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山西大学数学科学学院
Published:2013
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焦文洁, 靳平. p-稳定群的特征p-子群[J]. 2013, (5).
DOI:
焦文洁, 靳平. p-稳定群的特征p-子群[J]. 2013, (5). DOI:
对任意有限p-群S定义了一个新的特征子群W(S)
证明了类似的Glauberman-Solomon定理亦成立
即当G为p-稳定群时
如果S为其一个Sylowp-子群
则在适当条件下W(S)恰为G的一个非平凡特征子群.
A new characteristic subgroup W(S)was defined for an arbitrary finite p-group S
and a theorem which was similar to Glauberman-Solomon's was proved.Namely
if Gis ap-stable group and S is a Sylow p-subgroup of G
then W(S)is a nontrivial characteristic subgroup under appropriate conditions.
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