par Lefèvre, Christiane 
Référence Journal of geometry, 15, 1, page (93-98)
Publication Publié, 1980-03

Référence Journal of geometry, 15, 1, page (93-98)
Publication Publié, 1980-03
Article révisé par les pairs
Résumé : | We determine all sets Q of points of any finite dimensional protective space P such that each line intersecting Q in more than one point, either is contained in Q or contains exactly one point not on Q. If P is a finite protective space of order q, these sets are the so called sets of class (0, 1, q, q + 1). © 1981 Birkhäuser Verlag. |