Qoca: Difference between revisions
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⚫ | Qoca is a [[GPL]] library for incrementally solving systems of [[Linear programming|linear equations]] with various goal functions. It contains a robust implementation of Cassowary, a popular linear programming algorithm for handling [[Manhattan distance| |
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{{notability|date=May 2016}} |
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⚫ | '''Qoca''' is a [[GNU General Public License|GPL]] library for incrementally solving systems of [[Linear programming|linear equations]] with various [[goal functions]]. It contains a robust implementation of [[Cassowary constraint solver|Cassowary]], a popular linear programming algorithm for handling [[Manhattan distance|Manhattan]] goal functions. It is used in several free software projects and is maintained at [[Monash University]]. It is available in a [[C++]] or a [[Java (programming language)|Java]] version, and provides language bindings for [[Python (programming language)|Python]] and [[Perl]]. |
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==External links== |
==External links== |
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* [http://www.csse.monash.edu.au/projects/qoca/ project page] |
* [http://www.csse.monash.edu.au/projects/qoca/ project page] |
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The CVS host listed on the download page no longer exists. |
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The sources no longer compile out of the box (2013). |
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Perhaps this 2003 software is unmaintained today. |
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[[Category:C (programming language) libraries]] |
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[[Category:Java (programming language) libraries]] |
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Latest revision as of 20:56, 21 September 2020
The topic of this article may not meet Wikipedia's general notability guideline. (May 2016) |
Qoca is a GPL library for incrementally solving systems of linear equations with various goal functions. It contains a robust implementation of Cassowary, a popular linear programming algorithm for handling Manhattan goal functions. It is used in several free software projects and is maintained at Monash University. It is available in a C++ or a Java version, and provides language bindings for Python and Perl.
External links
[edit]The CVS host listed on the download page no longer exists. The sources no longer compile out of the box (2013). Perhaps this 2003 software is unmaintained today.