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Statistical Modeling of OMICS data. Min Zhang, M.D., Ph.D. Department of Statistics Purdue University. OMICS Data. Genomics (SNP) Glycoproteomics Lipdomics Metabolomics. Outline. Statistical Methods for Identifying Biomarkers Metabolomics Align GCxGC-MS Data Other Projects.
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Statistical Modeling of OMICS data Min Zhang, M.D., Ph.D. Department of Statistics Purdue University
OMICS Data • Genomics (SNP) • Glycoproteomics • Lipdomics • Metabolomics
Outline • Statistical Methods for Identifying Biomarkers • Metabolomics • Align GCxGC-MS Data • Other Projects
Statistical Methods for Identifying Biomarkers • Classical Methods • Bayesian Variable Selection • Regularized Variable Selection
Regularized Variable Selection • Feasible • Easy to implement • Incorporate a large number of factors
Regularized Variable Selection • Fast • Do not need to calculate inverse of any matrix • As fast as repeating an univariate association study serveral times
Regularized Variable Selection • Fruitful • Effective and efficient for variable selection • OMICS data in CCE • Genome-wide association study • Epistasis • Gene-gene interactions • eQTL mapping
Regularized Variable Selection • More Details • Will be presented by Yanzhu Lin in the future
Alignment of GCxGC-MS Data • The Two-Dimensional Correlation Optimized Warping (2D-COW) Algorithm
The 2-D COW Algorithm • Applying the 1-D alignment parameters simultaneously to warp the chromatogram A Toy Example
Other Projects • Identify Differentially Expressed Features in GCxGC-MS Data • Integration of OMICS data • Other Clinical Data • More …
Summary • Regularized Variable Selection Method for Identifying Biomarkers • The 2D-COW Algorithm for Aligning GCxGC-MS Data • It can also be used to align LCxLC, LCxGC, GCxGC, LCxCE, and CExCE data • In Progress • Identify Differentially Expressed Features in GCxGC-MS Data
Acknowledgements • Dabao Zhang • Yanzhu Lin • Fred Regnier • Xiaodong Huang • Dan Raftery