Draft:Surf (graphics program)

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Last edited by Maxim Leyenson (talk | contribs) 7 months ago. (Update)

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surf is a an open source computer program written to visualize some real algebraic geometry: plane algebraic curves, space curves, and algebraic surfaces in a three-dimensional real affine space.

Surf is licensed under the GNU General Public License (GPL).

Surf was developed in 1996-1997 at the Friedrich Alexander Universitaet Erlangen-Nuernberg, and since 1997 at the Johannes Gutenberg-Universitaet Mainz.

surf provides a C-style programming language for the description of geometric objects. It supports semi-transparency and ray tracing in the Phong reflection model.

surf was written at the suggestion of Wolf Barth by Stephan Endrass, Hans Huelf, Ruediger Oertel, Kai Schneider, Ralf Schmitt, and Johannes Beigel.

Distribution

surf is packaged in the Debian Linux and derivatives (such as Ubuntu and Linux Mint) as surf-alggeo and in the Fedora Linux as surf-geometry.

It is also provided with the SageMath project.

Derivatives and forks

There are various derivatives of surf.

surfer which is a project under the direction of Gert-Martin Greuel^[1]

surfex is a 2008 derivation of surf written in Java by Oliver Labs and Stephan Holzer. It is now distributed as a part of Singular.

Gallery

Barth sextic surface visualized with surf.

References

Friedman, Michael; Krauthausen, Karin; Matt, Andreas Daniel (2022). "Interview with Andreas Daniel Matt: Real-Time Mathematics". In Friedman, Michael; Krauthausen, Karin (eds.). Model and Mathematics: From the 19th to the 21st Century. Springer. pp. 431–445. ISBN 978-3-030-97833-4.

This article about mathematics software is a stub. You can help Wikipedia by expanding it.

^ Friedman, Michael; Krauthausen, Karin (2022), "Interview with Andreas Daniel Matt: Real-Time Mathematics", Model and Mathematics: From the 19th to the 21st Century

[Model-and-Mathematics-1] Friedman, Michael; Krauthausen, Karin (2022), "Interview with Andreas Daniel Matt: Real-Time Mathematics", Model and Mathematics: From the 19th to the 21st Century

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