= Robert A. Wilson
{c}
<Robert A. Wilson> works on <finite groups>, their <group representations> and computational constructions, especially <sporadic simple groups>. His research homepage documents this specialization and work on the <Monster group>.https://webspace.maths.qmul.ac.uk/r.a.wilson/[Author research statement]{ref}
His work on <Suzuki group of Lie type> and <Ree group of type G2> constructs these exceptional families through automorphisms and analyzes their actions and simplicity. His lectures on sporadic groups also connect <Mathieu groups> with the symmetries of the <extended binary Golay code>, illustrating how error-correcting structures reveal exceptional finite symmetry.<On the simple groups of Suzuki and Ree by Robert A. Wilson>[Introduction and sections 3–5]{ref}<Sporadic simple groups by Robert A. Wilson>[Mathieu groups and coordinate permutations of the Golay code]{ref}
\Image[https://webspace.maths.qmul.ac.uk/r.a.wilson/inoffice.JPG]
{title=Robert A. Wilson}
{description=Portrait identified by the linked primary author or institutional profile.}
{source=https://webspace.maths.qmul.ac.uk/r.a.wilson/}
{width=220}
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