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math.RT2006
Isomorphisms between centers of integral group rings
Martin Hertweck
For finite nilpotent groups and , and a -adapted ring (the rational integers, for example), it is shown that any isomorphism between the centers of the group…
math.RT2006★ 1 cited
Units of -power order in principal -blocks of -constrained groups
Martin Hertweck
Let be a finite group having a normal -subgroup that contains its centralizer , and let be a -adic ring. It is shown that any finite -group of…