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Approximation polygonale à partir d'une analyse multi-ordres des points de contour

Identifieur interne : 005720 ( Hal/Corpus ); précédent : 005719; suivant : 005721

Approximation polygonale à partir d'une analyse multi-ordres des points de contour

Auteurs : Isabelle Debled-Rennesson ; Salvatore Tabbone ; Laurent Wendling

Source :

RBID : Hal:inria-00100039

English descriptors

Abstract

Dans cet article, nous proposons une extension de l'approche définie dans "Debled-Rennesson et al, Segmentation of Discrete Curves into Fuzzy Segments, IWCIA03". Celle-ci repose sur la notion de segments flous basée sur la définition arithmétique des droites discrètes ayant une épaisseur variable. Nous proposons un cadre d'analyse multi-ordres d'une chaîne de points où l'ordre le plus élevé correspond à une description de la chaîne en segments flous d'épaisseur élevée et l'ordre le moins élevé à l'épaisseur la plus fine. La position des points des extrémités des segments obtenus à un ordre élevé est affinée aux niveaux les plus bas. L'approche est exempte de seuil et découpe automatiquement une chaîne de points d'un contour en ses composantes les plus significatives.

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Hal:inria-00100039

Le document en format XML

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