Axel

Science

Source (link to git-repo or to original if based on someone elses unmodified work): Add the source-code for this project on opencode.net

0
5.0
Available as/for: -
Description:

Axel is an algebraic geometric modeler which aim is to provide “algebraic modeling” tools for the visualization and manipulation of implicit and parametric curves or surfaces.

Features:

- Topology : compute the certified topology of curves and surfaces with either implicit or parametric representation
- Intersections : compute the intersection of implicit or parametric curves or surfaces
- Self-intersections : compute the self-intersections of parametric surfaces whatever their parameterization
- Singularities : compute the singularities of algebraic surfaces
- Differential modeling : derivative curves, graphed surfaces
- Set theoretic modeling : boolean operations, arrangements

Feel free to visit Axel homepage, suscribe the mailing lists and contribute to its development.
Last changelog:

13 years ago

- Improved input/output stream
- Added self intersection algorithms
- Added intersection algorithms
- Added arrangement algorithms
- Added interactive manipulation of BSpline curves and surfaces
- Enhanced Model-View-Controller elements for different graph based structures
- Improved script interface
- improved implicit surfaces topology computation
- Added pointset parsing and visualization

easuter

13 years ago

So where is the source code for Axel?
I've checked you homepage too, and I can't find any "tar.gz" source archive in the downloads section. All I find are binary packages...

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jirityr

13 years ago

The source codes are in CVS: https://gforge.inria.fr/plugins/scmsvn/viewcvs.php/?root=axel

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13 years ago

- Improved input/output stream
- Added self intersection algorithms
- Added intersection algorithms
- Added arrangement algorithms
- Added interactive manipulation of BSpline curves and surfaces
- Enhanced Model-View-Controller elements for different graph based structures
- Improved script interface
- improved implicit surfaces topology computation
- Added pointset parsing and visualization

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