教师姓名：周见文

职称：教授，博士，博士生导师，云南省中青年学术和技术带头人，云南省万人计划“青年拔尖”人才，8040威尼斯第六批“青年英才”

系所：数学系

研究领域：非线性微分方程及应用

电子邮件：jwzhou@ynu.edu.cn

教育背景：

2000.09-2004.07云南师范大学 数学与应用数学 本科理学学士

2004.09-2007.07云南师范大学 基础数学研究生 理学硕士

2007.09-2010.068040威尼斯应用数学研究生 理学博士

工作经历：

2010.08-2012.118040威尼斯 8040威尼斯 讲师

2012.12-2017.118040威尼斯 8040威尼斯 副教授

2017.12-今8040威尼斯 8040威尼斯 教授

2013.01-今8040威尼斯 8040威尼斯 硕士生导师

2020.12-今8040威尼斯 8040威尼斯 博士生导师

2019.03-2019.07中国科学院 数学与系统科学研究院 访问学者

2019.07-2019.08哈佛大学、麻省理工学院、斯坦福大学 访问学者

主要研究领域:一直从事非线性分析，微分方程、差分方程、脉冲微分方程、时标动力系统、泛函微分方程等方面的研究工作。

代表性学术论著：出版专著2部

[1] 周见文，王艳宁，李永昆，时标上的共形分数阶Sobolev空间及应用，科学出版社，2019年4月.

[2] 周见文，李永昆，王艳宁，时标上的Sobolev空间及其应用，科学出版社，2019年5月.

[3] Jianwen Zhou, Xian Wu, Sign-changing solutions for some fourth-order nonlinear elliptic problems, J. Math. Anal. Appl. 342, 542-558, 2008.

[4] Xian Wu, Jianwen Zhou, On a class of forced vibration problems with obstacles, J. Math. Anal. Appl. 337,1053-1063, 2008.

[5] Jianwen Zhou, Yongkun Li, Existence and multiplicity of solutions for some Dirichlet problems with impulsive effects, Nonlinear Analysis, 71, 2856-2865,2009.

[6] Jianwen Zhou, Yongkun Li, Existence of solutions for a class of second-order Hamiltonian systems with impulsive effects, Nonlinear Analysis, 72,1594-1603,2010.

[7] Jianwen Zhou, Yongkun Li, Sobolev's spaces on time scales and its applications to a class of second order Hamiltonian systems on time scales, Nonlinear Analysis,73, 1375-1388, 2010.

[8] Jianwen Zhou, Yongkun Li, Multiple Periodic Solutions for a Fourth-order Discrete Hamiltonian system, Surveys in Mathematics and its Applications. 5, 333-344,2010.

[9] Yongkun Li, Jianwen Zhou, Existence of Solutions for a Class of Damped Vibration Problems on Time Scales, Advances in Difference Equations, 727486,1-27, 2010.

[10] Jianwen Zhou, Yongkun Li, Existence and multiplicity of solutions for a class of damped vibration problems with impulsive effects, Annales Polonici Mathematici, 100, 87-98,2011.

[11] Jianwen Zhou, Yongkun Li, Variational Approach to a Class of Second Order Hamiltonian Systems on Time Scales, Acta Appl Math ,117,47-69, 2012.

[12] Jianwen Zhou, Yanning Wang, Yongkun Li, Existence and multiplicity of solutions for some second-order systems on time scales with impulsive effects, Boundary Value Problems , 148,1-26, 2012.

[13] Jianwen Zhou, Yongkun Li, Yanning Wang, Variational approach to a class of nonautonomous second-order systems on time scales with impulsive effects, Taiwanese Journal of Mathematics, 17,1575-1596, 2013.

[14] Jianwen Zhou, Yongkun Li, Variational approach to a class of p-Laplacian systems on time scales, Advances in Difference Equations , 297 ,1-16, 2013.

[15] Jianwen Zhou, Yongkun Li, Yanning Wang, Sign-Changing Solutions for a Class of Damped Vibration Problems with Impulsive Effects,Taiwanese Journal of Mathematics, 18,1863-1877, 2014.

[16] Jianwen Zhou, Yanning Wang, Yongkun Li,An application of variational approach to a class of damped vibration problems with impulsive effects on time scales, Boundary Value Problems , 2015,1-25, 2015.

[17] Yanning Wang, Jianwen Zhou, Yongkun Li, Fractional Sobolev's Spaces on Time Scales via Conformable Fractional Calculus and Their Application to a Fractional Differential Equation on Time Scales, Advances in Mathematics Physics,2016, 1-22,2016.

[18] Yanning Wang, Yongkun Li, Jianwen Zhou,Solvability of Boundary Value Problems for Impulsive Fractional Differential Equations Via Critical Point Theory,Mediterranean Journal of Mathematics,13, 4845-4866, 2016.

