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标题: 郑州大学数学与统计学院博士生导师介绍 [打印本页]

作者: 郑大考研网 时间: 2013-9-27 21:11
标题: 郑州大学数学与统计学院博士生导师介绍

郑州大学数学与统计学院博士生导师介绍

曹策问，汉族，1940年2月出生，湖南长沙人，研究生学历，教授。1957-1963年9月北京大学数学力学系数学专业学习；1963-1966年9月在北京大学数学力学系攻读研究生。 1983年9月任郑州大学数学系主任，1986年任教授；1987年2月任郑州大学副校长；1993年被国务院学位办评为博士生导师；1994年8月任郑州大学校长；2000年7月任合校后的郑州大学校长；2003年1月任政协河南省第九届委员会副主席；是第6、7、8、9、10届全国人大代表。兼任的社会职务有：1990-2000年任河南省数学会理事长，1988-2000年任中国数学会理事，1994-1997年、2008-现在国家自然科学基金会数学组评委。1980年获河南省重大科技成果一等奖，1984年被国家人事部授予“首批有突出贡献中青年专家”称号，1986年获“河南省劳动模范”荣誉称号，1990年被省政府授予“河南省优秀专家”称号
曹策问教授治学严谨，具有较高的学术成就。多年从事微分方程特征值理论、孤立子与可积动力系统等方向的研究。主持完成5项国家自然科学基金项目和国家“攀登计划”项目，发表学术论文62篇，其中被SCI收录26篇。代表成果是：在国际上首创特征值问题的非线形方法，用于从孤立子系统经过约束获得新的有限维可积系统。1989年4月在国际非线性物理学术讨论会上报告，引起中外专家的高度重视。代表作是“AKNS方程组Lax对的非线形化”（中国科学）和“特征值问题非线形化产生的经典可积系统”（No nlinear phvsics, Sprnger Verlag），所发表的论文被《SCI》收录的刊物多次印证（1990年以来高达152次）。他提出的由约束条件产生的坐标被同行誉为Moser-曹坐标。这一方法是该方向上的重要进展。
曹策问教授1988年以来先后被聘为北京大学、南京大学等校兼职教授。曾在美国波特州立大学、意大利罗马大学、日本名古屋大学、香港中文大学、香港浸会大学、香港城市大学等教学与合作研究。
曹策问教授关爱人才，惜才如金。在其担任校长期间采取有力举措，引进高层次人才，创建优势学科。他从93年出任郑州大学校长以来，积极引进高层次人才，为郑州大学的快速发展打下了坚实的基础。在曹校长的带领下郑州大学数学系成为郑州大学第一批拿到博士点的院系，树立了数学学科的领先优势。他曾先后10下合肥，终于请来了霍裕平院士来郑大工作，为郑大物理学科的复兴起到关键作用。2000年曹校长又几次去请钟香崇院士。曹校长十分重视学术自由，为郑州大学的学术水平的提高起到很大作用。其中吴养洁院士当选为中科院院士是与曹校长创造的良好的学术环境分不开的。
曹校长十分重视青年人才的培养，河南省优秀中青年专家评选就是由曹校长发起的。对郑州大学的青年人才更是为他们创造良好的工作环境。在曹校长主政期间，为现在学校培养了大批学术骨干，形成了良好的研究氛围。
曹校长注重教学改革，注重学生培养。郑州大学在全国最早实行3学期制，并获得全国大奖。曹校长注重英语教学改革，组建实验班并亲任班主任。曹校长十分重视学生品质培养，对待学生象自己的孩子一样，处处体现出了很高的人格魅力

作者: 郑大考研网 时间: 2013-9-27 21:12
耿献国, 理学博士，教授, 博士生导师。现任郑州大学数学与统计学院院长, 中国数学会理事，河南省数学会理事长。美国《数学评论》(Mathematical Reviews)和德国《数学文摘》(Zentralblatt Math)评论员。

E-mail：xggeng@zzu.edu.cn
研究方向：可积系统及应用
获奖情况
获国务院政府特殊津贴，河南省优秀专家，河南省青年科技奖，河南省自然科学优秀论文一等奖八项。河南省优秀中青年骨干教师，河南省跨世纪学术与技术带头人。2012年获教育部国务院学位委员会: 全国优秀博士学位论文指导教师。

