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Generalized quadrangles of orrder (s, s2), I
1994
Journal of combinatorial theory. Series A
In this paper generalized quadrangles of order (s, s2), s > 1, satisfying property (G) at a line, at a pair of points, or at a flag, are studied. Property (G) was introduced by S. E. Payne (Geom. Dedicata 32 (1989), 93-118) and is weaker than 3-regularity (see S. E. Payne and J. A. Thas, "Finite Generalized Quadrangles," Pitman, London, 1984). It was shown by Payne that each generalized quadrangle of order (s 2, s), s > 1, arising from a flock of a quadratic cone, has property (G) at its point
doi:10.1016/0097-3165(94)90009-4
fatcat:febemdkbnvei5mmgysv5eb4cxq