• Aucun résultat trouvé

Towards Skeleton based Reconstruction : From Projective Skeletonization to Canal Surface Estimation

N/A
N/A
Protected

Academic year: 2021

Partager "Towards Skeleton based Reconstruction : From Projective Skeletonization to Canal Surface Estimation"

Copied!
10
0
0

Texte intégral

Loading

Figure

Figure 1. Illustration of the skeleton reconstruction pipeline. First, we take two calibrated acquisitions of an object
Figure 3. A canal surface is the envelope of a one-dimensional family of spheres: each parameter t defines the sphere of  cen-ter C(t) and radius r(t)
Figure 4. The sphere Σ(t) is tangent to the canal surface along the characteristic circle (in green)
Figure 6. The sphere projection on the plane z = 1 (seen from the plane (yO 3 z)). The boundary of the projection of the sphere Σ(t) on the plane is an ellipse
+3

Références

Documents relatifs

Afin de valider la ressemblance des caractéristiques électrique d’un module PV, nous avons appliquer la technique de recherche du point de puissance maximale , appelée

Toward this goal, a sequence of techniques were developed in this thesis: a novel disparity filtering approach that selects accurate disparity values through analyzing the

(a) The general reconstruction scheme (b) The rst stage of deformation: the mesh is brought from its initial shape to a rough approximation of the data (c) The second stage

In our absorbance measurements, the particle concentrations of the prepared solutions for the cases were low, and the radiative properties of the soot aggregates inside these

Risque d’implantation de stimulateur cardiaque après traitement pour un cancer du sein: étude à partir des données médico-administratives de l’assurance maladie.. Sophie

We have heard much in recent years oí affective education, psychological education, humanistic education, the implicit curriculum, life skills training, deliberate

The skeleton projection is the skeleton of the projected shape if and only if the boundary of each projection of a maximal sphere is a maximal circle in the projected shape.. In a

The skeleton projection is the skeleton of the projected shape if and only if the boundary of each projection of a maximal sphere is a maximal circle in the projected shape.. In a