Mathematics – Rings and Algebras
Scientific paper
2007-09-13
Mathematics
Rings and Algebras
15 pages, this work is part of the PHd. Thesis of the third author. The paper was accepted in Proceedings Mathematical Science
Scientific paper
We Classify the rational quadratic extensions K and the finite groups G for
which the group ring R[G] of G over the ring R of integers of K has the
property that the group of units of augmentation 1 of R[G] is hyperbolic. We
also construct units in a non-split quaternion algebra over R.
Juriaans Stanley Orlando
Passi Inder Bir S.
Souza Filho A. C.
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