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Not knot

Auteur : D B A EpsteinCharlie GunnDelle MaxwellGeometry Supercomputer Project.University of Minnesota. Geometry Center.Tous les auteurs
Éditeur : [Minneapolis, Minn.] : University of Minnesota, Geometry Center ; Boston, MA : Distributed by Jones and Bartlett Pub., ©1991.
Édition/format :   Vidéo VHS : VHS tape : Animation   Matériel visuel : EnglishVoir toutes les éditions et tous les formats
Base de données :WorldCat
Résumé :
This video is a guided tour into computer animated hyperbolic space. It proceeds from the world of knots to its complementary space, what's not a knot. It shows the geometry of the knot complement, the space around the knot and then the viewer sees what it is like to "fly through' the hyperbolic space. The supplement contains the video script and provides further explanation.
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Détails

Genre/forme : Short films
Educational films
Nonfiction films
Type d’ouvrage : Animation, Videorecording
Format : Matériel visuel
Tous les auteurs / collaborateurs : D B A Epstein; Charlie Gunn; Delle Maxwell; Geometry Supercomputer Project.; University of Minnesota. Geometry Center.; Jones & Bartlett Publishers.
ISBN : 0867202408 9780867202403 1568810423 9781568810423 1568810431 9781568810430
Numéro OCLC : 25485225
Notes : Supplement to "Not knot" [by] David Epstein, Charlie Gunn.
Crédits : Modelling, animation and rendering, Tobias Orloff, Delle Maxwell ; narrator, Chery Hays.
Interprète(s) : Narrator, Chery Hays.
Description : 1 videocassette (approximately 20 min.) : sound, color ; 1/2 in. + suppl. (48 pages : illustrations ; 28 cm)
Détails : VHS.
Contenu : Accompanied by: supplement to knot not / David Epstein, Charlie Gann.
Responsabilité : the Geometry Supercomputer Project ; directors, Charlie Gunn and Delle Maxwell ; writers, David Epstein, Charlie Gunn [and others].

Résumé :

This video is a guided tour into computer animated hyperbolic space. It proceeds from the world of knots to its complementary space, what's not a knot. It shows the geometry of the knot complement, the space around the knot and then the viewer sees what it is like to "fly through' the hyperbolic space. The supplement contains the video script and provides further explanation.

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Données liées


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