代数教研室

马雪松

  • 职称(Positional titles):

  • 副教授

  • 所在部门(Department):

  • 代数教研室

  • 研究方向(Research direction):

  • 代数组合

  • 办公室(Office):

  • 教二楼 704

  • E-mail :

  • maxues AT cnu.edu.cn

  • 个人主页(Personal home page):

个人简介 论文出版物 教学经历 科研项目及会议 获奖情况 Personal profile

马雪松,男,博士毕业于北京大学,首都师范大学数学科学学院副教授。科研兴趣:置换群,代数组合,主要研究有限群特别是置换群在代数结构上的作用是群作用。


[1] Xuesong Ma, Ruji Wang, Trivlent Non-symmetric Vertex-transitive Graphs of Order at
Most 150 , Algebra Colloquium, Vol.2, No.3,379-390, 2008.
[2] Xuesong Ma, On Arc-Transitive Cayley Graphs of PSL_{2}(p^{r}), Vol.38, No.6, 664-668,
Advanced in Mathematics(In Chinese), 2009.
[3] Xingui Fang, Xuesong Ma, Jie Wang, On locally primitive Cayley graphs of finite simple
groups , Vol.118, No. 3, 1039-1051, Journal of Combinatorial Theory, Series A, 2011.
[4] Xuesong Ma and Junyang Zhang, Vertex Transitive Self-Complementary Graph, Vol.42,
No.7,228-232,Mathematical Research and Practice, 2012, No. 9.
[5] ] Yixin Zhu and Xueosong Ma,The direct sum of some linear transfor’s imagine space
and kernel space, Mathematical Research and Practice, 2012, No. 10.
[6] J.Y. Chen, S.F. Du, X.S. Ma, J. Xu and M.Y. Xu, one class of totally normal p-groups,
manuscript.
[7] J.Y. Chen, S.F. Du, X.S. Ma, J. Xu and M.Y. Xu, The Classification of almost maximal class
minimal non-core-2 2-group, manuscript.
[8] Zhu, Yanhong; Xu, Wenqin; Du, Shaofei; Ma, Xuesong, On the orientably-regular embeddings of graphs of order prime-cube. Discrete Math. 339 (2016), no. 3, 1140–1146.

主要讲授:高等代数,抽象代数,线性代数,高等数学


2014-2017 National Natural Science Foundation of China No. 11371259
2015-2018 National Natural Science Foundation of China No.11431003

2007-2008 University of Primorska, Koper, Slovenia (Six months)
2009, 2011, 2014, Matej Bel University, Banska Bystrica, Slovakia (Two weeks for each)
2015 College of Charleston, SC, USA(Three months)


2011, 2013-2016 首都师范大学优秀主讲
2012 首都师范大学优秀青年教师
2019 首都师范大学优秀共产党员
2020 首都师范大学优秀教师

Ma Xuesong graduated from Peking University with a Ph.D., and is an associate professor at the School of Mathematical Sciences, Capital Normal University.
Scientific research interests: permutation groups, algebraic combinations, mainly research finite groups, especially the action of permutation groups on algebraic structure.