It is proved that a k–set of type (q +1, n)_2 in PG(3, q) either is a plane or it has size k ≥ (q +1)^2 and a characterization of some sets of size (q + 1)^2 is given.
On sets of type (q+1, n)_2 in finite three-dimensional projective spaces
NAPOLITANO, Vito
2013
Abstract
It is proved that a k–set of type (q +1, n)_2 in PG(3, q) either is a plane or it has size k ≥ (q +1)^2 and a characterization of some sets of size (q + 1)^2 is given.File in questo prodotto:
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