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On simple arrangements of lines and pseudo-lines in P^2 and R^2 with the maximum number of triangles

Presented at Snowbird, Utha, 18-22 June 2006
PublisherProvidence, R.I. : American Mathematical Society
Collection
  • Contemporary mathematics; 453
Publication date2008
Abstract

We give some new advances in the research of the maximum number of triangles that we may obtain in a simple arrangements of n lines or pseudo-lines.

Classification
  • arxiv : math.CO
Citation (ISO format)
BARTHOLDI, Nicolas, BLANC, Jeremy, LOISEL, Sébastien. On simple arrangements of lines and pseudo-lines in P^2 and R^2 with the maximum number of triangles. In: Surveys on discrete and computational geometry : twenty years later : AMS-IMS-SIAM Joint Summer Research Conference, June 18-22, 2006, Snowbird, Utah. Snowbird, Utha. Providence, R.I. : American Mathematical Society, 2008. p. 105–116. (Contemporary mathematics)
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Identifiers
ISBN978-0-8218-4239-3
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