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ABSTRACT: Motivation
We developed an EM-random forest (EMRF) for Haseman-Elston quantitative trait linkage analysis that accounts for marker ambiguity and weighs each sib-pair according to the posterior identical by descent (IBD) distribution. The usual random forest (RF) variable importance (VI) index used to rank markers for variable selection is not optimal when applied to linkage data because of correlation between markers. We define new VI indices that borrow information from linked markers using the correlation structure inherent in IBD linkage data.Results
Using simulations, we find that the new VI indices in EMRF performed better than the original RF VI index and performed similarly or better than EM-Haseman-Elston regression LOD score for various genetic models. Moreover, tree size and markers subset size evaluated at each node are important considerations in RFs.Availability
The source code for EMRF written in C is available at www.infornomics.utoronto.ca/downloads/EMRF.
SUBMITTER: Lee SS
PROVIDER: S-EPMC2638262 | biostudies-literature | 2008 Jul
REPOSITORIES: biostudies-literature
Lee Sophia S F SS Sun Lei L Kustra Rafal R Bull Shelley B SB
Bioinformatics (Oxford, England) 20080521 14
<h4>Motivation</h4>We developed an EM-random forest (EMRF) for Haseman-Elston quantitative trait linkage analysis that accounts for marker ambiguity and weighs each sib-pair according to the posterior identical by descent (IBD) distribution. The usual random forest (RF) variable importance (VI) index used to rank markers for variable selection is not optimal when applied to linkage data because of correlation between markers. We define new VI indices that borrow information from linked markers u ...[more]