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A Matlab package implementing this algorithm is available at http://www.public.asu.edu/~jye02/Software/CCA/. The sparse CCA presented in [12] where the sparse canonical projectors are computed by solving two ℓ 1-minimization problems by using the Linearized Bregman iterative method [19].
This algorithm is available at http://www.stat.auckland.ac.nz/browning/beagle/beagle.html.html
The script for this algorithm is available from the authors on request.
Fortran code implementing this algorithm is available from the first author upon request.
An implementation of this algorithm is available as part of the Bio::Phylo software package [ 12].
This algorithm is available within the Bioconductor package GLAD as well as within the R package aroma.affymetrix.
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Full details of this algorithm are available in [19], [20].
However, this algorithm was aimed at Web applications, and no source code of the algorithm is available for public use.
Availability: The algorithm is available from the supplement.
A C++ implementation of the algorithm is available on request.
Availability: A C++ implementation of the algorithm is available at http://www.kyb.tuebingen.mpg.de/~georgii/dme.html.html
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