曹林芬 博士
发布时间: 2015-04-07   浏览次数: 16131

 

 









曹林芬,博士,教授, 硕士生导师

Email:   linfencao6@163.com

  

个人简历

教育经历:1996.091998.07, 河南师范大学,本科;

          1998.092001.07, 河南师范大学, 硕士;

          2004.092007.07, 清华大学, 博士;

工作经历:2001.072004.09,  河南师范大学,助教;

          2004.092007.10,  河南师范大学,讲师;

          2007.112014.10, 河南师范大学,副教授,

          2014.11-至今,    河南师范大学,教授;

访学经历:2010.092011.09, 美国Yeshiva University,博士后;

          2017.082018.03, 美国University of California, Santa Cruz     (UCSC),访问学者。

  

研究领域

研究领域:微分几何,偏微分方程
研究方向:微分几何和偏微分方程中的非局部问题

  

教学工作

主讲本科生课程:《解析几何》、《微分几何》、《高等数学》、《专业英语》
主讲研究生课程:《微分流形》、《黎曼几何》、《移动平面法》


 

  

获奖和学术服务




1)河南省普通高等学校数学类教指委秘书长(2021-2025

2)河南省优秀硕士学位论文指导教师(2023年)

3)河南师范大学优秀本科论文指导教师       (2023年)

4)河南师范大学文明教师(2021-2022年度)

5)河南师范大学优秀教师(2020-2022学年)

6)河南师范大学优秀指导教师(2021-2022学年)

7)河南省教学技能竞赛一等奖、省教学标兵(2013年)

8)河南省教育厅优秀科技论文一等奖1

9)河南省第二届自然科学优秀学术论文一等奖1

10)河南省第十届自然科学优秀学术论文一等奖1项,二等奖1

  

科研项目

(1)河南省高等学校重点科研项目(No. 23A110007, 2023-2024, 主持;

(2)国家自然科学基金面上项目(No. 11971153, 2020-2023, 参加;

(3)国家自然科学基金面上项目(No. 11671121, 2017-2020, 参加;

(4)河南省高校科技创新人才支持计划(No.15HASTIT012,2015-2017,主持; 

(5)国家自然科学联合基金(No. U1304101, 2014-2016, 主持; 

(6)河南省基础与前沿技术研究计划项目(No. 132300410141, 2013-2015 ,主持

(7)国家自然科学天元基金,(No. 10926171, 2010 ,主持; 

(8)河南省教育厅自然科学基金,(No. 2011A1100082011-2013,主持
(9)
河南省高等学校青年骨干教师资助计划,2008-2011 ,主持。

 

  

论文著作

l   Z. Dai, L.  Cao, X. Kang, Maximal principles and with applications to symmetry for  the logarithmic Schr\{o}dinger, submitted.

l   L. Cao, X. Kang, Z. Dai, Symmetry and monotonicity of  positive solutions for Choquard equation involving logarithmic Laplacian     operator, J. Fixed Point Theory Appl., (2024) 26:36, ,  SCI

l   X. Wang, L.  Cao, Gradient estimates for a nonlinear elliptic equation on a smooth  metric measure space, Commun. Math. , 32 (2024), 1:149–156.

l   L. Fan, L.  Cao, P. Zhao, Symmetry and monotonicity of positive solutions for  Choquard equations involving a generalized tempered fractional p-Laplacian  in R^n, Fract. Calc. Appl. Anal., 26 (2023), 6: 2757–2773.  SCI

l   L. Cao, L. Fan, Symmetry and monotonicity of positive solutions for a system involving fractional p&q-Laplacian in a ball,     Complex Var. Elliptic Equ.,  68  (2023), 4: 667–679.  SCI

l   L. Cao, L. Fan, Symmetry and monotonicity of positive  solutions for a system involving fractional p&q-Laplacian in Rn,  Anal. Math. Phys., 12, (2022), 2: No. 42,  15 pp .  SCI

l   L. Cao, X. Wang, Radial symmetry of positive solutions  to a class of fractional Laplacian with a singular nonlinearity, J. Korean     Math. Soc., 58, (2021), 6: 1449–1460 .      SCI

l   L. Cao, X. Wang, Z. Dai, Radial Symmetry and Monotonicity  of Solutions to a System Involving Fractional p-Laplacian in a Ball, Adv.     Math. Phys., 2018, ID: 1565731, 6pp.  SCI

