余兴旺

发布时间:2020-10-30作者:ms文章来源:管理工程学院 浏览次数:

姓   名:余兴旺

职   称:副教授

研究方向:微分方程与动力系统、生物数学

主讲课程:质量统计分析、全面质量管理

办公地点:08实验楼C座408室

电子邮箱:xwyu2006@126.com

个人简介

    余兴旺,男,河南信阳人,理学博士,硕士生导师,副教授。主要从事生物数学研究工作,研究兴趣包括种群动力学、流行病动力学、海洋生态学以及生物化学工程等。截至目前,在国际学术期刊《Chaos Soliton. Fract.》、《Nonlinear Dyn.》、《Nonlinear Anal.-Hybri.》、《Commun. Nonlinear Sci.》、《Appl. Math. Comput.》、《Appl. Math. Lett.》等发表SCI论文15余篇,其中ESI高被引论文4篇;主持国家自然科学基金面上项目1项(12171441)、河南省科技攻关项目(222102320374)及河南省高等学校重点项目各1项(21A110024),参与国家级及省部级项目6项;现担任美国《Mathematics Reviews》评论员(150876)、河南省科学技术协会评审咨询专家。

发表论文

1. Yuanlin Ma,Xingwang Yu#. Impact of correlated Gaussian colored noises on stability and stationary probability density for the randomly forced two-species competitive Gompertz model. Chaos, Solitons and Fractals, 2023, 169: 113288.(SCI)

2. Lifan Chen,Xingwang Yu#, Sanling Yuan. Effects of random environmental perturbation on the dynamics of a nutrient phytoplankton zooplankton model with nutrient recycling, Mathematics, 2022, 10: 3783.(SCI)

3. Xingwang Yu, Yuanlin Ma. Steady-state analysis of the stochastic Beverton Holt growth model driven by correlated colored noises. Chaos, Solitons and Fractals, 2022, 158: 112102.(SCI)

4. Xingwang Yu, Yuanlin Ma. An avian influenza model with nonlinear incidence and recovery rates in deterministic and stochastic environments. Nonlinear Dynamics, 2022, 108: 4611-4628.(SCI)

5. Yuanlin Ma,Xingwang Yu#. Stochastic stability and stationary probability density analysis for a nutrient phytoplankton model with multiplicative and additive noises. Applied Mathematics Letters, 2022, 132: 108201.(SCI)

6. Yuanlin Ma,Xingwang Yu#. Stationary probability density analysis for the randomly forced phytoplankton zooplankton model with colored noises. Mathematics, 2022, 10: 2383.(SCI)

7. Hao Liu, Haodong Chen, Hengyi Zhang, Haibin Liu,Xingwang Yu, Shiqing Zhang. Contract design of logistics service supply chain based on smart transformation. Sustainability, 2022, 14: 6261.(SCI)

8. Xiaofei Kou, Hao Liu, Honghu Gao, Haibin Liu,Xingwang Yu. Cooperative emission reduction in the supply chain: the value of green marketing under different power structures. Environmental Science and Pollution Research, 2022.(SCI)

9. Xingwang Yu, Yuanlin Ma. Complex d of a dysentery diarrhoea epidemic model with treatment and sanitation under environmental stochasticity: ersistence, extinction and ergodicity. IEEE Access, 2021, 9: 161129-161140.(SCI)

10. Xingwang Yu,Sanling Yuan. Asymptotic properties of a stochastic chemostat model with two distributed delays and nonlinear perturbation. Discrete and Continuous Dynamical System Series-B, 2020, 25: 2373-2390.(SCI)

11. Yuanlin Ma,Xingwang Yu#. The effect of environmental noise on threshold dynamics for a stochastic viral infection model with two modes of transmission and immune impairment.Chaos, Solitons and Fractals, 2020, 134: 109699.(SCI)

12. Yuanlin Ma,Xingwang Yu#. Threshold dynamics of a stochastic SIVS model with saturated incidence and Lévy jumps.Advances in Difference Equations, 2020, 2020:273.(SCI)

13. Xingwang Yu, Sanling Yuan, Tonghua Zhang. Survival and ergodicity of a stochastic phytoplankton zooplankton model with toxin producing phytoplankton in an impulsive polluted environment. Applied Mathematics and Computation, 2019, 347: 249-264.(SCI)

14. Xingwang Yu, Sanling Yuan, Tonghua Zhang. Asymptotic properties of stochastic nutrient plankton food chain models with nutrient recycling. Nonlinear Analysis-Hybrid Systems, 2019, 34: 209-225.(SCI)

15. Xingwang Yu, Sanling Yuan, Tonghua Zhang. Persistence and ergodicity of a stochastic single species model with Allee effect under regime switching. Communications in Nonlinear Science and Numerical Simulation, 2018, 59: 359-374.(SCI)

16. Xingwang Yu, Sanling Yuan, Tonghua Zhang. About the optimal harvesting of a fuzzy predator-prey system: a bioeconomic model incorporating prey refuge and predator mutual interference. Nonlinear Dynamics, 2018, 94: 2143-2160.(SCI)

17. Xingwang Yu, Sanling Yuan, Tonghua Zhang. The effects of toxin-producing phytoplankton and environmental fluctuations on the planktonic blooms. Nonlinear Dynamics, 2018, 91: 1653-1668.(SCI)

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