inverse Problems and Imaging. 2015 Aug;9(3):791-814.
[14].  Liu C, Zhan XX, Zhang ZK, Sun GQ, Hui PM. How events determine spreading patterns: information transmission via internal and external influences on social networks. New Journal of Physics. 2015 Nov;17.
[13].  Zhang RX, Li DY, Jin Z. Dynamic analysis of a delayed model for vector-borne diseases on bipartite networks. Applied Mathematics and Computation, 2015(263):342-52.
[12].  Xia ZQ, Zhang J, Xue YK, Sun GQ, Jin Z. Modeling the Transmission of Middle East Respirator Syndrome Corona Virus in the Republic of Korea. Plos One. 2015, 10(12).
[11].  Xia ZQ, Wang SF, Li SL, Huang LY, Zhang WY, Sun GQ, Gai ZT, Jin Z. Modeling the transmission dynamics of Ebola virus disease in Liberia. Scientific Reports. 2015 Sep;5..
[10].  Wu QC, Fu XC, Jin Z, Small M. Influence of dynamic immunization on epidemic spreading in networks. Physica a-Statistical Mechanics and Its Applications. 2015, 419:566-74.
[9].  Wang Z, Zhao DW, Wang L, Sun GQ, Jin Z. Immunity of multiplex networks via acquaintance vaccination. Epl. 2015, 112(4).
[8].  Sun GQ, Wang SL, Ren Q, Jin Z, Wu YP. Effects of time delay and space on herbivore dynamics: linking inducible defenses of plants to herbivore outbreak. Scientific Reports. 2015, 5.
[7].  Sun GQ, Jin Z. How to identify the most effective control measures based on disease-behavior coupled mechanisms? Comment on "Coupled disease-behavior dynamics on complex networks: A review" by Z. Wang et al. Physics of Life Reviews. 2015(15):30-1.
[6]. Pan W, Sun GQ, Jin Z. How demography-driven evolving networks impact epidemic transmission between communities. Journal of Theoretical Biology. 2015(382):309-19.
[5].  Lou J, Zhou HN, Liang D, Jin Z, Song BJ. The coupled within- and between-host dynamics in the evolution of hiv/aids in china. Journal of Applied Analysis and Computation. 2015, 5(4):731-50.
[4].  Li SP, Jin Z. Dynamic modeling and analysis of sexually transmitted diseases on heterogeneous networks. Physica a-Statistical Mechanics and Its Applications. 2015(427):192-201.
[3].  Li L, Jin Z, Yuan SL, Wang KF, Medvinsky AB, Li BL. Nonlinear Dynamics in Epidemic Systems. Discrete Dynamics in Nature and Society. 2015.
[2].  Chen J, Zou L, Jin Z, Ruan SG. Modeling the Geographic Spread of Rabies in China. Plos Neglected Tropical Diseases. 2015, 9(5).
[1].  Chang LL, Sun GQ, Wangb Z, Jin Z. Rich dynamics in a spatial predator-prey model with delay. Applied Mathematics and Computation. 2015(256):540-50.


2014年科研论文
[18]. Zhu YX, Zhang XG, Sun GQ, Tang M, Zhou T, Zhang ZK. Influence of Reciprocal Links in Social Networks. Plos One. 2014 Jul;9(7).
[17]. Wang Y, Cao JD, Sun GQ, Li J. Effect of time delay on pattern dynamics in a spatial epidemic model. Physica a-Statistical Mechanics and Its Applications. 2014 Oct;412:137-48.
[16].  Li L, Zhang G, Sun GQ, Wang ZJ. Existence of periodic positive solutions for a competitive system with two parameters. Journal of Difference Equations and Applications. 2014;20(3):341-53.
[15].  Zhang XG, Song R, Sun GQ, Jin Z. Global Dynamics of Infectious Disease with Arbitrary Distributed Infectious Period on Complex Networks. Discrete Dynamics in Nature and Society. 2014.
