Bounds for finite primitive complex linear groups
<p>In 1878, Jordan showed that a finite complex linear group must possess a normal abelian subgroup whose index is bounded by a function of the degree <em>n</em> alone. In this paper, we study primitive groups; when <em>n</em> >12, the optimal bound is (<em>...
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| Format: | Journal article |
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Journal of Algebra
2007
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