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Results 1 – 10    (Previous 50 | Next 50)   (20 | 50 | 100 | 250 | 500)   (JSON | CSV | RSS | RDF)
 Difficulty levelFact about
2-Sylow subgroup of rational group is rational if its class is at most twoFinite group (?)
Rational group (?)
Group of nilpotency class two (?)
2-Sylow subgroup of rational group need not be rationalRational group (?)
Sylow subgroup (?)
Center of rational group is elementary abelian 2-groupRational group (3)
Classification of rational dihedral groupsDihedral group (?)
Rational group (?)
Rational-representation group (?)
Classification of rational generalized dihedral groupsGeneralized dihedral group (?)
Rational group (?)
Normal subgroup of rational group implies any two elements generating the same cyclic subgroup are automorphicRational group (?)
Group in which any two elements generating the same cyclic subgroup are automorphic (?)
Rational and abelian implies elementary abelian 2-groupRational group (2)
Abelian group (3)
Rational and nilpotent implies 2-groupRational group (?)
Nilpotent group (?)
P-group (?)
Rational not implies rational-representationRational group (2)
Rational-representation group (2)
Symmetric groups are rationalSymmetric group (?)
Rational group (?)