|
Title
|
All Geometries of the Mathieu Group M(11) Based on Maximal Subgroups
|
Authors
|
Francis Buekenhout, Michel Dehon and Dimitri Leemans
|
Reference
|
Experiment. Math., Vol.5 (1996), no.2, 101-110.
|
Math. Reviews
|
97h:51015
|
Zentralblatt
|
863.51012
|
Abstract
|
Using a CAYLEY program, we get all firm, residually connected geometries whose
rank 2 residues satisfy the intersection property, on which M(11) acts
flag-transitively, and in which the stabilizer of each element is a maximal
subgroup of M(11).
|
|
|