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|J. N. Bray|
|Presentations of groups, symmetric or otherwise, divided into classes to make location easier. Groups that have just one (finite) non-abelian composition factor up to isomorphism are listed in the first seven sections according to the isomorphism type of this composition factor (see Alternating groups; Sporadic groups (including the JacquesTits group); Linear groups; Unitary groups; Symplectic groups; Orthogonal groups; and Exceptional groups of Lie type (both twisted and untwisted). Soluble groups and groups with at least two non-isomorphic non-abelian composition factors are listed under Other Groups.|
|Math Topics:||Group Theory|
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