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Automorphism groups of
finite subgroups of division rings
Ralph Jasper Faudree, Jr. |
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Vol. 26 (1968), No. 1, 59–65
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Abstract |
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If a finite group G can be embedded in the multiplicative group of a division ring, then G can be embedded in a division ring D generated by G such that any automorphism of G can be uniquely extended to be an automorphism of D. It seems natural then to investigate the relation between the automorphism group of G and the automorphism group of D. |
Mathematical Subject Classification
Primary: 16.60
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Milestones
Received: 6 July 1967
Published: 1 July 1968
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Authors |
| Ralph Jasper Faudree, Jr. | |
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