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BOOST -
A collection of general purpose generic C++ libraries, among others a graph algorithms library.
We provide a layer for the CGAL arrangements that makes arrangements models of the graph concept.
Without conversion you can run all graph algorithms on them.
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GMP
- A library for arbitrary precision arithmetic in the realm of rational numbers. Although
you might not use them as coordinate type they can be useful when using filtered kernels.
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MPFR
- The MPFR library is a C library for multiple-precision floating-point computations with exact rounding (also called correct rounding). It is based on the GMP multiple-precision library.
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CORE -
A library that provides a number type for computing with real numbers, that is it
allows to represent expressions with square roots involved. This package is useful
when dealing with curved objecs.
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LEDA
- Library of Efficient Data types and Algorithms. Number types provided by LEDA are of particular
interest with CGAL.
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Eigen
- A C++ template library for linear algebra. Solvers from Eigen can be used for example in the surface parameterization or surface reconstruction packages of CGAL.
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OpenNL
- The Open Numerical Library provides solvers for sparse linear systems, especially designed for the Computer Graphics community. Such solvers can be used for example in the surface parameterization package of CGAL.
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QtSoftware (former Trolltech) is the creator of
Qt, a C++ cross-platform fully
object-oriented application framework that enables rapid
building of state-of-the-art GUI applications for
Microsoft Windows, Unix and multiple embedded Linux
platforms. Qt has formed the basis of many successful
commercial applications worldwide, and was used to develop
the open source, KDE Linux desktop environment.
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RS
- Real Roots isolation for algebraic systems with
rational coefficients with a finite number of Complex
Roots. RS is integrated in Maple since version 11.
RS is used by one model of the CGAL Algebraic Kernel.
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Scilab is an Open Source platform for
numerical and scientific computations, similar to Matlab.
Some CGAL algorithms are available in Scilab through the
CGLAB toolbox.
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