CirclePack

CirclePack is software for creation, manipulation, analysis, and display of circle packings; it handles circle packings having from 4 to (current record) 5,000,000 circles. For more about this topic see ”Introduction to Circle Packing: the Theory of Discrete Analytic functions” by Ken Stephenson, Cambridge University Press, 2005 (ISBN 0521823560) and papers on my web page http://www.math.utk.edu/ kens/


References in zbMATH (referenced in 56 articles , 1 standard article )

Showing results 1 to 20 of 56.
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  1. Bobenko, Alexander I.; Dimitrov, Nikolay; Sechelmann, Stefan: Discrete uniformization of polyhedral surfaces with non-positive curvature and branched covers over the sphere via hyper-ideal circle patterns (2017)
  2. Born, Stefan; Bücking, Ulrike; Springborn, Boris: Quasiconformal dilatation of projective transformations and discrete conformal maps (2017)
  3. Bowers, Philip L.; Stephenson, Kenneth: Conformal tilings. I: Foundations, theory, and practice (2017)
  4. Angel, Omer; Hutchcroft, Tom; Nachmias, Asaf; Ray, Gourab: Unimodular hyperbolic triangulations: circle packing and random walk (2016)
  5. Ashe, James; Crane, Edward; Stephenson, Kenneth: Circle packing with generalized branching (2016)
  6. Bazhanov, Vladimir V.; Kels, Andrew P.; Sergeev, Sergey M.: Quasi-classical expansion of the star-triangle relation and integrable systems on quad-graphs (2016)
  7. Bobenko, Alexander I.; Sechelmann, Stefan; Springborn, Boris: Discrete conformal maps: boundary value problems, circle domains, Fuchsian and Schottky uniformization (2016)
  8. Bücking, Ulrike; Matthes, Daniel: Constructing solutions to the Björling problem for isothermic surfaces by structure preserving discretization (2016)
  9. Eppstein, David: Simple recognition of Halin graphs and their generalizations (2016)
  10. Krieg, David; Wegert, Elias: Rigidity of circle packings with crosscuts (2016)
  11. Liu, Jinsong; Zhou, Ze: How many cages midscribe an egg (2016)
  12. Müller, Christian: Planar discrete isothermic nets of conical type (2016)
  13. Bannister, Michael J.; Devanny, William E.; Eppstein, David; Goodrich, Michael T.: The Galois complexity of graph drawing: why numerical solutions are ubiquitous for force-directed, spectral, and circle packing drawings (2015)
  14. Bobenko, Alexander I.; Pinkall, Ulrich; Springborn, Boris A.: Discrete conformal maps and ideal hyperbolic polyhedra (2015)
  15. Niblett, Matthew R.; Church, Richard L.: The disruptive anti-covering location problem (2015)
  16. Pollicott, Mark: Apollonian circle packings (2015)
  17. Wood, William E.: Discrete extremal length and cube tilings in finite dimensions (2015)
  18. Crane, Edward: Intrinsic circle domains (2014)
  19. David, François; Eynard, Bertrand: Planar maps, circle patterns and 2D gravity (2014)
  20. Eppstein, David: A Möbius-invariant power diagram and its applications to soap bubbles and planar Lombardi drawing (2014)

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