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A classification of finite locally 2-transitive generalized quadrangles

By John Bamberg and others
Ostrom and Wagner (1959) proved that if the automorphism group GG of a finite projective plane π\pi acts 22-transitively on the points of π\pi, then π\pi is isomorphic to the Desarguesian projective plane and GG is isomorphic to PΓL(3,q)\mathrm{P\Gamma L}(3,q) (for some prime-power qq). In the more general case of... Show more
June 29, 2020
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A classification of finite locally 2-transitive generalized quadrangles
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