Summary : |
is a SCILAB toolbox of Computational Geometry algorithms based on CGAL. |
Description : | CGLAB is a Scilab toolbox, it consists of a set of functions obtained by interfacing certain geometric algorithms of CGAL. At present, CGLAB toolbox provides a collection of functions dealing with various geomtric algorithms, in particular, Delaunay triangulations in 2D, 3D and nD space; Convex hull in 2D and 3D; and Delaunay Mesher in 2D space. We keep developping CGLAB and it will cover a large part of CGAL's algorithms, for exemple: Voronoi Diagrams, Interpollation ... Download CGLAB leaflet |
Corresponding Author : |
Naceur MESKINI |
Website : | http://www-sop.inria.fr/geometrica/softwares/cglab/ |
File Name : | CGLAB-0.9.tar.gz |
File Name : | CGLAB-0.9.zip |
The team developing CGLAB, the toolbox for SCILAB, is pleased to announce the availability of CGLAB version 1.0, this new release provides new features which allow you to interpolate your two and three dimensional functions and construct the streamlines of your vector fields. The functions added to this new version are: 1. cgal_interp2, a linear interpolation function in two dimensional space. 2. cgal_interp3, a linear interpolation function in three dimensional space. 3. cgal_stream_2, this function computes the streamlines of a given vector field. 4. cgal_streamlines, this function plots the streamlines computed by cgal_stream_2. We keep developing CGLAB and we plan to add new functions in the future releases, we will really appreciate receiving your feedbacks and your requests if you need some geometric functions to be in CGLAB. CGLAB is based on the CGAL library (http://www.cgal.org/), a large Open Source C++ library of computational geometry algorithms. CGLAB offers functions to compute Delaunay triangulations in 2D and 3D, constrained delaunay triangulation in 2D, 2D mesh generating functions, and 2D and 3D convex hull computation. For more information about CGLAB Toolbox please refer to the web site: http://cglab.gforge.inria.fr/ Naceur MESKINI INRIA Sophia Antipolis.