Large automorphism groups of 16-dimensional planes are Lie groups. II.
Salzmann, Helmut (1999)
Journal of Lie Theory
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Displaying similar documents to “Large automorphism groups of 16-dimensional planes are Lie groups.”
Large automorphism groups of 16-dimensional planes are Lie groups. II.
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The paper deals with nearaffine planes described by H. A. Wilbrink. We consider their central automorphisms, i.e. automorphisms satisfying the Veblen condition, which become central collineations in connected projective planes. Moreover, a concept of central pseudo-automorphism is considered, i.e. some bijections in a nearaffine plane are not automorphisms but they become central collineations in the related projective planes.
On the Chevalley restriction theorem.
Tevelev, E.A. (2000)
Journal of Lie Theory
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