3D Shape Cropping

Jean-Sébastien Franco 1, * Benjamin Petit 1, * Edmond Boyer 1, *
* Auteur correspondant
1 MORPHEO - Capture and Analysis of Shapes in Motion
Inria Grenoble - Rhône-Alpes, LJK - Laboratoire Jean Kuntzmann, INPG - Institut National Polytechnique de Grenoble
Abstract : We introduce shape cropping as the segmentation of a bounding geometry of an object as observed by sensors with different modalities. Segmenting a bounding volume is a preliminary step in many multi-view vision applications that consider or require the recovery of 3D information, in particular in multi-camera environments. Recent vision systems used to acquire such information often combine sensors of different types, usually color and depth sensors. Given depth and color images we present an efficient geometric algorithm to compute a polyhedral bounding sur- face that delimits the region in space where the object lies. The resulting cropped geometry eliminates unwanted space regions and enables the initialization of further processes including surface refinements. Our approach ex- ploits the fact that such a region can be defined as the intersection of 3D regions identified as non empty in color or depth images. To this purpose, we propose a novel polyhedron combination algorithm that overcomes compu- tational and robustness issues exhibited by traditional intersection tools in our context. We show the correction and effectiveness of the approach on various combination of inputs.
Type de document :
Communication dans un congrès
Vision, Modeling and Visualization, Sep 2013, Lugano, Switzerland. Eurographics Association, pp.65-72, 2013, 〈10.2312/PE.VMV.VMV13.065-072〉
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Contributeur : Jean-Sébastien Franco <>
Soumis le : jeudi 14 novembre 2013 - 19:05:26
Dernière modification le : mercredi 11 avril 2018 - 01:57:52
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Jean-Sébastien Franco, Benjamin Petit, Edmond Boyer. 3D Shape Cropping. Vision, Modeling and Visualization, Sep 2013, Lugano, Switzerland. Eurographics Association, pp.65-72, 2013, 〈10.2312/PE.VMV.VMV13.065-072〉. 〈hal-00904661〉



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