Deformable meshes with automated topology changes for coarse-to-fine three-dimensional surface extraction
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2017, Medical Image AnalysisCitation Excerpt :Our RBT+LIM modeling algorithm was applied to the 5123 voxel data (voxel size of 0.2 mm), resulting in 558 nodes and a total of 9.5 k blobs. A triangular mesh was initialized with the Marching Cubes algorithm and refined with an active surface model (Lachaud and Montanvert, 1999). The resulting triangulated surface was composed of 100k triangles.
Temporally coherent sculpture of composite objects
2016, Computers and Graphics (Pergamon)Freestyle: Sculpting meshes with self-adaptive topology
2011, Computers and Graphics (Pergamon)Citation Excerpt :However, the tetrahedrization update and the relaxation framework of the interacting particle system are a bottleneck that prevent their use in interactive sculpting applications. The approach we develop is closer to the method of Lachaud et al. [11], which uses an evolving closed mesh to segment some static volumetric data defined on a fixed voxel grid. The authors want this mesh to be uniform and perform changes of topological genus whenever two different parts of the surface get close to each other.
Topological active volumes: A topology-adaptive deformable model for volume segmentation
2010, Pattern RecognitionCitation Excerpt :To this end, they decompose the image domain into a discrete grid and compute the intersections between the contour and the grid. Delingette and Montagnat [8], Duan and Qin [9] and Lachaud et al. [10,11] have developed techniques based on detecting the self-intersections in the evolving mesh and merging the colliding regions using a set of remeshing rules. Moreover, Pons and Boissonat [12] have proposed an approach where the mesh is iteratively updated by computing the restricted Delaunay triangulation of the deformed objects.
Deformable models
2009, Handbook of Medical Image Processing and Analysis