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Generalized random set framework for functional enrichment analysis using primary genomics datasets.


ABSTRACT: Functional enrichment analysis using primary genomics datasets is an emerging approach to complement established methods for functional enrichment based on predefined lists of functionally related genes. Currently used methods depend on creating lists of 'significant' and 'non-significant' genes based on ad hoc significance cutoffs. This can lead to loss of statistical power and can introduce biases affecting the interpretation of experimental results.We developed and validated a new statistical framework, generalized random set (GRS) analysis, for comparing the genomic signatures in two datasets without the need for gene categorization. In our tests, GRS produced correct measures of statistical significance, and it showed dramatic improvement in the statistical power over other methods currently used in this setting. We also developed a procedure for identifying genes driving the concordance of the genomics profiles and demonstrated a dramatic improvement in functional coherence of genes identified in such analysis.GRS can be downloaded as part of the R package CLEAN from http://ClusterAnalysis.org/. An online implementation is available at http://GenomicsPortals.org/.

SUBMITTER: Freudenberg JM 

PROVIDER: S-EPMC3025713 | biostudies-literature | 2011 Jan

REPOSITORIES: biostudies-literature

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Generalized random set framework for functional enrichment analysis using primary genomics datasets.

Freudenberg Johannes M JM   Sivaganesan Siva S   Phatak Mukta M   Shinde Kaustubh K   Medvedovic Mario M  

Bioinformatics (Oxford, England) 20101022 1


<h4>Motivation</h4>Functional enrichment analysis using primary genomics datasets is an emerging approach to complement established methods for functional enrichment based on predefined lists of functionally related genes. Currently used methods depend on creating lists of 'significant' and 'non-significant' genes based on ad hoc significance cutoffs. This can lead to loss of statistical power and can introduce biases affecting the interpretation of experimental results.<h4>Results</h4>We develo  ...[more]

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