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- Held_group abstract "In the mathematical field of group theory, the Held group He, found by Dieter Held (1969a, 1969b), is one of the 26 sporadic simple groups. It is of the order 210 · 33 · 52 · 73 · 17 = 4030387200 ≈ 4 · 109.The Held group has Schur multiplier of order 1 and outer automorphism group of order 2.".
- Held_group wikiPageExternalLink He.
- Held_group wikiPageExternalLink 0021-8693(81)90127-7.
- Held_group wikiPageExternalLink HeldGroup.html.
- Held_group wikiPageID "1110818".
- Held_group wikiPageRevisionID "603262237".
- Held_group first "Dieter".
- Held_group hasPhotoCollection Held_group.
- Held_group last "Held".
- Held_group year "1969".
- Held_group subject Category:Sporadic_groups.
- Held_group type Abstraction100002137.
- Held_group type Group100031264.
- Held_group type SporadicGroups.
- Held_group comment "In the mathematical field of group theory, the Held group He, found by Dieter Held (1969a, 1969b), is one of the 26 sporadic simple groups. It is of the order 210 · 33 · 52 · 73 · 17 = 4030387200 ≈ 4 · 109.The Held group has Schur multiplier of order 1 and outer automorphism group of order 2.".
- Held_group label "Groupe de Held".
- Held_group label "Held group".
- Held_group sameAs Groupe_de_Held.
- Held_group sameAs m.046xw_.
- Held_group sameAs Q3117685.
- Held_group sameAs Q3117685.
- Held_group sameAs Held_group.
- Held_group wasDerivedFrom Held_group?oldid=603262237.
- Held_group isPrimaryTopicOf Held_group.