"The normalizer property for the integral group ring of the wreath product of two symmetric groups Sk and Sn"

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ABSTRACT It is shown that if is the wreath product of the symmetric group Sk by the symmetric group Sn, then the normalizer property holds for G. Click to show full abstract

ABSTRACT It is shown that if is the wreath product of the symmetric group Sk by the symmetric group Sn, then the normalizer property holds for G.

Keywords: property integral; wreath product; group; normalizer property

Journal Title: Communications in Algebra
Year Published: 2017

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