[14].  Zhang J, Sun GQ, Sun XD, Hou Q, Li MT, Huang BX, Wang HY, Jin Z. Prediction and Control of Brucellosis Transmission of Dairy Cattle in Zhejiang Province, China. Plos One. 2014, 9(11).
[13].  Zhang J, Jin Z, Sun GQ, Sun XD, Wang YM, Huang BX. Determination of Original Infection Source of H7N9 Avian Influenza by Dynamical Model. Scientific Reports. 2014, 4.
[12].  Sun GQ, Chakraborty A, Liu QX, Jin Z, Anderson KE, Li BL. Influence of time delay and nonlinear diffusion on herbivore outbreak. Communications in Nonlinear Science and Numerical Simulation. 2014, 19(5):1507-18.
[11].  Nie J, Sun GQ, Sun XD, Zhang J, Wang N, Wang YM, Shen CJ, Huang BX, Jin Z. Modeling the transmission dynamics of dairy cattle brucellosis in jilin province, china. Journal of Biological Systems. 2014, 22(4):533-54.
[10].  Luo XF, Zhang XG, Sun GQ, Jin Z. Epidemical dynamics of SIS pair approximation models on regular and random networks. Physica a-Statistical Mechanics and Its Applications. 2014(410):144-53.
[9].  Li SP, Jin Z. Modeling and Analysis of New Products Diffusion on Heterogeneous Networks. Journal of Applied Mathematics. 2014.
[8].  Li MT, Sun GQ, Zhang J, Jin Z, Sun XD, Wang YM, et al. Transmission dynamics and control for a brucellosis model in hinggan league of inner mongolia, china. Mathematical Biosciences and Engineering. 2014, 11(5):1115-37.
[7].  Li MT, Sun GQ, Wu YF, Zhang J, Jin Z. Transmission dynamics of a multi-group brucellosis model with mixed cross infection in public farm. Applied Mathematics and Computation. 2014(237):582-94.
[6].  Li L, Bai YP, Jin Z. Periodic solutions of an epidemic model with saturated treatment. Nonlinear Dynamics. 2014, 76(2):1099-108.
[5].  Li J, Sun GQ, Jin Z. Pattern formation of an epidemic model with time delay. Physica a-Statistical Mechanics and Its Applications. 2014(403):100-109.
[4].  Jin Z, Sun GQ, Zhu HP. Epidemic models for complex networks with demographics. Mathematical Biosciences and Engineering. 2014, 11(6):1295-317.
[3].  Gao QQ, Jin Z. A Time Delay Predator-Prey System with Three-Stage-Structure. Scientific World Journal. 2014.
[2].  Caijuan Yan, Jia Jianwen*, Jin Zhen (2014). Dynamics of an SIR Epidemic Model with Information Variable and Limited Medical Resources Revisited. Discrete Dynamics in Nature and Society, 2014.
[1].  Gui-Hua Li, Zhen Jin* (2014). Bifurcation Analysis in Models for Vector-Borne Diseases with Logistic Growth. The Scientific World Journal, 2014, 2014.


2013年科研论文
[16]Gui-Quan Sun*,Jing Li, Benguo Yu, Zhen Jin (2013). Noise induced pattern transition in a vegetation model.Applied Mathematics and Computation, 221:463–468.
[15]Gui-Quan Sun*, Li Li, Zhen Jin, Zi-Ke Zhang, Tao Zhou (2013). Pattern Dynamics in a Spatial Predator-Prey System with Allee Effect. Abstract and Applied Analysis. Hindawi Publishing Corporation.
[14]Gui-Quan Sun*, Zhenguo Bai, Zi-Ke Zhang, Tao Zhou, Zhen Jin (2013). Positive Periodic Solutions of an Epidemic Model with Seasonality. The Scientific World Journal.
[13]Han-Wu Liu *, Yu-Ming Chen, Li Zhou, Zhen Jin (2013). The effects of management on population dynamics of plateau pika. Mathematical and Computer Modelling, 57(3): 525-535.
