Normal restriction

Groups with normal restriction property

by Hung Phi Tong-Viet

published in 'Arch. Math', 2009

Let G be a finite group. A subgroup M of G is said to be an NR-subgroup if, whenever K is normal in M, then K^ G ∩ M =... more

Normal Closure, Normal restriction, Nonabelian Simple Groups, Factorization of Simple Groups, and Character Restriction

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Normal restriction in finite groups

by Hung Phi Tong-Viet

published in "Communications in Algebra", 2011

We proved some sufficient conditions for the solvability of finite groups which possess many NR-subgroups. We also... more

Normal restriction, Normal P-Complement, and Solvable Groups

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