| |
|
Title
|
Some rank five geometries related to the Mathieu group M(23)
|
|
Author
|
Dimitri Leemans
|
|
Reference
|
J. Combin. Theory Ser. A 95(2001), nr. 2, 365-372.
|
|
Math. Reviews
|
2002d:51011
|
|
Zentralblatt
|
0990.51005
|
|
Abstract
|
The Mathieu group M(23) is somehow special when we talk about geometries on which it acts flag-transitively because few such geometries are known.
In this paper, we construct six rank five geometries on which the Mathieu group M(23) acts flag-transitively and residually weakly primitively (RWPRI).
|
|
|