2-(v,23,1)设计的传递自同构群（英文）
The Group of Automorphisms of Transitive 2-(v, 23, 1) Designs
基金
Supported by the National Natural Science Foundation of China(11271208,11471054)
Supported by the Graduate Students’Scientific Research Innovation Project of Jiangsu Province Ordinary University(KYLX1213)
参考文献3
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2LIU Weijun, DAI Shaojun & GONG Luozhong School of Mathematics, Central South University, Changsha 410075, China,Department of Mathematics, Hunan University of Science and Engineering, Yongzhou 425006, China.Almost simple groups with socle ^3D_4(q)act on finite linear spaces[J].Science China Mathematics,2006,49(12):1768-1776. 被引量：8
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二级参考文献10
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1LIU Weijun, DAI Shaojun & GONG Luozhong School of Mathematics, Central South University, Changsha 410075, China,Department of Mathematics, Hunan University of Science and Engineering, Yongzhou 425006, China.Almost simple groups with socle ^3D_4(q)act on finite linear spaces[J].Science China Mathematics,2006,49(12):1768-1776. 被引量：8
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共引文献17
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1LIU Weijun, DAI Shaojun & GONG Luozhong School of Mathematics, Central South University, Changsha 410075, China,Department of Mathematics, Hunan University of Science and Engineering, Yongzhou 425006, China.Almost simple groups with socle ^3D_4(q)act on finite linear spaces[J].Science China Mathematics,2006,49(12):1768-1776. 被引量：8
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3刘伟俊,代少军,龚罗中.作用在有限线性空间上基柱为^3D4（q）的几乎单群[J].中国科学（A辑）,2006,36(10):1093-1102.
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6廖小莲,李上钊.2-(v,8,1)设计的可解区传递自同构群[J].常熟理工学院学报,2009,23(2):18-20.
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7龚罗中,刘伟俊,代少军.作用在有限线性空间上基柱为F_4(q)的几乎单群[J].数学学报（中文版）,2010,53(2):341-348.
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8韩广国,马传贵.区传递的2-(v,11,1)设计与典型单群[J].数学进展,2010,39(3):319-330. 被引量：4
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9李上钊,廖小莲.作用在有限线性空间上基柱为~2F_4(q)的几乎单群(英文)[J].数学杂志,2011,31(3):423-427.
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