Jan 5, 2010 · The rank 3 3 residually connected flag transitive geometries Γ Γ for M22 M 22 for which the stabilizer of each object in Γ Γ is a maximal ...
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Jan 5, 2010 · Abstract. The rank 3 residually connected flag transitive geometries Γ for M22 for which the stabilizer of each object in Γ is a maximal ...
On rank 2 and rank 3 residually connected geometries for M22 ...
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We determine all rank 2 and rank 3 residually connected ag transitive geometries for the Mathieu group M22 for which object stabilizer are maximal subgroups.
The rank 3 residually connected flag transitive geometries G for M_{22} for which the stabilizer of each object in G is a maximal subgroup of M_{22} are ...
Missing: M22, | Show results with:M22,
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A bound is obtained for the rank of primitive residually connected, flag transitive geometries for the Mathieu group M 22 . Previous article in issue
Apr 27, 2012 · [14] Dimitri Leemans, Peter Rowley, Rank three residually connected geometries for M22, revisited, Electron. J. Combin. 17 (1). (2010), Note ...
In this paper we shall describe all rank 2 and rank 3 residually connected flag transitive geometries for the Mathieu group M22 whose object stabilizers.
Missing: Revisited. | Show results with:Revisited.
We determine all rank 2 and rank 3 residually connected flag transitive geometries for the Mathieu group M22 for which object stabilizer are maximal ...
Missing: Revisited. | Show results with:Revisited.
Rank Three Residually Connected Geometries for $M_{22}$, Revisited. Article. Full-text available. Jan 2010; ELECTRON J COMB. Dimitri Leemans · Peter Rowley. The ...