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季 杰
( 来源:   发布日期:2020-11-02 阅读:次)

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姓 名:季 杰
出生年月:1978,12     籍贯:江苏通州

学习经历:

1998,9-2002,6   徐州师范大学数学系            本科阶段    数学教育
1998,9-2005,3   徐州师范大学数学系            硕士研究生阶段 应用数学
2005,3-2008,3   上海大学 数学系               博士研究生阶段 计算数学
2008,3-至今      浙江工商大学统计与数学学院     副教授
主讲课程:公共课《高等数学》、《线性代数》

研究方向:孤立子与可积系统理论。

学习与研究的侧重内容:孤立子方程的可积分解;孤立子方程的新解与性质;非等谱离散孤立子求解;从拟差分算子或者拟微分算子出发构造可积孤子方程族等。最想研究的方向:孤立子理论与随机方程的交叉研究,如果您对此也有兴趣,期待您的关心与指导!

联系方式:

Tel :   (0)13175011152
E-mail: jixjiecn@yahoo.com.cn

科研情况一览表:

1,Jie Ji, Ruguang Zhou, Two types of new integrable decompositions of the Kaup-Newell equation,Chaos, Solitons & Fractals,30 (4) (2006) 993-1003.

2,Jie Ji, Yuqin Yao, Jing Yu, Yuqing Liu, A new high-order spectral problem of the mKdV and its associated integrable decomposition,Chinese Physics 16 (2) (2007)  296-302.

3,Jie Ji, Yuqin Yao, Yuqing Liu, Dengyuan Chen, Generalized Wronskian solutions to differential-difference KP equation,Communications in Theoretical Physics, 47(5)  (2007) 769-772.

4,季杰,刘玉清,姚玉芹,陈登远,多向量Kaup-Newell方程的一个可积分解,应用数学学报,  30(1)  (2007)  104-110,核心

5,Yuqin Yao, Jie Ji, Dengyuan Chen, The multi-component second modified Korteweg-de Vries equation and its two distinct integrable coupling types,Applied Mathematics Letters, 20(10) (2007) 1049-1045 .

6, A New m imes m Matrix Kaup-Newell Spectral Problem and Its associated Integrable Decomposition,Jianbing Zhang,Jie Ji, Yuqin Yao, Yuqing Liu,Northeastern Mathematical Journal,23(2)  (2007) 141-150 .

7,Jie Ji, Haihua Lu, Yuqing Liu, A new $4 imes4$ AKNS spectral problem and its associated integrable decomposition,Chinese Annals of Mathematics, 29B(2) (2008) 147-154.

8,Fubo Zhu, Jie Ji, Jianbin Zhang, Two hierarchies of multi-component Kaup-Newell equations and theirs integrable couplings,Physics Letter A,372(2008),1244-1249.

9, Yuqin Yao, Jie Ji, Yuqing Liu, Dengyuan Chen, Soliton solutions, rational solutions, Matveev solutions, complexitons and mixed solutions,for three (2+1)-dimension equations,Physics Letter A,372 (2008) 786-797.

10,Jie Ji, Yuqin Yao, Fubo Zhu, Dengyuan Chen, Hierarchies of multi-component mKP equations and theirs integrable couplings,Physics Letter A,372 (2008) 3824-3828.

11,Jie Ji, Dajun Zhang, Jiajiang Zhang, Conservation laws of a discrete soliton system, Communications in Theoretical Physics, 49(5) (2008 ) 1105-1108..

12,Yuqin Yao, Jie Ji, Yuqing Liu, Dengyuan Chen, Integrable coupling of the Ablowitz-Ladik hierarchy and its Hamiltonian structure, Nonlinear Analysis, 69 (2008) 557-568. 

13,Junmin Wang, Jie Ji,Symbolic computation and exact discrete soliton solutions of Toda and mKdV lattice,Communications in Theoretical Physics, 49 (6) (2008 ) 1407-1409. 

14,Jie Ji, The double Wronskian solutions of a non-isospectralKadomtsev-Petviashvili equation,Physics Letter A,372 (2008) 6074-6081.

15,Jie Ji,Dajun Zhang,Dengyuan Chen, Casoratian Solutions to a Non-isospectral Differential-Difference Kadomtsev-Petviashvilli Equation,Communications in Theoretical Physics, 50(3) (2008 ) 557-560.

16,Jie Ji, A new expansion and new families of ecact traveling solutions to Hirota equation,Applied Mathematics and Computation, 204(2008) 881-883,

17,Jie Ji, Song-Lin Zhao , Dajun Zhang, Soliton Solutions for a Negative Order AKNS Equation,Communications in Theoretical Physics, 50(5) (2008 ) 1033-1035. 

18,Yuqin Yao, Jie Ji, Dengyuan Chen, Yunbo Zeng, The quadratic-form identity for constructing the Hamiltonian structures of the discrete integrable systems,

Computers and Mathematics with Applications, 56 (2008) 2874_2882.

19,Jianbing Zhang, Jie Ji, Dengyuan Chen, Conservation Laws and Symmetries of the Levi Equation,Communications in Theoretical Physics, 50(6) (2008 ) 1261-1264.

20,Jie Ji, Yuqin Yao, Dengyuan Chen, Hierarchies, integrable decompositions and conservation laws of Geng equation,Nonlinear Analysis,70 (2009) 1890-1901.

21.Jie Ji,Jianbing Zhangand Dajun Zhang, Soliton Solutions for a Negative Order AKNS Equation Hierarchy, Commun. Theor. Phys. (Beijing, China) 52 (2009) 395–397

22.Dajun Zhang, Jie Ji and S L Zhao, Soliton scattering with amplitude changes of a negative order AKNS equation, Physica D, 238 (2009) 2361-2367.
 
23.Jie Ji, Soliton solutions for a negative order non-isospectral AKNS equation, Nonlinear Analysis 71 (2009) 4034-4046.
24. Dajun Zhang, Jie Ji, Xianlong Sun, CASORATIAN SOLUTIONS AND NEW SYMMETRIES OF THE DIFFERENTIAL-DIFFERENCE  KADOMTSEV PETVIASHVILI EQUATION,Modern Physics Letters B, 23 (2009)  2107-2114. 


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