[12]Juping Zhang, Zhen Jin* (2013). Yuming Chen, Analysis of sexually transmitted disease spreading in heterosexual and homosexual populations. Mathematical biosciences, 242(2): 143-152.
[11]Kai Wang, Xue-Liang Zhang, Zhen Jin* (2013). Modeling and analysis of the transmission of Echinococcosis with application to Xinjiang Uygur Autonomous Region of China. Journal of theoretical biology, 333: 78-90.
[10]Mao-Xing Liu, Gui-Quan Sun, Zhen Jin* (2013). An analysis of transmission dynamics of drug-resistant disease on scale-free networks. Applied Mathematics and Computation, 222: 177-189.
[9]Ming-Tao Li, Gui-Quan Sun, Juan Zhang, Zhen Jin* (2013). Global Dynamic Behavior of a Multigroup Cholera Model with Indirect Transmission. Discrete Dynamics in Nature and Society.
[8]Qiang Hou, Xiang-Dong Sun, Juan Zhang, Yong-Jun Yang, Zhen Jin* (2013). Modeling the transmission dynamics of sheep brucellosis in Inner Mongolia Autonomous Region, China. Mathematical biosciences, 242(1): 51-58.
[7]Qiang Hou, Xiang-Dong Sun, You-Ming Wang, Bao-Xu Huang, Zhen Jin* (2013). Global properties of a general dynamic model for animal diseases: A case study of brucellosis and tuberculosis transmission. Journal of Mathematical Analysis and Applications, 2013.
[6]Shu-Ping Li, Zhen Jin* (2013). Global dynamics analysis of homogeneous new products diffusion model. Discrete Dynamics in Nature and Society.
[5]Xiao-Guang Zhang, Gui-Quan Sun, Yu-Xiao Zhu, Jun-Ling Ma, Zhen Jin* (2013). Epidemic dynamics on semi-directed complex networks. Mathematical biosciences, 246(2):242-251.
[4]Yi Wang, Jin-De Cao*, Zhen Jin (2013). Impact of media coverage on epidemic spreading in complex networks. Physica A: Statistical Mechanics and its Applications, 392(23): 5824-5835.
[3]Yi Wang, Zhen Jin* (2013). Global analysis of multiple routes of disease transmission on heterogeneous networks. Physica A: Statistical Mechanics and its Applications, 392(18): 3869-3880.
[2]Yi-Hong Li, Jin-Xiao Pan, Li-Peng Song, Zhen Jin* (2013). The Influence of User Protection Behaviors on the Control of Internet Worm Propagation, Abstract and Applied Analysis. Hindawi Publishing Corporation.
[1]Zhanrong Hu*, Zhen Jin (2013). Almost automorphic mild solutions to neutral parabolic nonautonomous evolution equations with nondense domain. Discrete Dynamics in Nature and Society.

2012年科研论文
[16]Ju-ping Zhang, Zhen Jin* (2012). Epidemic spreading on complex networks with community structure.Applied Mathematics and Computation, 219(6): 2829-2838. (SCI二区TOP)
[15]Yi Wang, Zhen Jin*, Zimo Yang, Zi-Ke Zhang, Tao Zhou, Gui-Quan Sun(2012). Global analysis of an SIS model with an infective vector on complex networks. Nonlinear Analysis: Real World Applications, 13(2): 543–557.
[14]An-Wei Li, Zhen Jin, Li Li, Jian-Zhong Wang (2012). emergence of oscillatory turing patterns induced by cross diffusion in a predator-prey system. International Journal of Modern, Physics B, 26:31.
[13]Gui-Quan Sun*, Juan Zhang, Li-Peng Song, Zhen Jin, Bai-Lian Li (2012). Pattern formation of a spatial predator–prey system. Applied Mathematics and Computation, 218(22): 11151-11162.
[12]Gui-Quan Sun*, Zhen Jin, Li Li, Mainul Haque, Bai-Lian Li (2012). Spatial patterns of a predator-prey model with cross diffusion. Nonlinear Dynamics 69(4): 1631-1638.
