Arithmetic Characterization of Polynomial based Discrete Curves

Christophe Fiorio; Jean-Luc Toutant

doi:10.1117/12.714475

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Arithmetic Characterization of Polynomial based Discrete Curves

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Arithmetic Characterization of Polynomial based Discrete Curves

Christophe Fiorio et Jean-Luc Toutant

Vision Geometry XV - DIGITAL GEOMETRY AND TOPOLOGY, Vol.SPIE(6499), pp.6499-14

Vision Geometry XV - DIGITAL GEOMETRY AND TOPOLOGY

Electronic Imaging (San Jose, CA, United States, 01/02/2007)

29/01/2007

DOI: https://doi.org/10.1117/12.714475

Résumé

Digital Curve

Discrete Geometry

Digital Geometry

In the present paper, we investigate discretization of curves based on polynomials in the 2-dimensional space. Under some assumptions, we propose an arithmetic characterization of thin and connected discrete approximations of such curves. In fact, we reach usual discretization models, that is, GIQ, OBQ and BBQ but with a generic arithmetic definition.

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Détails

Titre: Arithmetic Characterization of Polynomial based Discrete Curves
Créateurs - sans rôle: Christophe Fiorio - Université de Montpellier
Jean-Luc Toutant - Laboratoire d'Informatique, de Robotique et de Microélectronique de Montpellier
Contributeurs - sans rôle: Longin Jan Latecki
David M. Mount
Angela Y. Wu
Détails de publication: Vision Geometry XV - DIGITAL GEOMETRY AND TOPOLOGY, Vol.SPIE(6499), pp.6499-14
Colloque: Electronic Imaging (San Jose, CA, United States, 01/02/2007)
Publications en série: Vision Geometry XV - DIGITAL GEOMETRY AND TOPOLOGY
Identifiants: 9945440609311
Unité académique: Laboratoire d'Informatique de Robotique et de Microélectronique de Montpellier - LIRMM
Langue: English
Type de ressource: Conference proceeding
Champs locaux: lirmm-00186251