Nonobtuse Remeshing and Mesh Decimation

(f-i) Parameterization: (f) template; (g) input mapped to base; (h) closed input mesh; (i) input mesh mapped to template; (j) completed model (using input connectivity and

Thus, the inner region of the object is modelled using a FEM coarse mesh that will be a fast model and the domain between the surface and the internal mesh is built using an MFM..

The main features of our approaches are using Voronoi-based skeletal mesh, applying mesh evolutions for skeletal mesh fairing, and combining skeleton-based mesh deformations with

In this thesis we develop a framework for dynamic remeshing, i.e., a frame- work that takes an arbitrary triangle mesh as input and iteratively changes the mesh connectivity and

The new metric we propose to evaluate marching isosur- facing methods is the volumetric divergence between the tri- angular mesh isosurfaces extracted by a marching isosurfac-

In this paper, we introduce a remeshing scheme for non- manifold surface models, which at the same time preserves feature lines embedded into the input mesh.. Our

We define a self-Delaunay mesh as a triangle mesh that is a Delaunay triangulation of its vertex set with respect to the intrinsic metric of the mesh itself.. This yields a

In 3DPVT ’06: Proceedings of the Third International Symposium on 3D Data Processing, Visualization, and Trans- mission (Washington, DC, USA, 2006), IEEE Computer