Projects Using CGAL
If you are aware of a project using CGAL which is not listed here, we would appreciate
if you could send the corresponding information (name, URL, authors, company/university,
used CGAL packages) to info at cgal dot org.
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Delaunay Mesh Generation of Surfaces, Volumes, and Complexes
Tamal K. Dey and Joshua Levine
Department of Computer Science and Engineering
The Ohio State University, USA.
Used CGAL packages: 3D Delaunay and Regular Triangulations
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Shape reconstruction from images
Jean-Philippe Pons et al
CERTIS, École des Ponts
Spatio-temporal shape from silhouette
Efficient multi-view reconstruction of large-scale scenes
Topology-adaptive meshes
Meshing of multi-label datasets
Used CGAL packages: 3D and dD Delaunay triangulations, 3D Surface Mesh Generation
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SphereTools - a toolchain which converts 3d objects to
unions of spheres and programs using these unions
(Minkowski sum, medial axis, ...)
Bernhard Kornberger
Institute for Software Technology, Graz University of Technology
Used CGAL packages: 2D and 3D Delaunay and Regular Triangulations, Polyhedron.
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PostGIS - Geographic Objects for the PostgreSQL Database
Refractions Research
pgRouting Project Provides routing functionality to PostGIS / PostgreSQL.
Orkney Inc., Japan
Used CGAL packages: 2D Alpha shapes
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Mesecina - computational geometry you can see
Bálint Miklós
Applied Geometry Group, ETH Zurich
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SHAME - Shape Matching Environment
Mark Overmars and Remco Veltkamp
Utrecht University
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Shawn - A discrete event simulator designed with the simulation of large wireless sensor networks in mind
Braunschweig Technical University, Germany.
Used CGAL packages: 2D Kernel, Polygons.
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CGAL Arrangement of IRIT Free-form Curves
Technion, Israel.
Used CGAL packages: Arrangements.
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Graphite
The ALICE project
LORIA, INRIA Nancy, France.
Used CGAL packages: 2D and 3D Delaunay triangulations, constrained and non-constrained,
triangulation hierarchy.
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Topological signatures of point patterns
Vanessa Robins and Klaus Mecke
Department of Applied Mathematics, the Australian National University, Canberra, Australia.
Used CGAL packages: Delaunay Triangulations and Alpha shapes.
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Edge Subdivision Schemes and the Construction of Smooth Vector Fields
Ke Wang, Weiwei, Yiying Tong, Mathieu Desbrun and Peter Schröder
Caltech, USA.
- Surface reconstruction, simplification and encoding
Rémi Allègre and
Raphaëlle Chaine
LIRIS, Université Claude Bernard Lyon I, France.
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CQMesh (Strictly Convex Quadrangulations from Triangulations)
Marcelo Siqueira and Suneeta Ramaswami
Universidade Federal de Mato Grosso do Sul, Brazil;
Rutgers University, USA.
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FastJet (fast agglomerative jet clustering in particle physics)
Matteo Cacciari and Gavin P. Salam
LPTHE: Université Pierre et Marie Curie (Paris 6);
Université Denis Diderot (Paris 7);
CNRS, UMR 7589, France.
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Protein-Protein interfaces
Frédéric Cazals
INRIA Sophia Antipolis, France.
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Protein Voronoi tessellation tools for Docking
Julie Bernauer and Anne Poupon
Institut de Biochimie et de Biophysique Moléculaire et Cellulaire
Université Paris-Sud, Orsay, France.
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Almost-Delaunay Simplicies
Deepak Bandyopadhyay and Jack Snoeyink
Department of Computer Science
University of North Carolina, Chapel Hill, USA.
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Disconnection Proofs for Motion Planning
Julien Basch, Leonidas J. Guibas, David Hsu and An Thai Nguyen
Computer Science Department
Stanford University, USA.
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Quality Delaunay Meshing of Polyhedra
Tamal K. Dey and Tathagata Ray
Jyamiti group, Department of Computer Science and Engineering
The Ohio State University, USA.
- Surface Reconstruction
Tamal Dey and Joachim Giesen
Computer and Information Science
The Ohio State University, USA.
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Delaunay Triangulation Programs on Surface Data
Sunghee Choi and Nina Amenta
Department of Computer Science
The University of Texas as Austin, USA.
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Surface Mesh Overlay
Xiangmin Jiao
Computer Science Department
University of Illinois at Urbana-Champaign, USA.
- Dynamical geometry for multiscale dissipative particle dynamics
(movie 16.4MB)
Gianni de Fabritiis
and Peter Coveney
Centre for Computational Science
Queen Mary, University of London, United Kingdom.
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Three-dimensional Generalization of Buildings Based on Scale-Spaces
Helmut Mayer
Institute of Photogrammetry and Cartography
University of the Federal Armed Forces, Munich, Germany.
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Computing a Canonical Polygonal Schema of an Orientable Triangulated Surface
F. Lazarus, M. Pocchiola, G. Vegter and A. Verroust
CNRS and University of Poitiers, France; ENS Paris, France; University of Groningen, The Netherlands;
INRIA Rocquencourt, France.
- Designing a library to support model-oriented generalization
Giuliana Dettori and Enrico Puppo
Department of Computer Science
University of Genova, Italy.
- Computation of Visibility Complexes
Pierre Angelier
ENS Paris, France.
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The FlightGear Scenery Designer
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DEpthLAUNAY
Manuel Abellanas and Alfredo de las Vegas
Universidad Politécnica de Madrid, Spain.
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T2 in CGAL and T2Viewer
Alessandra G. de Oliveira,
Fabio P. Selmi-Dei and
Pedro J. de Rezende
Institute of Computing, University of Campinas, Brazil.
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3D Intersection Code
Steven Robbins
McGill University, Canada.
Used CGAL packages: Kernel.
The GeometryFactory also has a
list of commercial customers of CGAL.
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