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李华月_陈宝莲_李华月

日期:2020-08-08 01:23 来源:阮小胖 作者:婚碎八年

  为进一步刻划某些饱和群系奠定了基础。曾获山西省科技进步一等奖和二等奖, 以及国务院政府特殊津贴.【学术兼职】<<美国数学评论>>评论员【科研项目】2002—2004, 发展应用局部方法研究群的结构和攻克若干难题, 国家自然科学基金, 17万.2003—2005, 极小子群的性质与有限想知道李华月群的结构, 上海市自然科学基金, 5万, 主持.2005—2007, 有限群的局部性质与对偶饱和群系, 国家自然科学基金, 主持.【讲授课程】高等代数, 699--704.[19] Guo Xiuyun, On the intersection of a class of maximal subgroups of a finite group, Proc. Amer. Math. Soc.106(1989), 329--332.[20] Guo Xiuyun and Zhang Baolin, Normal 事实上李华月п-complements in finite groups, Communications in Algebra, 17(1989), 1601--1606.208--212.[18] 郭秀云, 关于有限群的正规补子。

  为进一步刻划某些看着李华月饱和群系奠定了基础。曾获山西省科技进步一等奖和二等奖, 以及国务院政府特殊津贴.【学术兼职】<<美国数学评论>>评论员【科研项目】2002—2004, 发展应用局部方法研究群的结构和攻克若干难题, 国家自然科学基金, 17万.2003—2005, 极小子群的性质与有限群的结构, 上海市自然科学基金, 5万, 主持.2005—2007, 有限群的局部性质与对偶饱和群系, 国家自然科学基金, 主持.【讲授课程】高等代数,208--212.[18] 郭秀云, 关于有限群的正规补子群,幂零群与可解群之间等 (研究生课程)【研究生培养】王俊新 (在读博士生)孙秀萍 , 王丽丽, 胡玉生(在读硕士生)李德玉 , 李千路, 赵跃胜, 郭巧萍(已毕业硕士生)【代表性论著】[1] Guo Xiuyun and Shum K.P., p-nilpotencey of finite groups and minimal subgroups, Journal of Algebra,270 (2003) 459—470.[2]Guo Xiuyun and Shum K.P., On c-normal maximal and minimal subgroups of Sylow p-subgroups of finite groups, Archiv der Mathematik, 80(6)(2003), 6561-569.[3] Guo Xiuyun and Shum K.P., Permutability of minimal subgroups and p-nilpotency of finite groups, Israel Journal of Mathematics, 136 (2003), 145 看着麦家琪— 155.[4] Guo Xiuyun and Shum K.P., Cover-avoidance properties and the strucute of finite groups, Journal of Pure and Applied Algebra, 181(2003), 297米雪三级—308.[5] Guo Xiuyun, Shum K.P. and A. Ballester-Bolinches, On complemented minimal subgroups in finite groups, J. Group Theory, 6(2003), 159 — 167.[6] 郭秀。

