On rank 2 and rank 3 residually connected geometries for $M_22$

Nayil Kilic; Peter Rowley

On rank 2 and rank 3 residually connected geometries for $M_22$

Research output: Contribution to journal › Article › peer-review

Abstract

We determine all rank 2 and rank 3 residually connected flag transitive geometries
for the Mathieu group M22 for which object stabilizer are maximal subgroups.

Original language	English
Pages (from-to)	107-154
Number of pages	48
Journal	Note di Matematica
Volume	22
Issue number	1
Publication status	Published - 2003

Keywords

Residually connected flag transitive geometries
Mathieu group

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title = "On rank 2 and rank 3 residually connected geometries for \$M\_22\$",

abstract = "We determine all rank 2 and rank 3 residually connected flag transitive geometriesfor the Mathieu group M22 for which object stabilizer are maximal subgroups.",

keywords = "Residually connected flag transitive geometries, Mathieu group",

author = "Nayil Kilic and Peter Rowley",

year = "2003",

language = "English",

volume = "22",

pages = "107--154",

journal = "Note di Matematica",

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AU - Rowley, Peter

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KW - Residually connected flag transitive geometries

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EP - 154

JO - Note di Matematica

JF - Note di Matematica

IS - 1

ER -

On rank 2 and rank 3 residually connected geometries for $M_22$

Abstract

Keywords

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