[19] Jianwen Zhou, Yongkun Li, Yanning Wang, An Application of Variational Approach to Delay Hamiltonian Systems on Time Scales with Impulses,Bulletin of the Malaysian Mathematical Sciences Society,40,1523-1543,2017.

[20] Tianwei Zhang, Zhouhong Li, Jianwen Zhou, 2p-th mean dynamic behaviors for semi-discrete stochastic competitive neural networks with time delays, Aims Mathematics, 5, 6419-6435, 2020.

[21] Wenbo Wang, Quanqing Li, Jianwen Zhou, Yongkun Li, Normalized solutions for p-Laplacian equations with a L-2-supercritical growth,Annals of Functional Analysis,12,2020.

[22] Wenbo Wang, Jianwen Zhou, Yongkun Li, On the Ground State to Hamiltonian Elliptic System with Choquard's Nonlinear Term, ADVANCES IN MATHEMATICAL PHYSICS,2020,1-9,2020.

[23] Jianwen Zhou, Yumei Deng, Yanning Wang, Variational approach to p-Laplacian fractional differential equations with instantaneous and non-instantaneous impulses,Applied Mathematics Letters ,104, 1-9, 2020.

[24] Jianwen Zhou, Bianxiang Zhou, Yanning Wang,Multiplicity Results for Variable-Order Nonlinear Fractional Magnetic Schrodinger Equation with Variable Growth, JOURNAL OF FUNCTION SPACES,,2020, 1-15, 2020.

[25] Huizhen Qu, Tianwei Zhang, Jianwen Zhou,Global stability analysis of S-asymptotically omega-periodic oscillation in fractional-order cellular neural networks with time variable delays,NEUROCOMPUTING, 399 , 390-398,2020.

[26] Zhouhong Li, Jianwen Zhou, Tianwei Zhang,Permanence and uniform asymptotical stability of a ratio-dependent Leslie system with feedback controls on time scales,SCIENCEASIA, 46 (4) , 494-502,2020.

[27] Jianwen Zhou, Bianxiang Zhou, Liping Tian, Yanning Wang,Variational Approach for the Variable-Order Fractional Magnetic Schrodinger Equation with Variable Growth and Steep Potential in RN,Advances in Mathematical Physics,2020,1-15,2020.

[28] Tianwei Zhang, Sufang Han, Jianwen Zhou,Dynamic behaviours for semi-discrete stochastic Cohen-Grossberg neural networks with time delays,JOURNAL OF THE FRANKLIN INSTITUTE-ENGINEERING AND APPLIED MATHEMATICS, 357 (17) , 13006-13040,2020.

[29] Wenbo Wang, Quanqing Li, Jianwen Zhou, Yonhkun Li,Existence and Concentration of Ground State Solutions for the Coupled Nonlinear Schrodinger Equations,SOUTHEAST ASIAN BULLETIN OF MATHEMATICS ,45 (4) , 533-560,2021.

[30] 王文波，周见文，李永昆，李全清，临界或超临界增长分数阶Schrodinger-Poisson方程正解的存在性，数学学报，64 (2) , pp.269-280，2021.

[31] Zhouhong Li, Wei Zhang, Chengdai Huang, Jianwen Zhou, Bifurcation for a fractional-order Lotka-Volterra predator-prey model with delay feedback control,| AIMS MATHEMATICS 6 (1) , 675-687, 2021.

[32] Tianwei Zhang, Jianwen Zhou, Yongzhi Liao, Exponentially Stable Periodic Oscillation and Mittag-Leffler Stabilization for Fractional-Order Impulsive Control Neural Networks With Piecewise Caputo Derivatives, IEEE transactions on cybernetics,1-14,2021.

代表性教学科研项目：

1.国家自然科学基金委员会,地区项目, 11961078,一类拟线性变分数阶Laplacian系统的可解性, 2020-01至2023-12, 40万元,在研,主持

2.国家自然科学基金委员会,地区项目, 11561072,时标上分数阶Hamiltonian系统的若干问题研究, 2016-01至2019-12, 34万元,已结题,主持

3.国家自然科学基金委员会,数学天元基金项目, 11326101,修正的p-Laplacian方程的变分方法研究, 2014-01至2014-12, 3万元,已结题,主持

4.云南省科技厅，应用基础研究面上项目，2016FB011，时标上分数阶微分方程边值问题的变分方法研究，2016-10至2019-09, 10万元,在研,主持

5.云南省科技厅，应用基础研究面上项目，2012FB111，时标上p-Laplacian系统的变分方法研究，2012-10至2016-09, 10万元,在研,主持

获奖情况：

1.获得2016年度云南省自然科学二等奖(排名第二)。

2.2018年11月获得8040威尼斯“红云园丁奖”优秀教师奖。

3.2012年获云南省优秀博士论文奖。

4.2011年获得8040威尼斯“第八届青年教师课堂教学比赛”一等奖。

主要学术兼职：现任云南省工业与应用数学学会副秘书长。