par Buekenhout, Francis
;Huybrechts, Cécile 
Référence Geometriae dedicata, 73, 3, page (225-235)
Publication Publié, 1998


Référence Geometriae dedicata, 73, 3, page (225-235)
Publication Publié, 1998
Article révisé par les pairs
Résumé : | We prove the existence of a rank three geometry admitting the Hall-Janko group J2 as flag-transitive automorphism group and Aut(J2) as full automorphism group. This geometry belongs to the diagram (c · L*) and its nontrivial residues are complete graphs of size 10 and dual Hermitian unitals of order 3. |