周見文

周見文

周見文，雲南大學數學與統計學院教授，雲南省工業與套用數學學會副秘書長

基本介紹

人物經歷,學習經歷,所獲職稱,研究方向,主要成就,出版專著,其他學術論著,網站學術收錄,獲獎記錄,教學科研項目,社會任職,

人物經歷

學習經歷

2000.09-2004.07雲南師範大學 數學與套用數學 本科理學學士
2004.09-2007.07雲南師範大學 基礎數學研究生 理學碩士
2007.09-2010.06雲南大學套用數學研究生 理學博士
2010.08-2012.11雲南大學 數學與統計學院 講師
2012.12-2017.11雲南大學 數學與統計學院 副教授
2017.12-今雲南大學 數學與統計學院 教授
2013.01-今雲南大學 數學與統計學院 碩士生導師
2020.12-今雲南大學 數學與統計學院 博士生導師
2019.03-2019.07中國科學院 數學與系統科學研究院 訪問學者
2019.07-2019.08哈佛大學、麻省理工學院、史丹福大學 訪問學者

所獲職稱

教授，博士，博士生導師，雲南省中青年學術和技術帶頭人，雲南省萬人計畫“青年拔尖”人才，雲南大學第六批“青年英才”

研究方向

從事於非線性分析，微分方程、差分方程、脈衝微分方程、時標動力系統、泛函微分方程等方面的研究工作

主要成就

出版專著

[1] 周見文，王艷寧，李永昆，時標上的共形分數階Sobolev空間及套用，科學出版社，2019年4月.
[2] 周見文，李永昆，王艷寧，時標上的Sobolev空間及其套用，科學出版社，2019年5月.

其他學術論著

[1] Jianwen Zhou, Xian Wu, Sign-changing solutions for some fourth-order nonlinear elliptic problems, J. Math. Anal. Appl. 342, 542-558, 2008.
[2] Xian Wu, Jianwen Zhou, On a class of forced vibration problems with obstacles, J. Math. Anal. Appl. 337,1053-1063, 2008.
[3] Jianwen Zhou, Yongkun Li, Existence and multiplicity of solutions for some Dirichlet problems with impulsive effects, Nonlinear Analysis, 71, 2856-2865,2009.
[4] Jianwen Zhou, Yongkun Li, Existence of solutions for a class of second-order Hamiltonian systems with impulsive effects, Nonlinear Analysis, 72,1594-1603,2010.
[5] 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.
[6] Jianwen Zhou, Yongkun Li, Multiple Periodic Solutions for a Fourth-order Discrete Hamiltonian system, Surveys in Mathematics and its Applications. 5, 333-344,2010.
[7] 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.
[8] 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.
[9] Jianwen Zhou, Yongkun Li, Variational Approach to a Class of Second Order Hamiltonian Systems on Time Scales, Acta Appl Math ,117,47-69, 2012.
[10] 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.
[11] 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.
[12] Jianwen Zhou, Yongkun Li, Variational approach to a class of p-Laplacian systems on time scales, Advances in Difference Equations , 297 ,1-16, 2013.
[13] 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.
[14] 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.
[15] 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.
[16] 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.
[17] 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.
[18] 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.
[19] 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.
[20] 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.
[21] 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.
[22] 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.
[23] 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.
[24] 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.
[25] 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.
[26] 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.
[27] 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.
[28] 王文波，周見文，李永昆，李全清，臨界或超臨界增長分數階Schrodinger-Poisson方程正解的存在性，數學學報，64 (2) , pp.269-280，2021.
[29] 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.
[30] 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.

網站學術收錄

代表性收錄如：
[1]時滯Rayleigh方程的反周期解存在性
[2][專利] 一種工業廢渣及有機固體廢物的再回收利用的生產工藝
[3]一類四階非線性橢圓問題的變號解
[4]具反饋控制的高維造血功能泛函微分系統正概周期解的存在性與不存在性
[5]時間尺度上的一類索伯列夫空間及套用
[6]一類Schrdinger-Maxwell系統解的存在性

獲獎記錄

1.獲得2016年度雲南省自然科學二等獎(排名第二)。
2.2018年11月獲得雲南大學“紅雲園丁獎”優秀教師獎。
3.2012年獲雲南省優秀博士論文獎。
4.2011年獲得雲南大學“第八屆青年教師課堂教學比賽”一等獎。

教學科研項目

代表性項目有：
1.國家自然科學基金委員會,地區項目, 11961078,一類擬線性變分數階Laplacian系統的可解性, 2020-01至2023-12, 40萬元,在研,主持
2.國家自然科學基金委員會,地區項目, 11561072,時標上分數階Hamiltonian系統的若干問題研究, 2016-01至2019-12, 34萬元,已結題,主持
3.國家自然科學基金委員會,數學天元基金項目, 11326101,修正的p-Laplacian方程的變分方法研究, 2014-01至2014-12, 3萬元,已結題,主持
4.雲南省科技廳，套用基礎研究面上項目，2016FB011，時標上分數階微分方程邊值問題的變分方法研究，2016-10至2019-09, 10萬元,在研,主持
5.雲南省科技廳，套用基礎研究面上項目，2012FB111，時標上p-Laplacian系統的變分方法研究，2012-10至2016-09, 10萬元,在研,主持

社會任職

現任雲南省工業與套用數學學會副秘書長。

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