1 problem

Existence of non-hyperplanar $(q^2+q+1)$ -ovoids of the parabolic quadric
Let $q$ be a prime power greater than $2$ , and let $\mathcal{Q}(8,q)$ be the parabolic quadric in projective $8$ -space. An $(q^2+q+1)$ -ovoid is a set of points meeting every genera…
openFrom papersfinite-geometry ovoids quadrics
0 responses
8

Existence of non-hyperplanar (q2+q+1)(q^2+q+1)(q2+q+1)-ovoids of the parabolic quadric