In this paper we construct several arrangements of lines and/or conics that
are derived from the geometry of the Klein arrangement of $21$ lines in the
complex projective plane.Comment: 19 pages, 11 figure

Gévay, Gábor

Pokora, Piotr

English

arXiv

In this paper we construct several arrangements of lines and/or conics that
are derived from the geometry of the Klein arrangement of $21$ lines in the
complex projective plane.Comment: 20 pages, 11 figures. This is the final version, revised in
  accordance with referee's remarks; in particular, Section 2.6 is completely
  new. To appear in Beitr\"age zur Algebra and Geometry / Contributions to
  Algebra and Geometr

Klein's arrangements of lines and conics

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