PSL(2,q) as a collineation group of projective planes of small order
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Publication:1123397
DOI10.1007/BF00184160zbMath0677.51009MaRDI QIDQ1123397
Publication date: 1989
Published in: Geometriae Dedicata (Search for Journal in Brave)
Related Items (10)
New invariants for the graph isomorphism problem ⋮ Large 2-transitive arcs ⋮ Difference sets and doubly transitive actions on Hadamard matrices ⋮ Transitive groups on the line at infinity of a finite affine plane ⋮ On the automorphism group of inversive planes of odd order ⋮ Semifield planes admitting the quaternion group \(Q_8\) ⋮ Affine planes admitting a collineation group with a transitive action on the line at infinity ⋮ On the Ree unital ⋮ Novel techniques to speed up the computation of the automorphism group of a graph ⋮ On \(\text{PSL}(2,q)\) as a totally irregular collineation group
Cites Work
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- Perspectivities in irreducible collineation groups of projective planes, II
- The translation planes of order \(q_ 2\) that admit SL(2,q) as a collineation group. I: Even order
- The translation planes of order \(q_ 2\) that admit SL(2,q) as a collineation group. II: Odd order
- On the Lorimer-Rahilly and Johnson-Walker translation planes
- On the structure of finite collineation groups of projective planes
- The classification of projective planes of order 9 which possess an involution
- On finite simple groups containing perspectivities
- Perspectivities in irreducible collineation groups of projective planes. I
- Charakterisierungen der endlichen desarguesschen projektiven Ebenen
- On two theorems of Lüneburg
- On the Structure of Collineation Groups of Finite Projective Planes
- Characterizations of the Generalized Hughes Planes
- Endliche Gruppen I
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