(Enter summary)
Abstract: We discuss rectangle and box visibility representations of graphs in 3-dimensional
space. In these representations, vertices are represented by axis-aligned disjoint rectangles
or boxes. Two vertices are adjacent if and only if their corresponding boxes see each
other along a small axis-parallel cylinder. We concentrate on lower and upper bounds
for the size of the largest complete graph that can be represented. In particular, we
examine these bounds under certain restrictions: What can be ... (Update)
Cited by: More
Three-Dimensional Orthogonal Graph Drawing - Wood (2000)
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Three-Dimensional Orthogonal Graph Drawing with Optimal Volume - Biedl, Thiele, Wood (2004)
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1.1: Universal 3-Dimensional Visibility Representations for Graphs - Alt, Godau, Whitesides (1997)
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0.4: On a Visibility Representation for Graphs in Three.. - Bose, Everett.. (1995)
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0.3: The Wobbly Logic Engine: Proving Hardness of Non-rigid.. - Fekete, Houle.. (1997)
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0.6: On a Visibility Representation of Graphs in 3D - Bose, Everett, Fekete, Houle, .. (1997)
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16: Graph Drawing: 7th International Symp (context) - Kratochvil, Proc - 1999
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BibTeX entry: (Update)
S. P. Fekete and H. Meijer. Rectangle and box visibility graphs in 3D. To appear in Intern. J. Comp.Geom. Appl. http://citeseer.ist.psu.edu/fekete96rectangle.html More
@article{ fekete99rectangle,
author = "S. P. Fekete and H. Meijer",
title = "Rectangle and Box Visibility Graphs in 3{D}",
journal = "International Journal of Computational Geometry and Applications",
volume = "9",
number = "1",
pages = "1--27",
year = "1999",
url = "citeseer.ist.psu.edu/fekete96rectangle.html" }
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