颜昭雯

2016-11-29 文字:  点击:[]

姓名:颜昭雯

职称:讲师

部门:应用数学系

邮箱:yanzw@imu.edu.cn

个人简介

颜昭雯,女,198512月出生,于20141月获得首都师范大学理学博士学位,现为内蒙古大学数学科学学院教师,主要从事数学物理方向的研究工作。

主讲课程

《高等数学》、《复变函数》

主要研究领域

(1)数学物理:非线性偏微分方程;

(2) 孤立子与可积系统;

(3) 可积系统和无穷维代数方面的交叉研究.

科研项目

1.     国家自然科学青年基金项目、项目名称:超对称可积方程的构造及其在数学物理中的应用、项目编号:11605096,项目时间:2017/01-2019/12、主持.

2.      国家自然科学基金理论物理专款项目、项目名称:关于高维(超对称)海森堡铁磁链模型的研究、项目编号:11547101、项目时间: 2016/01-2016/12、主持.

3.      内蒙古大学高层次人才引进项目、项目名称:关于海森堡铁磁链模型的研究、项目编号:21100-5145101项目时间:2014/01-2016/12、主持.

4.     国家自然科学基金面上项目、项目名称:推广的协变延拓结构理论及其应用,项目编号:10975102,项目时间:2010/01-2012/12、参与.

发表论文(SCI收录,*为通讯作者)

[1]  Zhao-Wen Yan*, On the Heisenberg supermagnet model in (2+1)-dimensions, Zeitschrift für Naturforschung A, 72 (2017) 331.

[2]  Zhao-Wen Yan*, Xiao-Li Wang, Min-Li Li, Fermionic covariant prolongation structure for a super nonlinear equation in 2+1 dimensions, Chinese. Physics. Letters. 34 (2017) 070203.

[3]  Zhao-Wen Yan*,  Mei-Na Zhang, Dong-Yu Ren, Hui Zhang and Ji-Feng Cui, On a super generalized x-dependent Hirota equation,  Zeitschrift für Naturforschung A, 72 (2017) 811.

[4] Zhao-Wen Yan*, Tala, Fang Chen, Tao-Ran Liu and Jing-Min Han,  (2+1)-dimensional supersymmetric integrable equations, International Journal of Geometry Methods in Modern Physics, 14 (2017) 1750013.

[5]  Xiao-Li Wang, Jian-Qin Mei, Min-Li Li and Zhao-Wen Yan*, On generalized Lax equations of the Lax triple of the BKP and CKP hierarchies, Journal of Nonlinear Mathematical Physics, 24 (2017) 171.

[6]  Chun-Hong Zhang, Lu Ding, Zhao-Wen Yan, Ke Wu and Wei-Zhong Zhao*,    Super  algebra in the supersymmetric Landau problem, Communications in Theoretical Physics, 67 (2017) 648.

[7]  Zhao-Wen Yan, Gegenhasi*, On a integrable deformations of Heisenberg supermagnetic model, Journal of Nonlinear Mathematical Physics, 53 (2016) 335.

[8]  Zhao-Wen Yan, Shao-Kui Yao, Chun-Hong Zhang and Gegenhasi*, The fermionic covariant prolongation structure of the super generalized Hirota equation,  Modern Physics Letters B, 30 (2016) 1650251. 

[9] Gegenhasi, Zhao-Wen Yan*, On the discrete three-dimensional three wave interaction equation with self-consistent sources, Frontiers of Mathematics in China,  11 (2016)  1501.

[10]  Lu Ding, Xiao-Yu Jia, Ke Wu, Zhao-Wen Yan and Wei-Zhong Zhao*, On q-deformed infinite-dimensional n-algebra,  Nuclear Physics B, 904 (2016) 18.

 [11]  Lu Ding*, Zhao-Wen Yan, Hui-Ping Zhang and Wei Zhang, Nontrivial central extensions of 3-Lie algebras, Journal of Mathematical Physics, 55 (2014) 121701.

[12]  Zhao-Wen Yan, Min-Li Li, Ke Wu and Wei-Zhong Zhao*, Fermionic covariant prolongation structure theory for multidimensional supernonlinear evolution equation, Journal of Mathematical Physics, 54 (2013) 033506.

[13]  Ji-Peng Cheng, Ye Tian, Zhao-Wen Yan and Jing-Song  He* ,The generalized additional symmetries of the two-Toda lattice hierarchy, Journal of Mathematic-al Physics, 54 (2013) 023513.

[14] Zhao-Wen Yan, Min-Ru Chen, Ke Wu and Wei-Zhong Zhao*, (2+1)-Dimensional integrable Heisenberg supermagnet model, Journal of the Physical Society of Japan, 81 (2012)  094006.

[15] Zhao-Wen Yan, Min-Li Li, Ke Wu and Wei-Zhong  Zhao*,  Integrable Deformations of the (2+1)-dimensional Heisenberg ferromagnetic model, Communications in Theoretical Physic, 58 (2012) 463.

[16] Zhao-Wen Yan, Min-Li Li, Ke Wu and Wei-Zhong Zhao*, Integrable deformations of Heisenberg supermagnetic model, Communications in TheoreticalPhysic, 53 (2010) 21.

[17] Jia-Feng Guo, Shi-Kun  Wang, Ke  Wu, Zhao-Wen Yan and Wei-Zhong  Zhao*, Integrable higher order deformations of Heisenberg supermagnetic model, Journal of Mathematical Physics, 50 (2009) 113502.

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