基金项目
现主持一项国家自然科学基金项目。主持完成国家自然科学基金项目五项和河南省杰出青年科学基金项目一项、河南省杰出人才计划项目一项，承担完成国家重点基础性研究发展规划(973规划)子项目一项。

主要发表论文

1. X.G. Geng, LH. Wu and G.L. He, Quasi-periodic solutions of the Kaup-Kupershmidt hierarchy, Journal of Nonlinear Science 23, 4 (2013) 527-555
2. X.G. Geng and H. Wang, Coupled Camassa-Holm equations, N-peakons and infinitely many conservation laws, Journal of Mathematical Analysis and Applications 403, 1 (2013) 262-271
3. X.G. Geng, B. Xue, and LH. Wu, A super Camassa–Holm equation with N-peakon solutions, Studies in Applied Mathematics 130, 1 (2013) 1-16
4. X.G. Geng and D. Gong, Quasi-periodic solutions of the discrete mKdV hierarchy, International Journal of Geometric Methods in Modern Physics 10, 3 (2013) 1250094
5. X.G. Geng and Y.Y. Lv, Darboux transformation for an integrable generalization of the nonlinear Schrodinger equation, Nonlinear Dynamics 69, 4 (2012) 1621-1630
6. L.H. Wu, G.L. He and X.G. Geng, Quasi-periodic solutions to the two-component nonlinear Klein–Gordon equation, Journal of Geometry and Physics 66 (2013) 1-17
7. X.G. Geng, L.H. Wu and G.L. He, Algebro-geometric constructions of the modified Boussinesq flows and quasi-periodic solutions, Physica D：Nonlinear Phenomena 240, 16 (2011) 1262–1288
8. X.G. Geng and B. Xue, A three-component generalization of Camassa-Holm equation with N-peakon solutions, Advances in Mathematics 226, 1 (2011) 827-839
9. X.G. Geng and B. Xue, Quasi-periodic solutions of mixed AKNS equations, Nonlinear Analysis: Theory, Methods & Applications 73, 11 (2010) 3662-3674
10. X.G. Geng and B. Xue, Soliton solutions and quasiperiodic solutions of modified Korteweg-de Vries type equations, Journal of Mathematical Physics 51, 6 (2010) 063516
11. X.G. Geng and L.H. Wu, A new super-extension of the KdV hierarchy, Applied Mathematics Letter 23, 6 (2010) 716–721
12. X.G. Geng and B. Xue, An extension of integrable peakon equations with cubic nonlinearity, Nonlinearity 22, 8 (2009) 1847–1856
13. X.G. Geng, H.F. Ren and G.L. He, Darboux transformation for a generalized Hirota-Satsuma coupled Korteweg–de Vries equation, Physical Review E 79, 5 (2009) 056602
14. X.G. Geng, H.H. Dai and J.Y. Zhu, Decomposition of the discrete Ablowitz- Ladik hierarchy, Studies in Applied Mathematics 118, 3 (2007) 281-312
15. X.G. Geng and T. Su, Discrete coupled derivative nonlinear Schrodinger equations and their quasi-periodic solutions, Journal of Physics A: Math. Theor. 40, 3 (2007) 433-453
16. X.G. Geng and H.H. Dai, Nonlinearization of the Lax pairs for discrete Ablowitz–Ladik hierarchy, Journal of Mathematical Analysis and Applications 327, 2 (2007) 829-853
17. X.G. Geng, H.H. Dai and C.W. Cao, Algebro–geometric constructions of the discrete Ablowitz–Ladik flows and applications, Journal of Mathematical Physics 44, 10 (2003) 4573-4588.
18. X.G. Geng, Algebraic-geometrical solutions of some multidimensional nonlinear evolution equations, Journal of Physics A: Math. Gen. 36, 9 (2003) 2289-2303.

