irMF Home Page

Paul Fogel, Consultant (Paris, France)

Douglas M. Hawkins (University of Minnesota)

S. Stanley Young (NISS)

email:irMF@niss.org

New Version 4.3.1 released 8/23/11. It runs only under JMP version 9.0 and later.

-Supports robust and regular singular value decomposition 
-Supports four algorithms for non-negative matrix factorization + sparsity options. 
-Provides visualization, heatmaps, score plots of the factorization 
-Gives a novel method to judge the number of NMF factors 
-Provides fitted and residual matrices 
-Effects a clustering of the rows and columns of the matrix 
-Provides association statistics between NMF clusters and actual groups, ROC curves 
-Gives novel methods of determining which columns can be used to predict class labels that is more powerful than traditional methods
-New user interface

Updated Basic Functions for Version 4.3.0

- Supports robust and regular singular value decomposition

- Supports four algorithms for non-negative matrix factorization + sparsity options

- Provides visualization, heatmaps, score plots of the factorization

- Gives a novel method to judge the number of NMF factors

- Provides fitted and residual matrices 

- Effects a clustering of the rows and columns of the matrix 

- Provides association statistics between NMF clusters and actual groups, ROC curves 

- Gives novel methods of determining which columns can be used to predict class labels that is more powerful than traditional methods

- New user interface

Download irMF software

Fogel, P., Young, S.S., Hawkins, D.M., Ledirac N. "Inferential, robust non-negative matrix factorization analysis of microarray data". Bioinformatics.  (PDF File). And supplemental material mentioned in this article (ZIP file).

Liu, L., Hawkins, D.M., Ghosh, S., Young, S.S. (2003). "Robust singular value decomposition analysis of microarray data". PNAS 100, 13167-13172.  Free download from http://www.pnas.org/cgi/content/full/100/23/13167

Young, S.S., Fogel, P., Hawkins, D. M."Clustering Scotch Whiskies using Non-Negative Matrix Factorization". (PDF File)

Scotch Whiskies dataset.