报告主题：极大不变子群与有限群的可解性
报告人：邵长国 副教授 （济南大学）
报告时间：2019年6月22日（周六）10:30
报告地点：校本部G508
邀请人：郭秀云
报告摘要： Suppose that G and A are finite groups such that A acts coprimely on G via automorphisms. It is interesting to investigate the structure and properties of G when we imposesome restrictions on its maximal A-invariant subgroups. More precisely, we prove the solvability of G when certain maximal A-invariant subgroups are nilpotent, when all maximal A-invariant subgroups are supersolvable, or when certain arithmetic conditions are imposed on non-nilpotent maximal A-invariant subgroups.
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