刘茂省

职位:副院长

职称:教授

邮箱:liumaoxing@bucea.edu.cn

发文时间:2025-07-28 撰稿人:

1、Maoxing Liu, Guiquan Sun, Zhen Jin, Tao Zhou, An analysis of transmission dynamics of drug-resistant disease on scale-free networks, Applied Mathematics and Computation 222(2013) 177-189. 

2、Maoxing Liu, Gergely Rost and Gabriella Vas,  SIS model on homogeneous networks with threshold type delayed contact reduction, Computers and Mathematics with Applications, 66(2013)1534-1546. 

3、Maoxing Liu, Liz E, Röst G, Endemic bubbles generated by delayed behavioral response -- global stability and bifurcation switches in an SIS model, SIAM Journal on Applied Mathematics, 75(1), 75–91, 2015. 

4、Maoxing Liu, Lixia Zuo, The impact of media coverage with a piecewise transmission rate in the spread of diseases, International Journal of Biomathematics, 10(1):1-10, 2017. 

5、Shijie Zhou, Yao Guo, Maoxing Liu, Ying-Cheng Lai Wei Lin, Random temporal connections promote network synchronization, Physical Review E, 100, 032302, 2019.(共同第一作者) 

6、Lei Zhang, Maoxing Liu, Qiang Hou, Asma Azizi, Yun Kang, Dynamics of an SIS network model with a periodic infection rate, Applied Mathematical Modelling, 89 (2021) 907-918. 

7、Lei Zhang, Maoxing Liu, Qiang Hou, Optimal control of an SIQRS epidemic model with three measures on networks, Nonlinear Dynamics, 2021, 89(4): 2967–2977. 

8、Maoxing Liu, Xinjie Fu, Yongzheng Sun, Dynamical analysis of an SIS epidemic model with migration and residence time, International Journal of Biomathematics, 2021. 

9、Maoxing Liu, Rong Yuan, Stability of a stochastic discrete SIS epidemic model with general nonlinear incidence rate, Journal of Difference Equations and Applications, 28(4):561-577, 2022.

10、Nan Liang, Maoxing Liu, Yongzheng Sun, Rui Xiao, and Lingzhi Zhao, Time and Energy Costs for Synchronization of Kuramoto-Oscillator Networks With or Without Noise Perturbation, SIAM Journal on Applied Mathematics, 82(4): 1336-1355, 2022.

11、Guo, Songbai, Yuling Xue, Rong Yuan, and Maoxing Liu, An improved method of global dynamics: Analyzing the COVID-19 model with time delays and exposed infection.Chaos: An Interdisciplinary Journal of Nonlinear Science, 33(5),  2023.

访问量: 开通时间 :2022-08-31 最后更新时间 :2025-07-28