l   Z. Dai, L. Cao, P. Wang, Liouville type theorems for the  system of fractional nonlinear equations in R-+(n),J. Inequal.  Appl., 2016, No. 267, 17 pp.  SCI

l   P. Wang, Z.     Dai, L. Cao, Radial symmetry and   monotonicity for fractional Henon equation in R-n, Complex Var. Elliptic Equ., 2015: 60 , 1685-1695.  SCI

l   L. Cao, Z. Dai, W. Li, Liouville-type  theorem for some nonlinear systems in a half-space, J. Inequal. Appl.,   2014, 173, 9pp.  SCI

l   L. Cao, Z. Dai, Symmetry and nonexistence  of positive solutions for weighted HLS system of integral equations on a  half space, Abstr. Appl. Anal., 2014, ID 593210, 7pp.  SCI

l   Y. Liu, L. Cao, Lifespan theorem and gap lemma for the globally constranit Willmore flow, Commu. Pure Appl. Anal., 2     (2014), 13: 715-728.  SCI

l   R. Xu, L. Cao, Bernstein properties  for α-complete hypersurfaces, J. Inequal. Appl., 2014, 159, 9pp.   SCI

l    R. Xu,     L. Cao, Complete self-shrinking  solutions for Lagrangian mean curvature flow in pseudo-Euclidean space,   Abstr. Appl. Anal., 2014, ID 196751, 9pp.     SCI 

l   L. Cao, G. Xu, Z. Dai, A new  characterization of totally umbilical hypersurfaces in de Sitterspace, Adv.,   Pure Math., 2014, 4: 42-46. 

l   X.Qi, L. Cao, X. Li, New hyper-Kahler  structures on tangent bundles, Commu. Math., 22 (2014): 13-30. 

l   L. Cao, W. Chen, Liouville type theorems for poly-harmonic Navier problems, Disc. Cont. Dyna. Syst., 33 (2013), 9:     3937–3955.  SCI

l    L. Cao, Z. Dai, A  Liouville-type theorem for an integral system on a half-space R^n_+,  J. Ineq. Appl., 2013: 37, 9pp.   SCI 

l   L. Cao, Z. Dai, Regularity of solutions to  an integral equation on a half-space R^n_+,  Adv. Pure Math., 3(2013), 153-158. 

l   L. Cao, Z. Dai, A Liouville-type theorem  for an integral equation on a half-space R^n_+ , J. Math. Anal. Appl., 389     (2012), 1365-1373.   SCI

l   G. Huang, X.  Li, L. Cao, Universal bounds on  eigenvalues of the buckling problem on spherical domains, J. Math.,   31(2011), 5: 840-847. 

l   F. Wu, L. Cao, Estimates for eigenvalues  of Laplacian operator with any order. Sci. in ChinaSeries A, 50(2007), 1078-1086.   SCI

l   L. Cao, H. Li, r-minimal submanifolds in  space forms, Ann. Glob. Anal. Geom., 2007, 32: 311-341.   SCI

l   L. Cao, G. Wei, A new characterization of   hyperbolic cylinder in anti-de Sitter space $H^{n+1}(-1)$, J. Math. Anal.   Appl., 2007, 329: 408-414.  SCI

l    X.Li, L. CaoThe  Uniqueness and Nonexistance Results for Some Nonlinear Partial Equations on  Riemannian ManifoldsChin.Quart.   J. Math.22, 2007, 3:     344-351. 

l   L. Cao, H. Li, Variational Problems in  Geometry of Submanifolds, Proc. 11th Inter. Works. Differ.  Geom., Kyungpook National University, Korea, 2006.11,   41-71. 

l   L. Cao, H. Li, A variational formula in  terms of $r-$th mean curvature function for submanifolds in space form,   Differ. Geom. Methods Appl., Northeastern UniversityShenyang, 2006.9, 1-27. 

l   X. Li, L. CaoSome results on instability of Yang-Mills fields on submanifolds in     Euclidean spaces and standard spheres, J. Math. Res. Exposition, 24 (2004),     3: 461–472.

 


关      闭
河南师范大学数学与信息科学学院  中国河南省新乡市建设东路46号  
邮政编码:453007  电话:0373-3326148  E-mail:math@htu.cn
版权所有©2010  all rights reserved.