  32(2002)782--790.[7] Guo Xiuyun and Shum K.P., The influence of minimal subgroups of focal subgroupson the structure of finite groups, Journal of Pure and Applied Algebra,169(2002),43--50.[8] Ballester-Bolinches A., Wang Yanming and Guo Xiuyun, On c-supplemented subgro学习杨丽菁upsof finite groups, Glasg. Math. Journal,42(2000), 383--389.[9] Ballester-Bolinches A., Guo Xiuyun and Pedraza-Aguilera M.C., A note onm-permutable products of finite groups,Journal of Group Theory,3(2000),381--384.[10] Ballester-Bolinches A. and Guo Xiuyun, Some results on p-nipotence and solubility of finite groups, Journal of Algebra,228(2000), 491--496.[11] Li Deyu and Guo Xiuyun, The influence of c-normality of subgroups on the structure of finite groups, Journal of pure and Applied Algebra,150(2000), 53--60.[12] Ballester-Bolinches A. and Guo Xiuyun, On complemented subgroups of finite groups, Arch.Math.(Basel), 72(1999), 161--166.[13] Guo Xiuyun, On the Deskins conjecture, Journal Pure and Applied Algebra, 124(1998), 167--171.[14] Li Deyu and Guo Xiuyun, The influence of c-normality of subgroups on the structure of finite groups II, Communications in Algebra, 26(1998), 1913--1922.[15] Cossey J. and Guo Xiuyun, The existence of normal II-complements in finite groups, Communications in Algebra, 23(1995), 4257--4260.[16] Guo Xiuyun, On Theta pairs for a maximal subgroups, Communications in Algebra,22(1994), 4653--4659.[17] 曹查理郭秀云, 有限群极大子群的正规指数, 699--704.[19] Guo Xiuyun, On the intersection of a class of maximal subgroups of a finite group, Proc. Amer. Math. Soc.106(1989), 329--332.[20] Guo Xiuyun and Zhang Baolin, Normal п-complements in finite groups, Communications in Algebra, 17(1989), 1601--1606.幂零群与可学习李华解群之间等 (研究生课程)【研究生培养】王俊新 (在读博士生)孙秀萍 , 王丽丽, 胡玉生(在读硕士生)李德玉 , 李千路, 赵跃胜, 郭巧萍(已毕业硕士生)【代表性论著】[1] Guo Xiuyun and Shum K.P., p-nilpotencey of finite groups and minimal subgroups, Journal of Algebra,270 (2003) 459陈宝莲—470.[2]Guo Xiuyun and Shum K.P., On c-normal maximal and minimal subgroups of Sylow p-subgroups of finite groups, Archiv der Mathematik, 80(6)(2003), 6561-569.[3] Guo Xiuyun and Shum K.P., Permutability of minimal subgroups and p-nilpotency of finite groups, Israel Journal of Mathematics, 136 (2003), 145 — 155.[4] Guo Xiuyun and Shum K.P., Cover-avoidance properties and the strucute of finite groups, Journal of Pure and Applied Algebra, 181(2003), 297郑艳丽—308.[5] Guo Xiuyun, Shum K.P. and A. Ballester-Bolinches, On complemented minimal subgroups in finite groups, J. Group Theory, 6(2003), 159 — 167.[6] 郭秀。

  曹查理并从通常研究的对偶角度1653出发首次研究正规补的存在,为正规补的研究提供了一种新的研究途径。在可解群的研究方面解决了著名群论专家 Deskins提出的一个猜想。近年来从事极小子群对有限群结构影响的研究,统一并推广了著名的 Burnside定理和 Ito 定。

  并从通常研究的对偶角度1653出发首次研究正规补的存在,为正规补的研究提供了一种新的研究途径。在可解群的研究方面解决了著名群论专家 Deskins提出的一个猜想。近年来从事极小子群对有你知道叶玉卿限群结构影响的研究,统一并推广了著名的 Burnside定理和 Ito 定。

  32(2002)782--790.[7] Guo Xiuyun and Shum K.P., The influence of minimal subgroups of focal subgr陈宝莲oupson the structure of finite groups, Journal of Pure and Applied Algebra,169(2002),43--50.[8] Ballester-Bolinches A., Wang Yanming and Guo Xiuyun, On c-supplemented subgroupsof finite groups, Glasg. Math. Journal,42(2000), 383--389.[9] Ballester-Bolinches A., Guo Xiuyun and Pedraza-Aguilera M.C., A note onm-permutable products of finite groups,Journal of Group Theory,3(2000),381--384.[10] Ballester-Bolinches A. and Guo Xiuyun, Some results on p-nipotence and solubility of finite groups, Journal of Algebra,228(2000), 491--496.[11] Li Deyu and Guo Xiuyun, The influence of c-normality of subgroups on the structure of finite groups, Journal of pure and Applied Algebra,150(2000), 53--60.[12] Ballester-Bolinches A. and Guo Xiuyun, On complemented subgroups of finite groups, Arch.Math.(Basel), 72(1999), 161--166.[13] Guo Xiuyun, On the Deskins conjecture, Journal Pure and Applied Algebra, 124(1998), 167--171.[14] Li Deyu and Guo Xiuyun, The influence of c-normality of subgroups on the structure of finite groups II, Communications in Algebra, 26(1998), 1913--1922.[15] Cossey J. and Guo Xiuyun, The existence of normal II-complements in finite groups, Communications in Algebra, 23(1995), 4257--4260.[16] Guo Xiuyun, On Theta pairs for a maximal subgroups, Communications in Algebra,22(1994), 4653--4659.[17] 对比一下麦家琪郭秀云, 有限群极大子群的正规指数。


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