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Line 75: <math>\infty\rightarrow0\rightarrow1\rightarrow7</math> Curtis showed, using a computer, that this relation is sufficient to define ''J''<sub>3</sub>:2.<ref>{{citation\| title=Symmetric Generationand existence of ''J''<sub>3</sub>:2, the automorphism group of the third Janko group\| last1=Bradley \| first1=J.D. \| last2=Curtis \| first2=R.T. \| doi=10.1016/j.jalgebra.2005.09.046 \|journal=~~Science Direct:~~ Journal of Algebra \| volume=304 \| issue=1 \| year=2006\| pages=256–270 \| doi-access=free }}</ref> === Using a presentation ===

Janko group J3: Difference between revisions