Difference between revisions of "K3DSurf"
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|Short description=Visual Mathematical Multidimensional surfaces | |Short description=Visual Mathematical Multidimensional surfaces | ||
|Full description=K3DSurf is a program for visualizing and manipulating multidimensional surfaces by using Mathematical equations. It's also a "modeler" for POV-Ray in the area of parametric surfaces. It features 3D, 4D, 5D, and 6D HyperObjects visualization, full support for all functions (like the C language), support for mouse events in the drawing area, animation and morph effects, Povscript and mesh file generation, and support for VRML2 and OBJ files. More than 100 examples are provided. | |Full description=K3DSurf is a program for visualizing and manipulating multidimensional surfaces by using Mathematical equations. It's also a "modeler" for POV-Ray in the area of parametric surfaces. It features 3D, 4D, 5D, and 6D HyperObjects visualization, full support for all functions (like the C language), support for mouse events in the drawing area, animation and morph effects, Povscript and mesh file generation, and support for VRML2 and OBJ files. More than 100 examples are provided. | ||
+ | |Homepage URL=http://k3dsurf.sourceforge.net/ | ||
|User level=none | |User level=none | ||
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|Computer languages=C++ | |Computer languages=C++ | ||
|Documentation note=Included | |Documentation note=Included | ||
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|Keywords=graphics,mathematics,education | |Keywords=graphics,mathematics,education | ||
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|Version identifier=0.6.2.4 | |Version identifier=0.6.2.4 | ||
|Version date=2009-05-25 | |Version date=2009-05-25 | ||
|Version status=stable | |Version status=stable | ||
|Version download=http://sourceforge.net/projects/k3dsurf/files/k3dsurf_Linux/0.6.2/k3dsurf-0.6.2.4.tar.gz/download | |Version download=http://sourceforge.net/projects/k3dsurf/files/k3dsurf_Linux/0.6.2/k3dsurf-0.6.2.4.tar.gz/download | ||
+ | |Last review by=Alejandroindependiente | ||
+ | |Last review date=2016/12/28 | ||
+ | |Submitted by=Database conversion | ||
+ | |Submitted date=2011-04-01 | ||
+ | |Status= | ||
+ | |Is GNU=No | ||
+ | |License verified date=2005-11-14 | ||
+ | }} | ||
+ | {{Project license | ||
+ | |License=GPLv2orlater | ||
+ | |License verified by=Ted Teah | ||
|License verified date=2005-11-14 | |License verified date=2005-11-14 | ||
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}} | }} | ||
{{Person | {{Person | ||
+ | |Real name=Abderrahman Taha | ||
|Role=Maintainer | |Role=Maintainer | ||
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|Email=taha_ab@yahoo.fr | |Email=taha_ab@yahoo.fr | ||
|Resource URL= | |Resource URL= | ||
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|Works-with=graphics | |Works-with=graphics | ||
}} | }} | ||
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Latest revision as of 17:11, 28 December 2016
k3DSurf
http://k3dsurf.sourceforge.net/
Visual Mathematical Multidimensional surfaces
K3DSurf is a program for visualizing and manipulating multidimensional surfaces by using Mathematical equations. It's also a "modeler" for POV-Ray in the area of parametric surfaces. It features 3D, 4D, 5D, and 6D HyperObjects visualization, full support for all functions (like the C language), support for mouse events in the drawing area, animation and morph effects, Povscript and mesh file generation, and support for VRML2 and OBJ files. More than 100 examples are provided.
Download
http://sourceforge.net/projects/k3dsurf/files/k3dsurf_Linux/0.6.2/k3dsurf-0.6.2.4.tar.gz/download
Categories
Licensing
License
Verified by
Verified on
Notes
Leaders and contributors
Contact(s) | Role |
---|---|
Abderrahman Taha | Maintainer |
Resources and communication
Audience | Resource type | URI |
---|---|---|
Bug Tracking,Developer,Help,Support | mailto:taha_ab@yahoo.fr |
Software prerequisites
Permission is granted to copy, distribute and/or modify this document under the terms of the GNU Free Documentation License, Version 1.3 or any later version published by the Free Software Foundation; with no Invariant Sections, no Front-Cover Texts, and no Back-Cover Texts. A copy of the license is included in the page “GNU Free Documentation License”.
The copyright and license notices on this page only apply to the text on this page. Any software or copyright-licenses or other similar notices described in this text has its own copyright notice and license, which can usually be found in the distribution or license text itself.