Jeffrey M. Riedl
Abstract
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Abstract We determine the order of the automorphism group Aut(W) for each member W of an important family of finite p-groups that may be constructed as iterated regular wreath products of cyclic groups. We use a method based on representation theory.
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Abstract We determine the order of the automorphism group Aut(W) for each member W of an important family of finite p-groups that may be constructed as iterated regular wreath products of cyclic groups. We use a method based on representation theory.
Key concepts: Mathematics, Wreath product, Automorphism, Iterated function, Order (exchange), Product (mathematics), Cyclic group, Pure mathematics