Tournois, Jane, Wormser, Camille, Alliez, Pierre, Desbrun, Mathieu
We present a practical approach to isotropic tetrahedral meshing of 3D domains bounded by piecewise smooth surfaces. Building upon recent theoretical and practical advances, our algorithm interleaves...
Tournois, Jane, Wormser, Camille, Alliez, Pierre, Desbrun, Mathieu
We present a practical approach to isotropic tetrahedral meshing of 3D domains bounded by piecewise smooth surfaces. Building upon recent theoretical and practical advances, our algorithm interleaves...
Tournois, Jane, Wormser, Camille, Alliez, Pierre, Desbrun, Mathieu
We present a practical approach to isotropic tetrahedral meshing of 3D domains bounded by piecewise smooth surfaces. Building upon recent theoretical and practical advances, our algorithm interleaves...
Robust and Efficient Delaunay triangulations of points on or close to a sphere (2009)
Caroli, Manuel, Loriot, Sebastien, Teillaud, Monique, Wormser, Camille
We propose two approaches for computing the Delaunay triangulation of points on a sphere, or of rounded points close to a sphere, both based on the classic incremental algorithm initially designed...
Robust and Efficient Delaunay triangulations of points on or close to a sphere (2009)
Caroli, Manuel, Loriot, Sebastien, Teillaud, Monique, Wormser, Camille
We propose two approaches for computing the Delaunay triangulation of points on a sphere, or of rounded points close to a sphere, both based on the classic incremental algorithm initially designed...
Robust and Efficient Delaunay triangulations of points on or close to a sphere (2009)
Caroli, Manuel, Loriot, Sebastien, Teillaud, Monique, Wormser, Camille
We propose two approaches for computing the Delaunay triangulation of points on a sphere, or of rounded points close to a sphere, both based on the classic incremental algorithm initially designed...
Robust and Efficient Delaunay triangulations of points on or close to a sphere (2009)
Caroli, Manuel, Loriot, Sebastien, Teillaud, Monique, Wormser, Camille
We propose two approaches for computing the Delaunay triangulation of points on a sphere, or of rounded points close to a sphere, both based on the classic incremental algorithm initially designed...
Abstract Anisotropic Diagrams: Labelle Shewchuk approach revisited ∗ (2008)
Jean-daniel Boissonnat, Camille Wormser, Mariette Yvinec
F. Labelle and J. Shewchuk [3] have proposed a discrete definition of anisotropic Voronoi diagrams. These diagrams are parametrized by a metric field. Under mild hypotheses on the metric field, such...
Locally Uniform Anisotropic Meshing (2008)
Boissonnat, Jean-Daniel, Wormser, Camille, Yvinec, Mariette
Anisotropic meshes are triangulations of a given domain in the plane or in higher dimensions, with elements elongated along prescribed directions. Anisotropic triangulations have been shown to be...
Locally Uniform Anisotropic Meshing (2008)
Boissonnat, Jean-Daniel, Wormser, Camille, Yvinec, Mariette
Anisotropic meshes are triangulations of a given domain in the plane or in higher dimensions, with elements elongated along prescribed directions. Anisotropic triangulations have been shown to be...
Anisotropic Diagrams: Labelle Shewchuk approach revisited (2008)
Boissonnat, Jean-Daniel, Wormser, Camille, Yvinec, Mariette
F. Labelle and J. Shewchuk have proposed a discrete definition of anisotropic Voronoi diagrams. These diagrams are parametrized by a metric field. Under mild hypotheses on the metric...
Anisotropic Diagrams: Labelle Shewchuk approach revisited (2008)
Boissonnat, Jean-Daniel, Wormser, Camille, Yvinec, Mariette
F. Labelle and J. Shewchuk have proposed a discrete definition of anisotropic Voronoi diagrams. These diagrams are parametrized by a metric field. Under mild hypotheses on the metric...
Diagrammes de Voronoi généraux et applications (2008)
Les diagrammes de Voronoi sont des structures de données fondamentales qui ont été étudiées en détail dans le domaine de la géométrie algorithmique. Un diagramme de Voronoi peut être défini...
Diagrammes de Voronoi généraux et applications (2008)
Les diagrammes de Voronoi sont des structures de données fondamentales qui ont été étudiées en détail dans le domaine de la géométrie algorithmique. Un diagramme de Voronoi peut être défini...
Diagrammes de Voronoi généraux et applications (2008)
Les diagrammes de Voronoi sont des structures de données fondamentales qui ont été étudiées en détail dans le domaine de la géométrie algorithmique. Un diagramme de Voronoi peut être défini...
Distributed Computation of Virtual Coordinates (2007)
Ben Chen, Mirela, Gotsman, Craig, Wormser, Camille
Sensor networks are emerging as a paradigm for future computing, but pose a number of challenges in the fields of networking and distributed computation. One challenge is to devise a greedy...
Distributed Computation of Virtual Coordinates (2007)
Ben Chen, Mirela, Gotsman, Craig, Wormser, Camille
Sensor networks are emerging as a paradigm for future computing, but pose a number of challenges in the fields of networking and distributed computation. One challenge is to devise a greedy...
Anisotropic Diagrams: Labelle Shewchuk approach revisited (2006)
Boissonnat, Jean-Daniel, Wormser, Camille, Yvinec, Mariette
F. Labelle and J. Shewchuk have proposed a discrete definition of anisotropic Voronoi diagrams. These diagrams are parametrized by a metric field. Under mild hypotheses on the metric field, such...
Anisotropic Diagrams: Labelle Shewchuk approach revisited (2006)
Boissonnat, Jean-Daniel, Wormser, Camille, Yvinec, Mariette
F. Labelle and J. Shewchuk have proposed a discrete definition of anisotropic Voronoi diagrams. These diagrams are parametrized by a metric field. Under mild hypotheses on the metric field, such...
Anisotropic Diagrams: Labelle Shewchuk approach revisited (2005)
Boissonnat, Jean-Daniel, Wormser, Camille, Yvinec, Mariette
F. Labelle and J. Shewchuk have proposed a discrete definition of anisotropic Voronoi diagrams. These diagrams are parametrized by a metric field. Under mild hypotheses on the metric field, such...