par Lefèvre, Christiane 
Référence Linear algebra and its applications, 42, C, page (31-37)
Publication Publié, 1982-02
Référence Linear algebra and its applications, 42, C, page (31-37)
Publication Publié, 1982-02
Article révisé par les pairs
| Résumé : | Farmer and Hale [3] prove that every copolar space fully embedded in a finite projective space PG(n, q), with q>, is the copolar space arising from a symplectic polarity. We show that this result is still valid in arbitrary projective spaces; this provides a different and shorter proof of [3] in the finite case. © 1982. |
