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Titlebook: Discrete Geometry for Computer Imagery; 6th International Wo Serge Miguet,Annick Montanvert,Stéphane Ubéda Conference proceedings 1996 Spri

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Inter-pixel Euclidean paths for image analysis,s context. In this paper we show the advantages of using Euclidean paths in order to smooth inter-pixel boundaries and we demonstrate the interest of inter-pixel Euclidean paths for the purpose of image segmentation and analysis.
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Regina M. Hansen,Susan A. Georgerete object at a given scale. Its time cost is proportional to the number of surfels at and little dependent on the scale. We prove that our algorithm converges toward the right value in the case of a plane surface. We also give some experimental results on families of curved surfaces.
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Supernovae as Visual Variable Starsimages..The model is based on the fundamental Helly property of Hypergraphs. This paper introduces the Helly filter which gives to the neighborhood hypergraph associated with an image, the Helly property. As an application example, the model is successfully used to build a segmentation process.
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Astronomy and Astrophysics Libraryns is given by the algorithm as a conjunction of linear inequalities. This method of recognition is well suited to computer imagery, because any traversal algorithm of the given set is possible, and also because any incomplete segment of line or plane can be recognized.
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Multiresolution representation of shape in binary images,ation in binary pyramids, are presented. The first approach combines the OR and AND rules, whereas the second approach uses grey-level images as an intermediate step. The algorithms are easy to implement and produce significantly better results than the ones obtained by OR/AND pyramids.
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Recognizing arithmetic straight lines and planes,ns is given by the algorithm as a conjunction of linear inequalities. This method of recognition is well suited to computer imagery, because any traversal algorithm of the given set is possible, and also because any incomplete segment of line or plane can be recognized.
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