基于微分方程的作战模型与交通模型
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基于微分方程的作战模型与交通模型 打开资源  登陆注册
  资源类型 学术讲座
  关 键 词 微分方程 模型
  更新时间 2008年10月30日
  资源简介 通过对微分方程建模的阐述,从而介绍了微分方程的模型在实际作战和交通中的应用。
 教师姓名 江惠坤
 性    别
 职    称 教授
 所在院系 理学院数学系
 电子邮箱 tres@nju.edu.cn
 联系电话 暂无
 通讯地址 南京大学汉口路22号
  教师简介 工作经历(Work Experiences):

1978 ~ 1992, Assistant and Lecturer in Department of Mathematics of Nanjing University

1994 ~1995, Visiting Professor in Khartoum University, Sudan

1992 ~ 1993 and 1996 ~ 1997, Studying for Ph. D in Nanjing University

1997 ~ 2000, Associate Professor in Department of Mathematics of Nanjing University

2001 ~ 2003, Visiting Professor in the National University of Lesotho, Lesotho

2003 ~ present, Associate Professor in Department of Mathematics of Nanjing University



研究领域(Research Areas):

Harmonic Analysis, Fractal, Wavelet Analysis



代表作(Selected Publications):

1. Jiang Huikun, On the Kernels of Vallee Poussin Type on p-adic Fields, Approx. Theory and its Appl., 1990, 6:1, 65-79

2. Zheng Weixing, Su Weiyi and Jiang Huikun, A Note to the Concept of Derivatives on Local Fields, Approx.Theory and its Appl., 1990, 6:3, 48-58

3. Jiang Huikun, The Derivatives and Integrals of Fractional Order on a-adic Groups, Chin. Ann. of Math. 1993, 14B:4, 515-526.

4. Jiang Huikun, Multi-Dimensions of Fractal Sets, Chinese J. of Contemporary Math. 1995, 16:1, 81-88.

5. Jiang Huikun, The Integrals of Second Type on Continuous Fractal Curves and Surfaces, J. of Nanjing Univ. 1996, 32:2, 361-368.(in Chinese)

6. Jiang Huikun and Su Weiyi, Some Fundamental Results of Calculus on Fractal Sets, Communication in Nonlinear Science & Numerical Simulation, 1998,3:1, 22—26

7. Jiang Huikun, The Refined Box Dimension of a Continuous Function and its Characterization, Journal of Engineering Graphics, 1999,2:21--26.(in Chinese)

8. Jiang Huikun, Multi-dimension of Fractals and Refined Besov Spaces on Rn, PhD Thesis, Department of Mathematics, Nanjing University,1997

9. Jiang Xiaojun, Jiang Huikun et al, Quantitative analysis of EEG in heroin addicts using transform, J. of Clinical Psychological Medicine, 2001, 11:6, 331-333 (in Chinese)

10. Jiang Huikun, A Dimension Formula of a Class of Fractal Surfaces, Analysis, Combinatorics and Computing, Tian-Xiao He, Peter J.S. Shiue and Zhongkai Li, 2002, 259-264

11. Jiang Huikun and Lin Qin-Cheng, Refined Besov Spaces, Chin. Ann. Of Math., 2002, 23A:1, 87-92 (in Chinese)

12. Jiang Huikun, Li Dengfeng and Jin Ning, Wavelet Analysis on Local Fields, J of Mathematics Cube in Lesotho, 2003, 1:1, 16-33
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