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Multivariate search for differentially expressed gene combinations.


ABSTRACT:

Background

To identify differentially expressed genes, it is standard practice to test a two-sample hypothesis for each gene with a proper adjustment for multiple testing. Such tests are essentially univariate and disregard the multidimensional structure of microarray data. A more general two-sample hypothesis is formulated in terms of the joint distribution of any sub-vector of expression signals.

Results

By building on an earlier proposed multivariate test statistic, we propose a new algorithm for identifying differentially expressed gene combinations. The algorithm includes an improved random search procedure designed to generate candidate gene combinations of a given size. Cross-validation is used to provide replication stability of the search procedure. A permutation two-sample test is used for significance testing. We design a multiple testing procedure to control the family-wise error rate (FWER) when selecting significant combinations of genes that result from a successive selection procedure. A target set of genes is composed of all significant combinations selected via random search.

Conclusions

A new algorithm has been developed to identify differentially expressed gene combinations. The performance of the proposed search-and-testing procedure has been evaluated by computer simulations and analysis of replicated Affymetrix gene array data on age-related changes in gene expression in the inner ear of CBA mice.

SUBMITTER: Xiao Y 

PROVIDER: S-EPMC529250 | biostudies-literature | 2004 Oct

REPOSITORIES: biostudies-literature

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Publications

Multivariate search for differentially expressed gene combinations.

Xiao Yuanhui Y   Frisina Robert R   Gordon Alexander A   Klebanov Lev L   Yakovlev Andrei A  

BMC bioinformatics 20041026


<h4>Background</h4>To identify differentially expressed genes, it is standard practice to test a two-sample hypothesis for each gene with a proper adjustment for multiple testing. Such tests are essentially univariate and disregard the multidimensional structure of microarray data. A more general two-sample hypothesis is formulated in terms of the joint distribution of any sub-vector of expression signals.<h4>Results</h4>By building on an earlier proposed multivariate test statistic, we propose  ...[more]

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