The XYZ GeoBench for experimental geometric computation. The XYZ GeoBench (eXperimental geometrY Zurich) is a workbench for geometric computation on Macintosh computers. It provides an interactive user interface similar to a drawing program which can be used to create and manipulate geometric objects such as points, line segments, polygons, etc. Furthermore the user interface provides convenient access with algorithm animation to the XYZ Program Library that contains many standard algorithms for 2-d problems, several for restricted 3-d problems, and one for d-dimensional computational geometry.

References in zbMATH (referenced in 12 articles , 5 standard articles )

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  1. Tal, Ayellet: Algorithm animation systems for constrained domains (2002)
  2. Fabri, Andreas; Giezeman, Geert-Jan; Kettner, Lutz; Schirra, Stefan; Schönherr, Sven: On the design of CGAL a computational geometry algorithms library (2000)
  3. Hausner, Alejo; Dobkin, David P.: Making geometry visible: An introduction to the animation of geometric algorithms (2000)
  4. Lambert, Timothy: An optimal algorithm for realizing a Delaunay triangulation (1997)
  5. Epstein, Peter; Kavanagh, Jonathan; Knight, Alan; May, John P.; Nguyen, T.; Sack, Jörg-Rüdiger: A workbench for computational geometry (1994)
  6. Schorn, Peter: The XYZ GeoBench for the experimental evaluation of geometric algorithms (1994)
  7. Schorn, Peter: Evolution of a software system: Interaction, interfaces and applications in the XYZ geobench. (1994) ioport
  8. Schorn, Peter: Evolution of a software system: Interaction, interfaces and applications in the XYZ GeoBench (1994)
  9. Nievergelt, J.; Widmayer, P.: Guard files: Stabbing and intersection queries on fat spatial objects (1993)
  10. Nievergelt, Jurg; Schorn, Peter; de Lorenzi, Michele; Ammann, Christoph; Brüngger, Adrian: XYZ: A project in experimental geometric computation (1991)
  11. Schorn, Peter: Implementing the XYZ GeoBench: A programming environment for geometric algorithms (1991)
  12. Schorn, Peter: Robust algorithms in a program library for geometric computation (1991)