Conference paper Open Access
Animated Motions of Exceptional Flexible Instances of Generically Rigid Graphs
Grasegger, Georg;
Legerský, Jan;
Schicho, Josef
In this paper we use a recent algorithm for finding flexible realizations of graphs. In particular we consider generically rigid graphs that have special non-generic instances in which edge lengths can be found such that we get a continuous motion. The graphs we present have a symmetric structure and allow flexible unit distance realizations.
This entry contains the paper (see below the preview) and animations in svg file format collected in a zip file.
Original publication available at https://archive.bridgesmathart.org/2019/bridges2019-255.html
Files
(3.4 MB)
| Name | Size | |
|---|---|---|
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Animations.zip
md5:703fe4bb361f2689a81ecaffa39d85e5 |
771.9 kB | Download |
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FlexibleGraphs.pdf
md5:82986399a866d2e8ecbc07ac5528d6ac |
2.6 MB | Download |
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| Data volume | 8.5 MB | 8.5 MB |
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| Unique downloads | 3 | 3 |
Indexed in
- Publication date:
- June 27, 2019
- DOI:
-
- ISBN:
- 978-1-938664-30-4
- Keyword(s):
- Rigid Graph Flexible Instance
- Published in:
- BridgesLinz 2019 Conference Proceedings, Tessellations Publishing, Phoenix, Arizona (978-1-938664-30-4).
- Grants:
-
Austrian Science Fund:
-
The Algebra of Motions in 3-Space (P 31061)
- Computational Mathematics: Numerical Analysis and Symbolic Computation (W 1214)
- ARCADES - Algebraic Representations in Computer-Aided Design for complEx Shapes (675789)
-
The Algebra of Motions in 3-Space (P 31061)
- Meeting:
- Bridges 2019: Mathematics, Art, Music, Architecture, Education, Culture, Linz, July 16-20, 2019
- Related identifiers:
- Part of
- 978-1-938664-30-4 (ISBN) (Book)
- 1099-6702 (ISSN)
- License (for files):
- Creative Commons Attribution Non Commercial 4.0 International