SnapPy

SnapPy is a program for studying the topology and geometry of 3-manifolds, with a focus on hyperbolic structures. It runs on Mac OS X, Linux, and Windows, and combines a link editor and 3D-graphics for Dirichlet domains and cusp neighborhoods with a powerful command-line interface based on the Python programming language


References in zbMATH (referenced in 139 articles )

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  1. Baldwin, John A.; Lidman, Tye; Wong, C.-M. Michael: Lagrangian cobordisms and Legendrian invariants in knot Floer homology (2022)
  2. Battista, Ludovico; Martelli, Bruno: Hyperbolic 4-manifolds with perfect circle-valued Morse functions (2022)
  3. Dunfield, Nathan M.; Garoufalidis, Stavros; Rubinstein, J. Hyam: Counting essential surfaces in (3)-manifolds (2022)
  4. Gabai, David; Meyerhoff, Robert; Yarmola, Andrew: The two-eyes lemma: a linking problem for table-top necklaces (2022)
  5. Grünbaum, Daniel: Narrowing the gap between combinatorial and hyperbolic knot invariants via deep learning (2022)
  6. Kim, Taehee; Livingston, Charles: Knot reversal acts non-trivially on the concordance group of topologically slice knots (2022)
  7. Lin, Francesco; Lipnowski, Michael: The Seiberg-Witten equations and the length spectrum of hyperbolic three-manifolds (2022)
  8. Mroczkowski, Maciej: Infinitely many roots of unity are zeros of some Jones polynomials (2022)
  9. Ballas, Samuel A.; Casella, Alex: Gluing equations for real projective structures on (3)-manifolds (2021)
  10. Borodzik, Maciej; Politarczyk, Wojciech: Khovanov homology and periodic links (2021)
  11. Celoria, Daniele; Yerolemou, Naya: A discrete Morse perspective on knot projections and a generalised clock theorem (2021)
  12. Choi, Sunjin; Gang, Dongmin; Kim, Nakwoo: Black holes and large (N) complex saddles in 3D-3D correspondence (2021)
  13. Fernandez Vilanova, Lucas: Baskets and fibred links realizing (A_n) (2021)
  14. Fliss, Jackson R.: Knots, links, and long-range magic (2021)
  15. Guilloux, Antonin; Marché, Julien: Volume function and Mahler measure of exact polynomials (2021)
  16. Havens, Andrew; Koytcheff, Robin: Spaces of knots in the solid torus, knots in the thickened torus, and links in the 3-sphere (2021)
  17. Hayden, Kyle; Mark, Thomas E.; Piccirillo, Lisa: Exotic Mazur manifolds and knot trace invariants (2021)
  18. Kim, Min Hoon; Park, Junghwan: Homology spheres and property R (2021)
  19. Kim, Sang-hyun; Koberda, Thomas; Lee, Jaejeong; Ohshika, Ken’ichi; Tan, Ser Peow; Gao, Xinghua: Shapes of hyperbolic triangles and once-punctured torus groups (2021)
  20. Mishra, Rama; Staffeldt, Ross: Polynomial invariants, knot homologies, and higher twist numbers of weaving knots (\boldsymbolW( 3 , \boldsymboln)) (2021)

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