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

Keywords for this software

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References in zbMATH (referenced in 107 articles )

Showing results 1 to 20 of 107.
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  1. Blair, Ryan; Eddy, Thomas D.; Morrison, Nathaniel; Shonkwiler, Clayton: Knots with exactly 10 sticks (2020)
  2. Casella, Alex; Katerba, Charles; Tillmann, Stephan: Ideal points of character varieties, algebraic non-integral representations, and undetected closed essential surfaces in 3-manifolds (2020)
  3. Gang, Dongmin; Kim, Nakwoo; Pando Zayas, Leopoldo A.: Precision microstate counting for the entropy of wrapped M5-branes (2020)
  4. Kolpakov, Alexander; Reid, Alan W.; Riolo, Stefano: Many cusped hyperbolic 3-manifolds do not bound geometrically (2020)
  5. Paoluzzi, Luisa; Sakuma, Makoto: Prime amphicheiral knots with free period 2 (2020)
  6. Worden, William: Experimental statistics of veering triangulations (2020)
  7. Adams, Colin: Waist size for cusps in hyperbolic 3-manifolds II (2019)
  8. Adams, Colin; Eisenberg, Or; Greenberg, Jonah; Kapoor, Kabir; Liang, Zhen; O’Connor, Kate; Pacheco-Tallaj, Natalia; Wang, Yi: Tg-hyperbolicity of virtual links (2019)
  9. Akbulut, Selman; Yildiz, Eylem Zeliha: Knot concordances in (S^1\timesS^2) and exotic smooth (4)-manifolds (2019)
  10. Baker, M. D.; Goerner, M.; Reid, A. W.: All principal congruence link groups (2019)
  11. Dang, Vinh; Purcell, Jessica S.: Cusp shape and tunnel number (2019)
  12. Even-Zohar, Chaim; Hass, Joel; Linial, Nati; Nowik, Tahl: Universal knot diagrams (2019)
  13. Garoufalidis, Stavros; Kashaev, Rinat: A meromorphic extension of the 3D index (2019)
  14. Guilloux, Antonin; Will, Pierre: On (\mathrmSL(3,\mathbbC))-representations of the Whitehead link group (2019)
  15. Haraway, Robert C. III: Practical bounds for a Dehn parental test (2019)
  16. Hikami, Kazuhiro: DAHA and skein algebra of surfaces: double-torus knots (2019)
  17. Jejjala, Vishnu; Kar, Arjun; Parrikar, Onkar: Deep learning the hyperbolic volume of a knot (2019)
  18. Medina, Carolina; Ramírez-Alfonsín, Jorge; Salazar, Gelasio: On the number of unknot diagrams (2019)
  19. Nagao, Kentaro; Terashima, Yuji; Yamazaki, Masahito: Hyperbolic 3-manifolds and cluster algebras (2019)
  20. Rubinstein, J. Hyam; Segerman, Henry; Tillmann, Stephan: Traversing three-manifold triangulations and spines (2019)

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