par Huybrechts, Cécile 
Référence Geometriae dedicata, 59, 2, page (163-179)
Publication Publié, 1996
Référence Geometriae dedicata, 59, 2, page (163-179)
Publication Publié, 1996
Article révisé par les pairs
| Résumé : | Let Γ be a [L.Af*]-geometry, that is a rank 3 geometry with linear spaces as plane residues, with dual affine planes as point residues and with generalized digons as line residues. Assume that (LL) holds in F. In the particular case where the plane residues are finite circles, the structure of such geometries has been strongly restricted by A. P. Sprague. Moreover, C. Lefèvre and L. Van Nypelseer have given a complete classification of such geometries under the assumption that the plane residues are affine planes. We generalize these two results for [L.Af*]-geometries. © 1996 Kluwer Academic Publishers. |
