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4 projects in result set.

Yael - Yael is a C/python/Matlab library providing optimized (multi-threaded, Blas/Lapack, low level optimization) implementations of computationally demanding functions, such as k-means and exact nearest neighbor search. See the Project home page for documentation.

Development Status : 5 - Production/Stable (Now Filtering)
Environment : Console \(Text Based\)[Filter]
Intended Audience : Developers (Now Filtering)
Kind : Software[Filter]
License : CeCILL[Filter]
License : Other/Proprietary License[Filter]
Natural Language : English[Filter]
Operating System : MacOS[Filter]
Operating System : POSIX : GNU/Linux[Filter]
Programming Language : C[Filter]
Programming Language : Other (Now Filtering)
Programming Language : Python[Filter]
Research center : Montbonnot[Filter]
Research center : Rennes[Filter]
Topic : Scientific/Engineering : Data Mining[Filter]
Topic : Scientific/Engineering : Mathematics[Filter]

Activity Percentile: 77.82

Registered: 2009-07-21 12:05

GraSP - Matlab / Octave toolbox for processing and visualization of graphs and graph signals.

Development Status : 5 - Production/Stable (Now Filtering)
Environment : Other Environment[Filter]
Intended Audience : Developers (Now Filtering)
Kind : Software[Filter]
License : CeCILL[Filter]
Natural Language : English[Filter]
Operating System : OS Independent[Filter]
Programming Language : Other (Now Filtering)
Research center : Montbonnot[Filter]
Topic : Scientific/Engineering : Mathematics[Filter]
Topic : Scientific/Engineering : Visualization[Filter]

Activity Percentile: 35.15

Registered: 2015-11-13 10:21

iCube - iCube stands for INRIA Identification Interface

Development Status : 5 - Production/Stable (Now Filtering)
Environment : Other Environment[Filter]
Intended Audience : Developers (Now Filtering)
Intended Audience : End Users/Desktop[Filter]
Kind : Software[Filter]
Natural Language : English[Filter]
Operating System : MacOS[Filter]
Operating System : Microsoft[Filter]
Operating System : POSIX : GNU/Linux[Filter]
Programming Language : Other (Now Filtering)
Research center : Montbonnot[Filter]
Topic : Scientific/Engineering : Bio-Informatics[Filter]

Activity Percentile: 0.00

Registered: 2011-09-09 12:33

Puiseux's theorem - - Formal proof in Coq of Puiseux's theorem. - Program computing roots of a Puiseux series polynomial.

Development Status : 5 - Production/Stable (Now Filtering)
Environment : Console \(Text Based\)[Filter]
Intended Audience : Developers (Now Filtering)
Intended Audience : Other Audience[Filter]
Kind : Software[Filter]
License : CeCILL-B[Filter]
Natural Language : English[Filter]
Operating System : OS Independent[Filter]
Programming Language : Objective-Caml[Filter]
Programming Language : Other (Now Filtering)
Research center : Rocquencourt[Filter]
Topic : Scientific/Engineering : Mathematics[Filter]

Activity Percentile: 0.00

Registered: 2014-09-14 10:01