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A Collineation Group Isomorphic with the Group of the Double Tangents of the Plane Quartic
, 1918C. Bramble
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Collineation groups of topological parallelisms
, 2014D. Betten, R. Riesinger
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The Flag-Transitive Collineation Groups of the Finite Desarguesian Affine Planes
Canadian Journal of Mathematics - Journal Canadien de Mathematiques, 1964D. A. Foulser
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The translation planes of order q2 that admit SL(2,q) as a collineation group. II. Odd order
, 1982D. A. Foulser, N. Johnson
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Isomorphisms and Collineations
2011Isomorphisms and collineations are transformations of one geometry into another preserving the geometrical structure. In Sect. 2, we shall introduce these transforma- tions. In Sect. 3, we shall deal with projections. The concept of projections has been implicitly used in the classification of affine spaces in Sect. 6 of Chap. 1. In Sect.
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