Symmetric Units Satisfying a Group Identity

Ann Dooms; M. Ruiz

Symmetric Units Satisfying a Group Identity

Ann Dooms, M. Ruiz

Elektronica en Informatica

Onderzoeksoutput: Article › peer review

8 Citaten (Scopus)

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From earlier articles we know that, for sure in case of group rings, the algebraic structure of some part of the unit group, such as the symmetric units for the classical involution, can determine the structure of the algebra. In this article we solve this problem for symmetric units for an arbitrary involution.

Originele taal-2	English
Pagina's (van-tot)	742-750
Aantal pagina's	9
Tijdschrift	Journal of Algebra
Volume	308
Status	Published - 1 jan 2007

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AB - From earlier articles we know that, for sure in case of group rings, the algebraic structure of some part of the unit group, such as the symmetric units for the classical involution, can determine the structure of the algebra. In this article we solve this problem for symmetric units for an arbitrary involution.

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Symmetric Units Satisfying a Group Identity

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