[11]Han-Wu Liu *, Zhen Jin, Yu-Ming Chen, Feng-Qin Zhang (2012). Population dynamics of plateau pika under lethal control and contraception control. Advances in Difference Equations, 1: 1-13.
[10]Juan Zhang, Gui-Quan Sun, Zhen Jin, Shi-Gui Ruan* (2012). Modeling seasonal rabies epidemics in China. Bulletin of mathematical biology,74(5): 1226-1251.
[9]Juan Zhang, Zhen Jin, Gui-Quan Sun, Xiang-Dong Sun, Shigui Ruan* (2012). Modeling seasonal rabies epidemics in China. Bulletin of mathematical biology, 74(5): 1226-1251.
[8]Li Li*, Zhen Jin (2012). Pattern dynamics of a spatial predator–prey model with noise. Nonlinear dynamics, 67(3): 1737-1744.
[7]Li-Peng Song, Xie Han, Dong-Ming Liu, Zhen Jin* (2012). Adaptive human behavior in a two-worm interaction model. Discrete Dynamics in Nature and Society.
[6]Qiang Hou, Zhen Jin, Shi-Gui Ruan* (2012). Dynamics of rabies epidemics and the impact of control efforts in Guangdong Province, China. Journal of theoretical biology, 300: 39-47.
[5]Rong-Hua Wang*, Zhen Jin (2012). A simple stochastic model with environmental transmission explains multi-year periodicity in outbreaks of avian flu. PloS one 7(2): e28873.
[4]Rong-Hua Wang, Zhen Jin* (2012). Quan-Xing Liu, The evolutionary dynamics of a spatial multi-strain host–pathogen system with cross-immunity. Nonlinear Analysis: Hybrid Systems 6(1): 741-753.
[3]Xiao-ChongZhang, Gui-Quan Sun, Zhen Jin* (2012). Spatial dynamics in a predator-prey model with Beddington-DeAngelis functional response. Physical Review E 85(2): 021924.
[2]Yihong Li, Jinxiao Pan, Zhen Jin* (2012). Dynamic modeling and analysis of the email virus propagation. Discrete Dynamics in Nature and Society.
[1]Zhanrong Hu, Zhen Jin* (2012). Stepanov-like pseudo almost periodic mild solutions to nonautonomous neutral partial evolution equations. Nonlinear Analysis: Theory, Methods & Applications ,75(1): 244-252.

2011年科研论文
[7]Juan Zhang, Zhen Jin, Gui-Quan Sun, Tao Zhou, Shigui Ruan* (2011). Analysis of rabies in China: Transmission Dynamics and Control. PLoS one, 6(7): e20891.
[6]Gui-Quan Sun*, Zhen Jin, Li-Peng Song, Amit Chakraborty, Bai-Lian Li (2011). Phase transition in spatial epidemics using cellular automata with noise. Ecological research 26(2): 333-340.
[5]Juping Zhang, Zhen Jin* (2011). The analysis of an epidemic model on networks. Applied Mathematics and Computation, 217(17) :7053-7064.
[4]Li-Peng Song*, Zhen Jin, Gui-Quan Sun (2011). Reinfection induced disease in a spatial SIRI model. Journal of biological physics, 37(1): 133-140.
[3]Li-Peng Song, Gui-Quan Sun, Zhen Jin* (2011). Modeling and analyzing of botnet interactions. Physica A: Statistical Mechanics and its Applications, 390(2): 347-358.
[2]Li-Peng Song,Xie Han, Juan Zhang, Gui-Quan Sun, Zhen Jin* (2011). Influence of removable devices on computer worms. Dynamic analysis and control strategies, Computers & Mathematics with Applications, 61(7): 1823-1829.
[1]Zhen Jin, Ju-Ping Zhang, Li-Peng Song, Huaiping Zhu* (2011). Modelling and analysis of influenza A (H1N1) on networks. BMC public health, 11(1): S9.

