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  • 许君雁

  • 职称:

    副教授

  • 职务:

  • 主讲课程:

    高等数学C、线性代数、概率论与数理统计、常微分方程

  • 研究方向:

    常微分方程

  • 办公室:

  • 电子邮件:

    xjy159@fzu.edu.cn

个人简介

许君雁,女,1979年生,硕士研究生,副教授。2001年7月毕业于福建师范大学,获大学本科生学位。2004年3月毕业于bat365,获研究生学位。

2004.3至今,在bat365数学系任教任教期间,本人是学院十大团队之一的“微分方程及其应用”团队的主要成员之一,同时还主持和参与多项项目,如:福建省自然科学基金两项(S0750007)和(S075008),种群生态动力系统的研究(JB05049),神经网络与生态动力系统(JB08030)。

近期取得的相关成果:

1.JunyanXu(许君雁), Exponential Stability For Impulsive Bidirectional Associative Memory

Neural Networks With Continuously DistributedDelays,Inpress.(EI)

2.JunyanXu(许君雁),LijuanChen,ZhongLi, Convergence behavior of delayed bidirectional

associative memory cellular neural networks with asymptotically periodic coefficients, Applied

Mathematics and Computation, 215(3)(2009), 925-935(SCI).

3.JunyanXu(许君雁), Global exponential p-stability inCohen-Grossberg-Typebidirrectionalassociative memory Neural networks with transmission delays and learning behavior, J.Appl.Math. andComput. Volume 32, Number 2 /2010年4月,DOI: 10.1007/s12190-009-0268-z。(EI)

4.许君雁,一类三次Kolmogorov系统的定性分析,bat365学报,36(2008):794-799。

5.JunyanXu(许君雁),YonghuiXia,Existenceand globalexpotentionalstability of periodic solution oftwo-neurennetworks with several delays, Dynamics of Continuous,Discrete andImplusiveSystems, (2006),12 :351-354.(EI)

6.许君雁,陈凤德,具扩散的HollingIII类功能性反应模型的一致持续生存与周期解,bat365学报,(2003)3:269-273。

7.:JunyanXu(许君雁), Chaochen, Conditions for globalattractivityof ratio-dependentmultispeciesecological competition-predator system withHollingIII type functional response. Ann.of Diff.Eqs. 2005(3):486-490.

8. LijuanChen,JunyanXu(许君雁) , Permanence of a nonlinear periodic predator-prey system with prey dispersal and predatordensity-independence,Annalsof Differential Equations, 25(3)(2009), 275-283.

9. LijuanChen ,JunyanXu(许君雁) , Permanence of generalnonautonomoussingle-speciesKolmogorovtype system with delay and feedbackcontrols,Annalsof Differential Equations, 25(4)(2009), 379-384.

10. LijuanChen,JunyanXu(许君雁), ZhongLi, Permanence and globalattractivityof a delayed discrete predator-prey system with generalHollingtype functional response and feedback controls, Discrete Dynamics in Nature and Society,Vol. 2008, Article ID 629620, 17 pages, 2008.doi:10.1155/2008/629620 (SCIE).

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