作者: 郑大考研网 时间: 2013-9-27 21:13

胡泽军教授，中国民主促进会会员。1996年获四川大学基础数学理学博士学位（导师李安民教授），1998年浙江大学博士后出站。现任职教授、博士生导师、数学系副主任。

美国数学会会员、美国“数学评论”评论员、河南省数学会理事。

至今，共指导硕士研究生 24 人，其中已有 14 人毕业并分别到省内外高校或金融系统工作。曾为本科生和研究生开设包括解析几何、微分几何、仿射微分几何、复流形几何、微分流形、黎曼几何等几何学课程和其它公修课程。

2002 年 1 月至 2003 年 1 月在国家出国留学基金资助下赴德国柏林工业大学学习访问。 2005 年 7 月至 9 月获德国学术交流中心 (DAAD) 奖学金项目再次到柏林工业大学进行研究访问。 2006 年以来曾应邀多次访问德国柏林工业大学和日本东北大学。曾应邀在第四届中日友好几何会议 (2008 年 12 月 22-27 日于南开大学 ) 和中国数学会 2009 年学术年会（ 2009 年 4 月 21-24 日于厦门大学）上作邀请报告。
获奖情况

曾获河南省自然科学优秀学术论文奖一等奖 2 次和二等奖 3 次，河南省教育厅自然科学优秀学术论文奖一等奖 3 次和二等奖一次。

为河南省优秀中青年骨干教师（1998），河南省跨世纪学术与技术带头人培养对象（1999），河南省优秀教师（2004），郑州大学“三育人”先进个人和“师德标兵”（2005）。

主要论文
1． Hu Zejun,LiHaizhong, Simon Udo, Vrancken Luc， On locally strongly convex affine hypersurfaces with parallel cubic form, Part I , Differential Geometry and Its Applications, 27 , 188–205, 2009 .

2． Hu Zejun, Tian Xiaoli ， On Moebius form and Moebius isoparametric hypersurfaces , Acta Mathematica Sinica, English Series, 25 (12),  2077–2092, 2009.

3． Hu Zejun, Zhai Shujie ， Classification of Moebius isoparametric hypersurfaces in , Tohoku Mathematical Journal,60,499–526, 2008.

4． Feng Pinghua, Hu Zejun ， An -estimate for surfaces of constant mean curvature in , Archiv der Mathematik, 91, 461–470, 2008.

5． Hu Zejun, Yang Fan ， A new variational characterization of four-dimensional manifolds with constant scalar curvature, Results in Mathematics , 52, 315-321, 2008.

6． Hu Zejun, Li Haizhong and Vrancken Luc ， Characterisations of the Calabi product of hyperbolic affine hyperspheres , Results in Mathematics, 52, 299-314, 2008.

7． Hu Zejun, Li Haizhong and Simon Udo ， Schouten curvature functions on locally conformally flat Riemannian manifolds ， Journal of Geometry, 88 , 75-100, 2008.

8． Hu Zejun ， Scherfner Mike and Zhai Shujie: On spacelike hypersurfaces with constant scalar curvature in the de Sitter space , Differential Geometry and Its Applications, 25 , 594–611, 2007.

9． Hu Zejun and Li Deying, Moebius isoparametric hypersurfaces with three principal curvatures , Pacific Journal of Mathematics, 232(2), 289-311, 2007.

10． Hu Zejun, Li Haizhong and Wang Changping, Classification of Moebius Isoparametric Hypersurfaces in , Monatshefte fuer Mathematik, 151, 201–222, 2007.

11． Hu Zejun and Zhai Shujie: Hypersurfaces of the hyperbolic space with constant scalar curvature ， Results in Mathematics, 48 , 65-88, 2005.

12． Hu Zejun and Zhao Guosong: Some remarks on the Kozlowski-Simon conjecture for affine ovaloids, Banach Center Publications, 69, 189-193, 2005.

13． Hu Zejun and Li Haizhong: Classification of Moebius isoparametric hypersurfaces in , Nagoya Mathematical Journal, 179, 147-162, 2005.

14． Hu Zejun and Li Haizhong: A rigidity theorem for hypersurfaces with positive Moebius Ricci curvature in, Tsukuba Journal of Mathematics, 29(1), 29-47, 2005.

