Equivalence of Arrangements of Curves (ResearchIndex)

Equivalence of Arrangements of Curves (2000) (Make Corrections)
Manuela Neagu

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Abstract: Introduction For arrangements of hyperplanes in IR d , the notion of equivalence is well understood and presents no ambiguity. Two denitions of it can be found in the literature, one given by Edelsbrunner and the other one given by Grunbaum. Edelsbrunner's denition is based on the position vectors of the faces of an arrangement and it implies the more general denition of Grunbaum, which relies solely on the incidence graphs of the two arrangements. The two denitions can be naturally... (Update)

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BibTeX entry: (Update)

@misc{ neagu-equivalence,
  author = "Manuela Neagu",
  title = "Equivalence of Arrangements of Curves",
  url = "citeseer.nj.nec.com/neagu00equivalence.html" }

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413 Algorithms in Combinatorial Geometry (context) - Herbert - 1987
216 Primitives for the Manipulation of General Subdivisions and .. (context) - Leonidas, Jorge - 1985
30 Classical Topology and Combinatorial Group Theory (context) - John - 1980
25 Arrangements of Curves in the Plane - Topology (context) - Herbert, Leonidas et al. - 1992
18 Cambridge University Press (context) - Jean-Daniel, Mariette et al. - 1998
16 Geometric Topology in Dimensions 2 and (context) - Edwin - 1977
8 Arrangements and spreads (context) - unbaum - 1972
4 Stable Homeomorphisms and the Annulus Conjecture (context) - Robion - 1969

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