2010年科研论文
[16]Fen-Fen Zhang, Zhen Jin*, Gui-Quan Sun (2010). Bifurcation analysis of a delayed epidemic model. Applied Mathematics and Computation, 216(3): 753-767.
[15]Gui-Quan Sun*, Zhen Jin, Quan-Xing Liu, Bai-Lian Li (2010). Rich dynamics in a predator–prey model with both noise and periodic force. BioSystems 100(1): 14-22.
[14]Gui-Quan Sun, Li Li, Zhen Jin*, Bai-Lian Li (2010). Effect of noise on the pattern formation in an epidemic model. Numerical Methods for Partial Differential Equations 26(5): 1168-1179.
[13]Gui-Quan Sun, Li Li, Zhen Jin*, Bai-Lian Li (2010). Pattern formation in a spatial plant-wrack model with tide effect on the wrack, Journal of biological physics 36(2): 161-174.
[12]Gui-Quan Sun, Quan-Xing Liu, Zhen Jin* (2010). Influence of infection rate and migration on extinction of disease in spatial epidemics. Journal of theoretical biology 264(1): 95-103.
[11]Gui-Quan Sun, Zhen Jin*, Li Li, Bai-Lian Li (2010). Self-organized wave pattern in a predator-prey model. Nonlinear Dynamics 60(3): 265-275.
[10]Gui-Quan Sun, Zhen Jin*, Qiulin Tan (2010). Measurement of self-organization in arid ecosystems. Journal of Biological Systems, 18(2): 495-508.
[9]Han Wei, Zhen Jin* (2010). Positive solutions of nonlinear m-point BVP for an increasing homeomorphism and positive homomorphism with sign changing nonlinearity on time scales. Communications in Nonlinear Science and Numerical Simulation, 15(3): 690-699.
[8]Huiqin, Chen, Jin Zhen (2010). Monotonicity of Eventually Positive Solutions for a Second Order Nonlinear Difference Equation. 2010 International Conference on Computational Aspects of Social Networks.
[7]Huiqin, Chen, Zhen Jin* (2010). Oscillation Criteria of Solution for a Second Order Difference Equation with Forced Term, Discrete Dynamics in Nature and Society.
[6]Jian-Jun Wang, Zhen Jin* (2010). Analysis of an SIR model with bilinear incidence rate.
[5]Juping Zhang, Zhen Jin* (2010). The analysis of epidemic network model with infectious force in latent and infected period. Discrete Dynamics in Nature and Society.
[4]Li Li*, Zhen Jin, Gui-Quan Sun (2010). Bifurcation and chaos in an epidemic model with nonlinear incidence rates. Applied Mathematics and Computation, 216(4): 1226-1234.
[3]Li Li, Gui-Quan Sun, Zhen Jin*, Emergence of Power-Law in Spatial Epidemics Using Cellular Automation, International Journal of Modern Physics C, 21.08: 983-989, 2010.
[2]Quan-Xing Liu*, Rong-Hua Wang, Zhen Jin (2010). Spatial self-organization in a multi-strain host–pathogen system. Journal of Statistical Mechanics: Theory and Experiment, 05: 05017.
[1]Zhanrong Hu, Zhen Jin* (2010). Necessary and sufficient conditions for the regularity and stability of solutions for some partial neutral functional differential equations with infinite delay. Nonlinear Analysis: Theory, Methods & Applications,73(8): 2752-2765.

2009年科研论文
[20]Fen-Fen Zhang, Zhen Jin* (2009). Existence of travelling waves in nonlinear SI epidemic models. Journal of Biological Systems 17(4): 643-657.
[19]Gui-Quan Sun*,Guang Zhang, Zhen Jin (2009). Dynamic behavior of a discrete modified Ricker & Beverton–Holt model. Computers & Mathematics with Applications 57(8): 1400-1412.
[18]Gui-Quan Sun, Guang Zhang, Zhen Jin*, Li Li (2009). Predator cannibalism can give rise to regular spatial pattern in a predator–prey system. Nonlinear Dynamics 58(1,2): 75-84.
