Property:Proof style

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Showing 10 pages using this property.
C
Characteristic of normal implies normal +
tabular  +
Characteristicity is transitive +
tabular  +
Conjugacy class of prime power size implies not simple +
tabular  +
D
Degree of irreducible representation divides index of abelian normal subgroup +
tabular  +
Degree of irreducible representation divides order of group +
tabular  +
F
Finite non-abelian and every proper subgroup is abelian implies metabelian +
tabular  +
Finite non-abelian and every proper subgroup is abelian implies not simple +
tabular  +
Fixed-point-free involution on finite group is inverse map +
tabular  +
O
Order has only two prime factors implies solvable +
tabular  +
U
Union of two subgroups is not a subgroup unless they are comparable +
tabular  +
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