The Handbook of Finite Translation Planes provides a comprehensive listing of all
translation planes derived from a fundamental construction technique, an explanation of the …

Intriguing sets of quadrics in PG(5, q) Skip to content Should you have institutional access?
Here's how to get it ... De Gruyter € EUR - Euro £ GBP - Pound $ USD - Dollar EN English …

Blocking sets and semifields Page 1 Journal of Combinatorial Theory, Series A 113 (2006)
1172–1188 www.elsevier.com/locate/jcta Blocking sets and semifields Guglielmo Lunardon1 …

Indicator sets arising from symplectic line-spreads of a 3-dimensional projective space are
characterized. Moreover, locally Hermitian ovoids of a Hermitian surface (3, q 2) are studied …

We prove for a large class of parameters t and r that a multiset of at most tθd-k+ rθd-k-2
points in PG (d, q) that blocks every k-dimensional subspace at least t times must contain a …

We construct examples and families of locally Hermitian ovoids of the generalized
quadrangle H (3, q 2). We also obtain a computer classification of all locally Hermitian …

To any spread 𝒮 of PG (3, q) corresponds a family of locally hermitian ovoids of the
Hermitian surface H (3, q 2), and conversely; if in addition 𝒮 is a semifield spread, then each …

An interesting connection between special sets of the Hermitian surface of PG (3, q2), q
odd,(after Shult 13) and indicator sets of line‐spreads of the three‐dimensional projective …

Two semiclassical translation ovoids of the generalized quadrangle H (3, q (2)) are
isomorphic when their associated semiclassical indicator sets are equivalent. We study in …

We survey some results on ovoids and spreads of finite polar spaces, focusing on the ovoids
of H (3, q2) arising from spreads of PG (3, q) via indicator sets and Shult embedding, and on …