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    Projective planes, Laguerre planes and generalized quadrangles that admit large groups of automorphisms (2018)

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    Conference Contributions - Other
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    http://hdl.handle.net/10092/15499
    
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    • Science: Conference Contributions [383]
    Authors
    Steinke GF
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    ANZSRC Fields of Research
    49 - Mathematical sciences::4904 - Pure mathematics::490405 - Group theory and generalisations
    49 - Mathematical sciences::4904 - Pure mathematics::490402 - Algebraic and differential geometry
    49 - Mathematical sciences::4904 - Pure mathematics::490412 - Topology

    Related items

    Showing items related by title, author, creator and subject.

    • A family of 2-dimensional Minkowski planes with small automorphism groups 

      Steinke, Günter F. (University of Canterbury. Dept. of Mathematics, 1994)
      This paper concerns 2-dimensional (topological locally compact connected) Minkowski planes. It uses a construction of J. Jakóbowski [4] of Minkowski planes over half-ordered fields and applies it to the field of reals. ...
    • On the existence of topological ovals in flat projective planes 

      Polster, B.; Rosehr, N.; Steinke, G.F. (University of Canterbury. Dept. of Mathematics, 1996)
      We show that every flat projective plane contains topological ovals. This is achieved by completing certain closed partial ovals, the so-called quasi-ovals, to topological ovals.
    • Central automorphisms of finite Laguerre planes 

      G.F. Steinke (University of Canterbury. Mathematics and Statistics, 2016)
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