CSB Systems extraction

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Mutual information


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A powerful concept within the mathematical theory of information, the Mutual Information of two variables measures how much the knowledge about one variable reduces uncertainty about the other. For example, if two genes always either occur as a pair, or are both absent from a genome, it is sufficient to know whether one is present or not, to also know about the other. In biology, genes with high mutual information invariably are either components of physical complexes or collaborate functionally. Thus measuring mutual information in large datasets can be used to infer such relationships.



 

Introductory reading

Waltermann & Klipp (2011) Information theory based approaches to cellular signaling. Biochim Biophys Acta 1810:924-32. (pmid: 21798319)

PubMed ] [ DOI ]


 

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Further reading and resources

Wu et al. (2003) Identification of functional links between genes using phylogenetic profiles. Bioinformatics 19:1524-30. (pmid: 12912833)

PubMed ] [ DOI ]

Wu et al. (2005) Deciphering protein network organization using phylogenetic profile groups. Genome Inform 16:142-9. (pmid: 16362916)

PubMed ]

Rao et al. (2008) Using directed information to build biologically relevant influence networks. J Bioinform Comput Biol 6:493-519. (pmid: 18574860)

PubMed ] [ DOI ]

Luo & Woolf (2010) Reconstructing transcriptional regulatory networks using three-way mutual information and Bayesian networks. Methods Mol Biol 674:401-18. (pmid: 20827604)

PubMed ] [ DOI ]