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The following pages link to On periodic groups saturated by finite simple groups. (Q1760509):

Displaying 22 items.

Periodic groups saturated with direct products of Suzuki groups and elementary Abelian 2-groups. (Q392724) (← links)
Periodic groups with given properties of finite subgroups. (Q416927) (← links)
Groups saturated by finite simple groups. (Q431709) (← links)
Sylow 2-subgroups of the periodic groups saturated with finite simple groups (Q515491) (← links)
Periodic groups saturated by direct products of Suzuki groups on elementary abelian 2-groups. (Q891009) (← links)
2-rank two periodic groups saturated with finite simple groups (Q1669773) (← links)
Characterization of simple symplectic groups of degree 4 over locally finite fields of characteristic 2 in the class of periodic groups (Q1694711) (← links)
On Shunkov groups saturated with finite groups (Q1717393) (← links)
Characterization of locally finite simple groups of the type \(^3D_4\) over fields of odd characteristic in the class of periodic groups (Q1734968) (← links)
On a sufficient condition for the existence of a periodic part in the Shunkov group (Q1789740) (← links)
Periodic groups saturated with finite simple groups of Lie type of rank 1 (Q1792008) (← links)
On some groups with finite involution saturated with finite simple groups. (Q1810204) (← links)
Groups saturated with finite Frobenius groups with complements of even order (Q2145866) (← links)
On the periodic groups saturated with finite simple groups of Lie type \(B_3\) (Q2191381) (← links)
On characterization of simple orthogonal groups of odd dimension in the class of periodic groups (Q2221964) (← links)
Groups with a strongly embedded subgroup saturated with finite simple non-abelian groups (Q2307929) (← links)
Characterization of locally finite simple groups of type \(G_2\) over fields of odd characteristics in the class of periodic groups (Q2314119) (← links)
On periodic groups and Shunkov groups that are saturated by dihedral groups and \(A_5\) (Q2405331) (← links)
On the structure of periodic groups saturated by semidihedral groups. (Q2454474) (← links)
Periodic groups whose simple modules have finite central endomorphism dimension (Q3419930) (← links)
(Q3810002) (← links)
Characterizations of Simple Linear Groups in the Class of Periodic Groups (Q5853122) (← links)