Bulletin of the Korean Mathematical Society (대한수학회보)
- Volume 34 Issue 4
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- Pages.637-643
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- 1997
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- 1015-8634(pISSN)
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- 2234-3016(eISSN)
On free product in $V(ZS_3)$
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Shin, Hyunyong
(Department of Mathematics, Korea National University of Education)
;
- Lyou, Ikseung (Department of Mathematics, Korea National University) ;
- Dixon, Martrn R. (Department of Mathematics, University)
- Published : 1997.11.01
Abstract
The group $V(ZS_3)$ of units of augmentation 1 in the integral group ring $ZS_3$ is characterized as the free product of $C_2$ and $S_3$, where $C_2$ is the cyclic group of order 2.
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References
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Proc. AMS
v.99
A note on the unit group of
$ZS_3$ P. Allen;C. Hobby -
Cana. Nath. Bull.
v.15
The group of units of the integral group ring
$ZS_3$ I. Hughes;K.R. Pearson - J. Algebra v.69 Units in integral group rings D.S. Passman;P.F. Smith
- Graduate Texts in Mathematics v.80 D. J. S. Robinson
- Bull. Amer. Math. Soc. v.66 Matrices of rational integers O. Taussky