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Regina |
| Original author(s) | Ben Burton, David Letscher, Richard Rannard, Hyam Rubinstein |
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| Developer(s) | Ben Burton, Ryan Budney, William Pettersson |
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| Initial release | December 2000 |
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| Stable release | 7.1
/ Sep, 2022 |
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| Repository | github.com/regina-normal/regina |
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| Written in | C++, Python |
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| Operating system | Linux, Unix-like, Mac, Microsoft Windows, iOS |
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| Available in | English |
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| Type | Mathematical Software |
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| License | GPL |
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| Website | regina-normal.github.io |
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Regina is a suite of mathematical software for 3-manifold topologists. It focuses upon the study of 3-manifold triangulations and includes support for normal surfaces and angle structures.[1]
Features
- Regina implements a variant of Rubinstein's 3-sphere recognition algorithm. This is an algorithm that determines whether or not a triangulated 3-manifold is homeomorphic to the 3-sphere.
- Regina further implements the connect-sum decomposition. This will decompose a triangulated 3-manifold into a connect-sum of triangulated prime 3-manifolds.
- Homology and Poincare duality for 3-manifolds, including the torsion linking form.
- Includes portions of the SnapPea kernel for some geometric calculations.
- Has both a GUI and Python interface.
See also
References
- ↑ "ORMS - Regina". https://orms.mfo.de/project@terms=normal+surface+theory&id=336.html.
 | Original source: https://en.wikipedia.org/wiki/Regina (program). Read more |