15． Hu Zejun and Li Haizhong ： Classification of hypersurfaces with parallel Moebius second fundamental form in ， Science in China Ser. A Mathematics, 47 (3), 1-14, 2004.

16． Hu Zejun and Li Haizhong ： Willmore Lagrangian spheres in the complex Euclidean space ， Annals of Global Analysis and Geometry, 25 (1), 73-98, 2004.

17． Hu Zejun and Li Haizhong ： A new variational characterization of n-dimensional space forms ， Transactions of the American Mathematical Society , 356(8), 3005-3023, 2004.

18． Hu Zejun and Li Haizhong ： Scalar curvature, Killing vector fields and harmonic one-forms on compact Riemannian manifolds ， Bulletin of the London Mathematical Society , 36 (5), 587-598, 2004.

19． Hu Zejun and Li Haizhong: Willmore submanifolds in a Riemannian manifold, Proceedings of the Workshop on Contemporary Geometry and Related Topics, pp. 251-275, Published by World Scientific, 2004.

20． Hu Zejun and Li Haizhong: Submanifolds with constant Moebius scalar curvature in S^n, Manuscripta Mathematica, 478(3), 887-302, 2003.

21． Hu Zejun and Wei Guoxin: On the nonexistence of stable minimal submanifolds and the Lawson-Simons conjecture, Colloquium Mathematicum, 96(5), 293-224, 2003.

22． Hu Zejun and Li Haizhong: Complete submanifolds with parallel mean curvature and finite total curvature, Geometry and Topology of Submanifolds X, eds. W.H.Chen et al.(pp.53-86), (2000).

23． Hu Zejun and Sun Zhenzu: A new interpretation for the B\"acklund transformation of the Sine-Gordon equation, Kodai Mathematical Journal, 23(1), 100-104, (2000).

24． Hu Zejun: A Liouville theorem for a class of nonlinear elliptic equations, Acta Mat hematica Scientia, 20(4),474-479,2000. (in Chinese)

25． Hu Zejun: Conformal deformations for prescribing Gaussian curvature on , Chinese Annals of Mathematics, 20(5), 587-596,(1999). (in Chinese)

26． Hu Zejun: Isometric immersions from the hyperbolic space  into , Colloquium Mathematicum, 79(1),17-23,(1999).

27． Hu Zejun: Conformal deformations for prescribing scalar curvature on Riemannian manifolds with negative curvature, Acta Mathematica Sinica, New series, 14 (3), 361-370, (1998).

28． Hu Zejun and Zhao Guosong: Classification of isometric immersions of the hyperbolic space  into , Geometriae Dedicata, 65(1), 47-57,(1997).

29． Hu Zejun and Zhao Guosong: Isometric immersions from the hyperbolic space  into , Proceedings of the American Mathematical Society, 125(9), 2693-2697,(1997).

30． Hu Zejun and Li Haizhong: A global pinching theorem for compact surfaces in  with constant mean curvature, Acta Mathematica Sinica, New Series, 12(2), 126-132,(1996).

31． Hu Zejun and Sun Zhenzu: Submanifolds in space forms with parallel mean curvature vector, Journal of Mathematical Research and Exposition, 16(1), 69-75, (1996). (in Chinese)

32. Hu Zejun: Complete hypersurfaces with constant mean curvature and nonnegative sectional curvature, Proceedings of the American Mathematical Society, 123(9), 2835-2840, (1995).

科研项目
2007-2009年主持国家自然科学基金（现目编号10671181）、
2000-2003年主持河南省杰出青年科学基金、
2004-2006年主持教育部留学回国人员科研启动基金、
1999-2001年主持河南省自然科学基金（项目编号994050200）。
2000-2002年参加国家自然科学基金（项目编号19971060）。

