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河北师范大学数学与信息科学学院研究生导师简介-马建敏

河北师范大学 免费考研网/2016-02-15

马建敏
姓 名:马建敏职称/职务:副教授
办公电话:
E - mail:jianminma@yahoo.com
研究领域:代数组合
来校时间:2011
个人简介:
1970年生,男,汉族, 理学博士。 主要从事代数和组合学的研究, 在“组合论杂志-A辑(JCTA)”, “欧洲组合杂志(EJC)”,“ 线性代数及其应用(LAA)”, “离散数学(DM)”,“代数组合(JAC)”, “中国科学-数学”等期刊发表论文多篇。
详细介绍
教育背景: 博士,数学,科罗拉多州立大学,2004
硕士,计算机科学,科罗拉多州立大学 2000
硕士,数学,河北师范学院,1994
学士,数学,河北师范学院,1991
工作经历:
副教授,河北师范大学,2011年-至今
助理教授,美国Emory大学,2004-2011年
研发人员,美国Avaya通讯公司, 2000-2002年
教学情况:
高等代数,数学分析,代数图论,置换群,
科研情况:
?Erd?s-Ko-Rado theorems in certain semilattices, Science China Mathematics,in press (with J. Guo, K. Wang)
?Association schemes coming from minimal flats in classical polar spaces, Linear Algebra and its Applications 435 (2011), 163-174 (with J. Guo, F.Li, K.Wang.)
?Suborbits of a point stabilizer in the orthogonal group on the last subconstituent of orthogonal dual polar graphs, Linear Algebra and its Applications 436 (2012), 1297–1311 (with J. Guo, F.Li, K.Wang)
?Fissioned triangular schemes via sharply 3-transitive groups, Linear Algebra and its Applications 436 (2012), 2618-2629 (with K. Wang)
?Four-class skew-symmetric association schemes, Journal of Combinatorial Theory Ser. A, 2011,118:1381-1391 (with K. Wang)
?The nonexistence of certain skew-symmetric amorphous association schemes, European Journal of Combinatorics, 2010, 31:1671-1679. (SCI)
?A generalization of the intersection numbers for the dual polar association schemes and applications. Linear Algebra and its Applications, 2011, 43:1272-1284 (with J. Guo, F.Li, K.Wang)
?Eigenvalues of association schemes of quadratic forms, Discrete Mathematics, 308 (14), 2008, pp. 3023 - 3047, (with R. Feng, Y. Wang, and C. Ma)
?The last subconstituent of the Hemmeter graph, Discrete Mathematics, 308 (14), 2008, pp. 3056 - 3060, (with J. Caughman and E. Hart)
?Three class association schemes in the Galois ring of characteristic 4, Graphs and Combinatorics, 23 (1), 2007, pp. 73-86,
?Association schemes of quadratic forms and symmetric bilinear forms, Journal of Algebraic combinatorics, 17 (2003) (with Y. Wang, C. Wang and C. Ma)




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