regina: Low-dimensional topology: triangulations, knots, links, normal surfaces, angle structures¶
Description¶
Regina is a software package for 3-manifold and 4-manifold topologists, with a focus on triangulations, knots and links, normal surfaces, and angle structures.
For 3-manifolds, it includes high-level tasks such as 3-sphere recognition, connected sum decomposition and Hakenness testing, comes with a rich database of census manifolds, and incorporates the SnapPea kernel for working with hyperbolic manifolds. For 4-manifolds, it offers a range of combinatorial and algebraic tools, plus support for normal hypersurfaces. For knots and links, Regina can perform combinatorial manipulation, compute knot polynomials, and work with several import/export formats.
License¶
GPLv2+
Upstream Contact¶
Regina: https://regina-normal.github.io/
We use the Python packaging from https://pypi.org/project/regina/ (https://github.com/3-manifolds/regina_wheels)
Type¶
optional
Dependencies¶
$(PYTHON)
$(PYTHON_TOOLCHAIN)
Version Information¶
requirements.txt:
regina
Equivalent System Packages¶
(none known)