A decomposition theorem for convexity spaces

Author:

Rawlins Gregory J. E.,Wood Derick

Publisher

Springer Science and Business Media LLC

Subject

Geometry and Topology

Reference27 articles.

1. Bruckner, C.K., and Bruckner, J.B.; ?On Ln-Sets, the Hausdorff Metric, and Connectedness,?Proc. Amer. Math Soc.,13, 765?767, 1962.

2. Cohn, P. M.;Universal Algebra, Harper & Row, New York, 1965.

3. Dwinger, Ph.; ?On the Lattice of the Closure Operators of a Complete Lattice,?Nieuw Archief voor Wiskunde,VI, 112?117, 1956.

4. Edelsbrunner, H.; ?Intersection Problems in Computational Geometry,? Technical University of Graz and Austrian Computer Society, Graz, Austria, Institute für Informationsverarbeitung, Report F 93, 1982.

5. Güting, R. H.; ?Stabbing C-Oriented Polygons,?Information Processing Letters,16, 35?40, 1983.

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1. Visibility in semi-convex spaces;Journal of Geometry;1997-11

2. Partial convexity;Mathematical Notes;1996-09

3. Fundamentals of Restricted-Orientation Convexity;Information Sciences;1996-07

4. Restricted orientation computational geometry;Data structures and efficient algorithms;1992

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