@techreport{Esnard02, author = {A. Esnard, J.-O. Lachaud et A. Vialard}, title = {Discrete deformable boundaries for 3D image segmentation}, institution = {LaBRI, University Bordeaux 1, Talence, France}, year = {2002}, number = {1270-02}, type = {Research Report} }
@techreport{Lachaud00b, author = {J.-O. Lachaud and A. Vialard}, title = {Discrete deformable boundaries for image segmentation}, institution = {LaBRI, Talence, France}, year = {2000}, number = {1244-00}, type = {Research Report}, keywords = {image segmentation, discrete deformable model, energy-minimization, digital surface}, abstract = {Energy-minimizing techniques are an interesting approach to the segmentation problem. They extract image components by deforming a geometric model according to energy constraints. This paper pro\-poses an extension to these works, which can segment arbitrarily complex image components in any dimension. The geometric model is a digital surface with which an energy is associated. The model grows inside the component to segment by following minimal energy paths. The segmentation result is obtained {\em a posteriori} by examining the energies of the successive model shapes. We validate our approach on several 2D images.} }
@techreport{V99, author = {A. Vialard}, title = {Simplification de contours pour la reconstruction surfacique}, institution = {LaBRI, Talence, France}, year = {1999}, number = {1227-99} }
@phdthesis{V96b, author = {A. Vialard}, title = {Chemins euclidiens : un modèle de représentation des contours discrets}, school = {Universit\'{e} Bordeaux 1, France}, year = {1996}, note = {(en fran\c{c}ais)}, keywords = {}, abstract = {} }
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