孟琼，女，1964.11出生。 籍贯，浙江绍兴。 博士后，副教授，硕士生导师。

电子邮箱：mengqiong@qq.com

通信地址：山西省太原市坞城路92号，山西大学数学科学学院

教育经历

1981.09 - 1984.07, 太原师范专科学校学习.

1995.09 - 1998.07, 山西大学, 硕士研究生，指导老师（燕居让）.

2003.09 - 2007.07, 山西大学, 博士研究生, 指导老师（燕居让）

2007.11 - 2009.10, 中南大学, 博士后，指导老师（唐先华）.

工作经历

1984.07 - 1990.01, 太原市第33中学学校，任数学教师.

1990.01 - 1995.08, 太原市第32中学学校，任数学教师.

1998.09 - 1999.10, 山西大学数学系, 任教师.

1999.10 -2003.10，山西大学数学系,任讲师

2003.10 - 至今, 山西大学数学科学学院，任副教授.

科研项目

1. 山西省自然科学基金,分数阶种群模型的动力学分析,2019.09 - 2022.08, 主持.

2. 国家自然科学基金,复杂网络上随机传染病模型的建立与分析, 2020.01- 2023.12, 参与.

3. 国家自然科学基金,非线性热动力系统在Neumann边界控制下的整体解, 2015.01-2018.12.

4. 山西省回国留学人员科研项目,中立型泛函微分方程的定性研究及其应用, 2013.07 - 2015.12, 参与.

5. 山西省高等学校“131”领军人才工程项目，2013.01 - 2014.12，主持.

6. 山西省自然科学基金, 临界点理论在时滞微分方程中的应用, 2012.1—2014.12, 主持.

7. 山西省自然科学基金, 临界点理论在时滞微分方程中的应用, 2012.1—2014.12, 主持.

8. 山西省青年基金, 差分方程解的稳定性理论, 2003.1—2005.12, 主持.

荣誉和获奖

1. 获2011年山西省科技进步二等奖, 项目名称: 非线性若干问题的理论研究

项目成员: 丁俊堂，孟琼，吴洁琼，柴树根，李胜家

2. 获山西省2007年优秀博士学位论文，博士论文题目“非线性泛函微分方程的稳定性与临界状态下的有界振动性”。

3. 获2002年山西省科技进步二等奖,项目名称: 时滞差分方程的定性性质,

项目成员: 阎卫平, 燕居让,成登华,赵爱民,孟琼

4. 获2000年山西省科技进步一等奖,项目名称: 脉冲泛函微分方程理论研究,

项目成员：燕居让,寇春海,赵爱民,孟琼

学术兼职

美国数学学会评论员

教学

微积分， 常微分方程，高等代数， 数值逼近，DBASE 3， 汇编语言。

学术论文

1. Qiong Meng, Guirong Liu, Zhen Jin, Hopf bifurcation in a reaction-diffusive-advection two-species competition model with one delay, Electronic Journal of Qualitative Theory of Differential Equations, (72)2021, 1–24.

2. Qiong Meng, Zhen Jin and Guirong Liu，Sufficient and necessary conditions for oscillation of linear fractional-order delay differential equations，Advances in Difference Equations，(2021) 2021:89.

3. Qiong Meng, Lili Yang, Steady state in a cross-diffusion predator–prey model with the Beddington–DeAngelis functional response, Nonlinear Anal. RWA, 45 (2019) 401–413.

4. Qiong Meng, Juntang Ding, Periodic solutions for a class of second order delay differential systems, Boundary Value Problems, 32(2016), 1-12

5. Qiong Meng, Jurang Yan, Existence and n-multiplicity of positive

periodic solutions for impulsive functional differential equations with two parameters, Boundary Value Problems, 212(2015),1-10.

6. Qiong Meng, Periodic solutions for nonautonomous first order delay differential systems via Hamiltonian systems, Advances in Difference Equations 134(2015),1-15.

7. Qiong Meng, Three periodic solutions for a class of ordinary

p-Hamiltonian systems, Boundary Value Problems, 150(2014),1-6

8. Qiong Meng, Xiaosheng Zhang, Multiple periodic solutions to a class of nonautonomous second-order delay differential equations,

Boundary Value Problems, 244(2013), 1-13

9. Qiong Meng, Xianhua Tang, Multiple solutions of second-order ordinary differential equation via Morse theory, Communication On Pure and Applied Analysis, 11(3)(2012):945-958.

10. Xiaosheng Zhang，Qiong Meng, Nontrivial periodic solutions for delay differential systems via Morse theory, Nonlinear Analysis 74（2011） 1960-1968.

11.Qiong Meng, Xianhua Tang, Solutions of a second-order Hamiltonian system with periodic boundary conditions, Communication On Pure and Applied Analysis, 9(4)(2010)1053-1067(2010).

12. Qiong Meng, Xianhua Tang, Global attractivity of nonlinear difference equation x(n+1)-lamda x(n)+r(n)h(x(g(n)))=0 ，Journal of Mathematical Sciences:Advances and Applications，3(2)（2009）,71-188.

13. Qiong Meng, Jurang Yan，Bounded oscillation for second-order non-linear delay difference equations in critical and non-critical states, Journal of Computational and Applied Mathematics, 211(2008), 156-172.

14. Qiong Meng, Jurang Yan, Oscillation for linear non-autonomous systems of differential equations with continuous arguments, J. Math. Anal. Appl. 327(2007), 970-976.

15.Qiong Meng, Jurang Yan,Bounded oscillation for second order non-linear delay differential equations in critical, Journal of Computational and Applied Mathematics, 197(2006) 204-211.

16.Qiong Meng, Jurang Yan，Bounded oscillation for second order non-linear neutral delay differential equations in critical and non-critical cases, Nonlinear Anal., 64(7)(2006)1543-1561.

17.Weiping Yan, Qiong Meng, Jurang Yan, Oscillation criteria for difference equation of variable delays, DCDIS Proceeding 11(2005), 641-647.

18. Qiong Meng, Aimin Zhao, Jurang Yan，Necessary and sufficient conditions for the oscillation of systems of difference equations with continuous arguments, J. Math. Anal. Appl. 312(2005) 72-82.

19. Qiong Meng, Aimin Zhao, Jurang Yan，Oscillation and global stability in several delays logistic equation, DCDIS Proceeding 2 (2004).

20. Qiong Meng, Jurang Yan，Sufficient conditions for the oscillation of nonautonomous difference equations, Acta Mathematicae Applicatae Sinica, English Series, 18(2) (2002) 325-332.

21. Qiong Meng, Jurang Yan， Non-autonomous differential equations of alternately retarded and advanced type, Inter. J. Math. and Math. Sci.. 26(10)(2001),597-604.

22. Qiong Meng, Aimin Zhao, Jurang Yan， Non-autonomous differential systems of alternately retarded and advanced Type, Indian J. pure appl. Math. 32(2)(2001) 289-298.

23. Qiong Meng, Aimin Zhao, Jurang Yan， Global Attractivity of delay difference equation, Indian J. pure appl. Math. ,30(3)(1999) 233-243.