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Pages using the property "Referenced in"

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2
2-Engel implies class three for Lie rings +HigginsEngel (?, ?, ?)  +
2-Sylow subgroup is TI implies it is normal or there is exactly one conjugacy class of involutions +Gorenstein (302, Chapter 9 (''Groups of even order''), Theorem 1.4, Chapter 9 (''Groups of even order''), Theorem 1.4)  +
3
3-Engel and (2,5)-torsion-free implies class six for Lie rings +HigginsEngel (?, ?, ?)  +, TraustasonEngel (?, ?, ?)  +
3-step group for a prime +Gorenstein (401, Section 14.1 (''Basic Properties of CN-Groups''), Section 14.1 (''Basic Properties of CN-Groups''))  +
3-step group implies solvable CN-group +Gorenstein (401, Lemma 14.1.4, Lemma 14.1.4)  +
A
Abelian automorphism group not implies abelian +Millerabelianautomorphisms (?, ?, ?)  +, JonahKonvisserabelianautomorphisms (?, ?, ?)  +, Struikabelianautomorphisms (?, ?, ?)  +,
Abelian group +DummitFoote (17, Formal definition (definition as point (2) in general definition of group), Formal definition (definition as point (2) in general definition of group))  +, AlperinBell (2, 1.1 (Rudiments of Group Theory/Review), 1.1 (Rudiments of Group Theory/Review))  +, Artin (42, definition introduced in paragraph (immediately after definition of group), definition introduced in paragraph (immediately after definition of group))  +,
Abelian normal subgroup of core-free maximal subgroup is contranormal implies derived subgroup of whole group is monolith +Cohn (120, ?, ?)  +
Abelian p-group with indecomposable coprime automorphism group is homocyclic +Gorenstein (?, ?, ?)  +
Abelian-to-normal replacement fails for prime-cube index for prime equal to two +AlperinLargeAbelian (?, ?, ?)  +
Abelian-to-normal replacement fails for prime-sixth order for prime equal to two +AlperinLargeAbelian (?, ?, ?)  +
Abelian-to-normal replacement theorem for prime exponent +AG98 (?, ?, ?)  +
Abelian-to-normal replacement theorem for prime-cube index for odd prime +AlperinLargeAbelian (?, ?, ?)  +, JonahKonvisser75 (?, ?, ?)  +
Abelian-to-normal replacement theorem for prime-square index +AlperinLargeAbelian (?, ?, ?)  +, JonahKonvisser75 (?, ?, ?)  +
Abhyankar's conjecture +Resource:Wikipedia (?, ?, ?)  +, Resource:Mathworld (?, ?, ?)  +
Abnormal subgroup +Carteronselfnormalizingsubgroups1 (?, ?, ?)  +, Carteronselfnormalizingsubgroups2 (?, ?, ?)  +, Rose-nilpotent (?, ?, ?)  +,
Absolute center +Hegarty94 (?, ?, ?)  +
Algebra group +Isaacsalgebragroups95 (?, ?, ?)  +, DiaconisIsaacs (?, ?, ?)  +, RobinsonUnitriangular98 (?, ?, ?)  +
All minimal CL-subgroups have the same derived subgroup +GlaubermanCL (?, ?, ?)  +
Alperin's conjecture on abelian-to-normal replacement for small index +AlperinLargeAbelian (?, ?, ?)  +
Alperin's fusion theorem in terms of conjugation families +Transferandfusion (?, ?, ?)  +, GL (?, ?, ?)  +
Alperin's fusion theorem in terms of well-placed tame intersections +Gorenstein (284, Theorem 4.5, Chapter 8 (''p-constrained and p-stable groups''), Section 4 (''Groups with subgroups of glauberman type''), Theorem 4.5, Chapter 8 (''p-constrained and p-stable groups''), Section 4 (''Groups with subgroups of glauberman type''))  +
Alperin's theorem on non-existence of abelian subgroups of large prime power order for odd prime +AlperinLargeAbelian (?, ?, ?)  +
Alperin's theorem on non-existence of abelian subgroups of large prime power order for prime equal to two +AlperinLargeAbelian (?, ?, ?)  +
Alperin-Glauberman replacement operation from arbitrary submodule to invariant submodule +AG98 (?, ?, ?)  +