par Archer, Claude
Référence Journal of geometry, 79, 1-2, page (12-18)
Publication Publié, 2004
Article révisé par les pairs
Résumé : In 1961 J. Tits described a way to define a geometry from a group and a collection of subgroups. Such incidence geometries are now studied by the team of F. Buekenhout in Brussels. Here we present theorems about decomposition of PRI geometries into direct sums and we find the full direct sum decomposition of PRI geometries on solvable groups. © Birkhäuser Verlag, Basel, 2004.