作者: 郑大考研网 时间: 2013-9-27 21:15

陈绍春教授
1964.8-1969.7年7月中国科学技术大学数学系本科生。
1969.8-1978.10月6090部队军垦农场劳动锻炼。河南省南召县国营5103厂子弟中学教师。
1978.10-1981.12郑州大学数学系研究生，获硕士学位。
1986.2-1988.7中国科学技术大学数学系博士生，获博士学位。
1991.11—1992.5德国汉诺威大学访问学者。1995.5—1996.5比利时Gent大学博士后。1998．8和2001.9月日本名古屋大学学术访问。2002.3-2002.5澳大利亚悉尼理工大学学术访问。2005.7-2005.8挪威Bergen大学学术访问。2006.2-2006.3香港浸会大学学术访问。

享受国务院政府特殊津贴，河南省劳动模范，河南省优秀专家，郑州市五一劳动奖章。
1997-2004郑州大学数学系主任，中国数学会第九届理事，中国计算数学会第五届理事、第六届常务理事，河南省数学会第六届副理事长、第七届理事长，中国计算物理学会第六届理事、“高等学校计算数学学报”编委，“Mathematics Review” 评论员。
现任郑州大学数学系教授，博士生导师。

获奖情况
[1]. S.C.Chen，G.B.Ren，S.P.Mao，Second-order locking-free nonconforming elements for planar linear elasticity, J.Comp.Appl.Math., 233(2010) 2534-2548
[2]. Y.Y.Qin，S.C.Chen，A locking-free nonconforming triangular element for planar elasticity with pure traction boundary condition,  J.Comp.Appl.Math.,  233 (2010) 2703-2710
  [3]. S.C.Chen，Y.Y.Qin，S.P.Mao，Anisotropic conforming rectangular elements for elliptic problems of any order, Appl. Numer. Math., 59(2009) 1137-1148
[4]. S.C.Chen，L.C.Xiao, Interpolation theory of anisotropic finite elements and applications, Science in China A,51(2008)8:1361-1375.
[5]. S.C.Chen，L.Yin，S.P.Mao, An anisotropic, superconvergent nonconforming plate finite element, J.Comp.Appl.Math., 220(2008) 96-110,
[6]. G.Q.Zhu，S.C.Chen,  Convergence and superconvergence analysis of an anisotropic nonconforming finite element methods for semi-singularly perturbed reaction-diffusion problems, Math.Meth.Appl.Sci., 312008）1387-1407.
[7]. G.Q.Zhu，S.C.Chen,  Convergence and superconvergence analysis of finite element methods on grated meshes for singularly and semisingularly perturbed reaction-diffusion problems, J.Comp.Appl.Math., 220(2008) 373-393
[8]. S.P.Mao, S.C.Chen,H.X.Sun，A quadrilateral, anisotropic, super-convergent, nonconforming double set parameter element, Appl.Numer.Math., 56 (2006) 937-961.
[9]. S.P.Mao, S.C.Chen, Convergence analysis of Morley element on anisotropic meshes, J.Comp.Math.,24(2006)2: 169-180.
[10]. S.P.Mao, S.C.Chen, Convergence and superconvergence of a nonoconforming finite element for the Stokes problem, I.Numer.Math., 14(2006)2: 83-101.
[11]. S.P.Mao, S.C.Chen, Accuracy analysis of Adini’s nonconforming plate element on anisotropic meshes, Commu.Numer.Meth.Engrg., 22(2006) 433-440.
[12]. S.P.Mao, S.C.Chen, Covegence analysis of the rotated Q1 element on anisotropic rectangular meshes, Elect.Trans.Numer.Anal.(ETNA),20(2005) 154-163.
[13]. S.C.Chen, Y.C.Zhao, D.Y.Shi，Non C0 Nonconforming elements for elliptic fourth order singular perturbation problem, J.Comp.Math.,23( 2005) 2: 185-198.
[14]. S.C.Chen, D.Y.Shi, Y.C.Zhao，Anisotropic interpolation and quasi-Wilson element for narrow quadrilateral meshes, IMA J.Numer.Anal.,24(2004),77-95.
[15] S.C.Chen, Y.C.Zhao, D.Y.Shi，Anisotropic interpolations with application to nonconforming elements, Appl.Numer.Math.,49(2004),135-152.

[16]. S.C.Chen, D.Y.Shi, G.B.Ren，Three dimension quasi-Wilson element for plat hexahedron meshes, J.Comp.Math., 22(2004),178-187 .

