Stochastic Models Inspired by Hybridization Theory for Short Oligonucleotide Arrays (Extended Abstract) (2004)
| Venue: | J. Comput. Biol |
| Citations: | 29 - 4 self |
BibTeX
@ARTICLE{Wu04stochasticmodels,
author = {Zhijin Wu and Rafael A. Irizarry},
title = {Stochastic Models Inspired by Hybridization Theory for Short Oligonucleotide Arrays (Extended Abstract)},
journal = {J. Comput. Biol},
year = {2004},
volume = {12},
pages = {882--893}
}
OpenURL
Abstract
Zhijin Wu Johns Hopkins Bloomberg School of Public Health 615 North Wolfe Street zwu@jhsph.edu Rafael A. Irizarry Johns Hopkins Bloomberg School of Public Health 615 North Wolfe Street rafa@jhu.edu ABSTRACT High density oligonucleotide expression arrays are a widely used tool for the measurement of gene expression on a large scale. A#ymetrix GeneChip arrays appear to dominate this market. These arrays use short oligonucleotides to probe for genes in an RNA sample. Due to optical noise, nonspecific hybridization, probe-specific e#ects, and measurement error, ad-hoc measures of expression, that summarize probe intensities, can lead to imprecise and inaccurate results. Various researchers have demonstrated that expression measures based on simple statistical models can provide great improvements over the ad-hoc procedure o#ered by A#ymetrix. Recently, physical models based on molecular hybridization theory, have been proposed as useful tools for prediction of, for example, non-specific hybridization. These physical models show great potential in terms of improving existing expression measures. In this paper we suggest that the system producing the measured intensities is too complex to be fully described with these relatively simple physical models and we propose empirically motivated stochastic models that compliment the above mentioned molecular hybridization theory to provide a comprehensive description of the data. We discuss how the proposed model can be used to obtain improved measures of expression useful for the data analysts.







