Maximal sets of non-polar points of quadrics and symplectic polarities over GF(2) (Q1205447)

This article discusses maximal sets of mutually non-conjugate points with respect to a quadric over \(\mathbb{F}_ 2\) in the case that either all the points lie on the quadric or all lie off the quadric. The size of these sets is determined for all dimensions. These results have been generalized by \textit{R. Shaw} [Proceedings of Third Clifford Algebra Conference 1993, Kluwer, to appear]; the restriction of all points on or all off the quadric has been removed.