[17]Gui-Quan Sun, Zhen Jin*, Li Li, Quan-Xing Liu (2009). The role of noise in a predator–prey model with Allee effect. Journal of biological physics 35(2): 185-196.
[16]Gui-Quan Sun, Zhen Jin*, Quan-Xing Liu, Li Li (2009). Spatial pattern in an epidemic system with cross-diffusion of the susceptible. Journal of Biological Systems 17(1): 141-152.
[15]Gui-Quan Sun, Zhen Jin*, Yi-Guo Zhao, Quan-Xing Liu, Li Li (2009). Spatial pattern in a predator-prey system with both self-and cross-diffusion. International Journal of Modern Physics C 20(1): 71-84.
[14]Han Wei*, Zhen Jin, Shugui Kang (2009). Existence of positive solutions of nonlinear m-point BVP for an increasing homeomorphism and positive homomorphism on time scales. Journal of computational and applied mathematics, 233(2): 188-196.
[13]Jinzhu Zhang, Yan Jurang, Gui-Quan Sun, Zhen Jin* (2009). Stability and Hopf bifurcation in a delayed competition system. Nonlinear Analysis: Theory, Methods & Applications 70(2): 658-670.
[12] Juping Zhang, Zhen Jin* (2009). Discrete time SI and SIS epidemic models with vertical transmission. Journal of Biological Systems, 17(2): 201-212.
[11] Juping Zhang, Zhen Jin*, Yakui Xue (2009). Stability properties of an SIR epidemic model with standard incidence and impulsive effect.
[10] Juping Zhang, Zhen Jin*, Yakui Xue, Youwen Li (2009). The dynamics of the pulse birth in an SIR epidemic model with standard incidence. Discrete Dynamics in Nature and Society.
[9] Li Li, Gui-Quan Sun, Zhen Jin* (2009). Traveling pattern induced by migration in an epidemic model. Journal of Biological Systems,17(2):319-328.
[8] Maoxing Liu, Zhen Jin, Mainul Haque* (2009). An impulsive predator–prey model with communicable disease in the prey species only. Nonlinear Analysis: Real World Applications, 10(5): 3098-311.
[7]Pan-Ping Liu, Zhen Jin* (2009). Pattern formation of a predator–prey model. Nonlinear Analysis: Hybrid Systems, 3(3):177-183.
[6] Peng Zhou*, Jing-Yu Wang, Xiao-Dong Li, Zhen Jin (2009). Emergence of traveling pattern in a prenator-prey system. International Journal of Modern Physics C, 20(11): 1861-1870.
[5] Quan-Xing Liu*, Rong-Hua Wang, Zhen Jin (2009). Persistence, extinction and spatio-temporal synchronization of SIRS spatial models. Journal of Statistical Mechanics: Theory and Experiment, 07: P07007.
[4] Quan-Xing Liu, Gui-Quan Sun, Zhen Jin* (2009). Emergence of spatiotemporal chaos arising from far-field breakup of spiral waves in the plankton ecological systems. Chinese Physics B, 18(2): 506.
[3] Zhanrong Hu*, Zhen Jin (2009). Stepanov-like pseudo-almost periodic mild solutions to perturbed nonautonomous evolution equations with infinite delay, Nonlinear Analysis: Theory. Methods & Applications, 71(11): 5381-5391.
[2] Zhanrong Hu, Zhen Jin* (2009). Stepanov-like pseudo almost automorphic mild solutions to nonautonomous evolution equations. Nonlinear Analysis: Theory, Methods & Applications, 71(5): 2349-2360.
[1]Rong-Hua Wang, Quan-Xing Liu, Gui-Quan Sun, Zhen Jin*, Johan van de Koppel(2009). Nonlinear dynamic and pattern bifurcations in a model for spatial patterns in Young Mussel Beds, J. Royal Society Interface, 6(37): 705-718.

 


注:黑体为团队成员,标*为通讯作者