[17]. Z.C.Shi, S.C.Chen, F.Zhang，Convergence Analysis of Bergan Energy Orthogonal Plate Element, Math.Modl.Mech.Appl.Scie.,4(1994)489-507

[18]. 陈绍春, 石钟慈构造单元刚度矩阵的双参数方法计算数学 3(1991), 286-296

[19].陈绍春, 石钟慈关于构造单元刚度矩阵的自由列式方法, 计算数学 4(1991) 417-424

[20]. 石钟慈, 陈绍春， Specht九参数板元的分析，计算数学, 3（1989）3：312-318

科研项目
已主持国家自然科学基金项目5项：
（1）与自锁现象有关的数学物理问题新的有限元模式，1996.1—1998.12, 批准号：19571075
（2）复合材料有限元的数学理论及其应用，1999.1—2001.12, 批准号：19871079
（3）各向异性有限元，2002.1—2004.12 批准号：10171092
（4）有限元单元构造的新模式，2005.1-2007.12，批准号：10471133
（5）高聚物制品力学行为的有限元分析，2008.1-2010.12，批准号：10771198

作者: 郑大考研网 时间: 2013-9-27 21:16

石东洋，男，1961年11月出生。1984年郑州大学毕业获学士学位；1984-1987西安交通大学毕业获计算数学专业硕士学位；1994-1997年西安交通大学毕业获计算数学专业理学博士学位；1997-1999年日本东京工业大学博士后。现任河南省特聘教授、郑州大学博士生导师、教授、河南省重点学科——郑州大学计算数学学科带头人。

主要从事有限元方法研究及其应用。先后获得“河南省跨世纪学术与技术带头人”、“河南省优秀专家”、“河南省高等学校创新人才工程培养对象”、河南省特聘教授等称号；2006年入选科学与工程世界名人录；国际SIAM会员；兼任中国计算数学学会常务理事；河南省数学学会秘书长；省科协协会理事；全国大学生数学建模河南赛区组委会副主任；中学生奥林匹克数学竞赛河南赛区竞赛委员会主任；《河南科学》编委。1997-1999年期间，任日本东京工业大学客座研究员、日本东京工业大学外国人研究员；2001、2003年两次到澳大利亚悉尼科技大学做访问教授、香港城市大学访问教授、中国科学院访问教授、西安交通大学客座研究员。近五年主持、完成国家自然科学基金2项；省部级项目4项；获省优秀科技成果及论文奖9项；有2项成果通过省科技厅鉴定，处于国内领先、国际先进水平。近五年发表学术论文90余篇；参编国家《数学大辞典》；主编《数值计算方法》。培养研究生69人（其中毕业博士 6人、硕士50人；在读博士生3人、硕士生10人）。
石东洋老师以教书育人为理念，不仅在教书方面成绩卓著，更在育人方面下工夫，教育学生要怀有感恩之心，努力学习，回报国家和父母。

作者: 郑大考研网 时间: 2013-9-27 21:17

原晋江教授，研究方向：图论与组合最优化

个人简介
  1980年9月至1984年6月于太原工业大学应用数学专业攻读学士学位；
  1984年7月至1986年8月于太原广播电视大学任教，获得助教职称；
  1986年9月至1989年6月于郑州大学数学系基础数学专业攻读硕士学位；
  1989年7月至今于郑州大学数学系任教；
  1992年9月至1995年6月于四川大学数学系应用数学专业攻读（在职）博士学位；
  1998年9月至1999年2月以高级访问学者身份在中国科学院系统科学研究所进行研究访问，于98年10月获得教授职称；
  1999年7月至今曾多次赴香港理工大学管理系进行学术访问；
  2003年以及2007年曾赴澳大利亚墨尔本大学进行学术访问；
  现任中国组合与图论研究会理事，中国运筹学会理事，中国运筹学会图论与组合分会委员，中国数学规划研究会理事；
  共发表学术论文166篇，其中有73篇论文发表在国际SCI期刊上。
获奖情况

主要论文
  [1] Yuan Jinjiang, Induced matching extendable graphs, Journal Graph Theory, 28:4(1998), 203-214.
  [2] Yuan Jinjiang, A note on the complexity of single-machine scheduling with a common due date, earliness-tardiness, and batch delivery costs, European Journal of Operational Research,  94(1996), 203-205.
  [3] Yuan Jinjiang, Z.H. Liu, C.T. Ng and T.C.E. Cheng, Single machine batch scheduling problem with family setup times and release dates to minimize makespan, Journal of scheduling, 9(2006), 499-513.
  [4] T.C.E. Cheng, C.T. Ng and Yuan Jinjiang, The single machine batching problem with family setup time to minimize maximum lateness is strongly NP-hard, Journal of Scheduling, 6(2003), 483-490.
  [5] Yuan Jinjiang and Q. Wang, Partition the vertices of a graph into induced matchings, Discrete Mathematics, 263(2003), 323-329.
  [6] T.C.E. Cheng, C.T. Ng, Yuan Jinjiang and Z.H. Liu, Single machine parallel patch scheduling subject to precedence constraints, Navel Research Logistics, 51(2004), 949-958.

作者: 郑大考研网 时间: 2013-9-27 21:18

慕小武教授，1963年4月生，相继于1983年、1988年、1991年在北京大学数学系获学士学位、硕士学位与博士学位，(读博士期间,曾获得北大九章数学一等奖学金及光华一等奖学金)。现为郑州大学数学系教授、博士生导师，教育部本科教学指导委员会委员，全国系统工程学会理事。2000.8-2001.12在中科院系统研究所做访问教授。2004.10-2005.10在日本上智大学控制研究室做访问教授
获奖情况

  1992年被评为河南省优秀中青年骨干教师；
  1993年起享受国务院突出贡献特殊津贴；
  1995年被河南省政府命名为优秀专家；
  1997年入选河南省跨世纪学术带头人；
  2001年获得省优秀教学成果一等奖及二等奖各1项
  2010年河南省高等学校优秀教学团队负责人

主要论文
1. Synchronization of the near-identical chaotic systems with the unknown parameters，Applied Mathematical Modelling，2010,（34）7：1788-1797(SCI)
2. Finite-time stability with respect to a closed invariant set for a class of discontinuous systems，Appl. Math. Mech..30(8), 1069-1075 (2009)，（SCI）
3. Stabilization for a Class of Stochastic Nonlinear Systems via Output Feedback, IEEE Transaction on Automatic Control, 2008（vol.53,No.1）: 360-367（ SCI）
4. Stability for uncertain nonlinear dissipative systems Applied Mathematical Modelling， Vol. 32, No. 12, December 2008, Pages 2768-2774（ SCI）
5. An asymptotic stability theorem of Peuteman-Aeyels for Ito processes and its applications in synchronous switching systems, Systems &Control Letters, 2006 (55) :963-970（ SCI）
6. Stabilization for a Class of Large-Scale Stochastic Nonlinear Systems with Decentralized Controller Design. Journal of Systems Science and Complexity, 20:127-134,2007 ( SCI)
7. Adaptive Control of higher order nonholonomic systems，Applied Mathematics and Mechanics，27（4）：501-508，2006. ( SCI)
8. On Stability and Stabilization of time-varying nonlinear control systems. Asian Journal of Control，vol.7 No.3,pp:244-255,2005 ( SCI)
9. On stability of discontinuous systems via vector Lyapunov functions.Applied Mathematics and Mechanics 28(12): 1613-1620,2007 (SCI)
10. ADAPTIVE H-INFINITY CONTROL OF A CLASS OF UNCERTAIN NONLINEAR SYSTEMS，Applied Mathematics and Mechanics，2006（9）：1056-1064 (SCI)

科研项目
  1．国家自然科学基金面上项目，非线性不连续系统的稳定与镇定（2009.1-2011.12）
  2．留学归国人员启动基金，右端不连续系统反馈镇定，（ 2008.1—2010.12）
  3. 国家自然科学青年基金项目，一般非线性系统的纤维丛理论研究（ 1993.11-1995.12）

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