Literature DB >> 17849491

A principal components regression approach to multilocus genetic association studies.

Kai Wang1, Diana Abbott.   

Abstract

With the rapid development of modern genotyping technology, it is becoming commonplace to genotype densely spaced genetic markers such as single nucleotide polymorphisms (SNPs) along the genome. This development has inspired a strong interest in using multiple markers located in the target region for the detection of association. We introduce a principal components (PCs) regression method for candidate gene association studies where multiple SNPs from the candidate region tend to be correlated. In this approach, the total variance in the original genotype scores is decomposed into parts that correspond to uncorrelated PCs. The PCs with the largest variances are then used as regressors in a multiple regression. Simulation studies suggest that this approach can have higher power than some popular methods. An application to CHI3L2 gene expression data confirms a significant association between CHI3L2 gene expression level and SNPs from this gene that has been previously reported by others.

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Year:  2008        PMID: 17849491     DOI: 10.1002/gepi.20266

Source DB:  PubMed          Journal:  Genet Epidemiol        ISSN: 0741-0395            Impact factor:   2.135


  88 in total

1.  Using the gene ontology to scan multilevel gene sets for associations in genome wide association studies.

Authors:  Daniel J Schaid; Jason P Sinnwell; Gregory D Jenkins; Shannon K McDonnell; James N Ingle; Michiaki Kubo; Paul E Goss; Joseph P Costantino; D Lawrence Wickerham; Richard M Weinshilboum
Journal:  Genet Epidemiol       Date:  2011-12-07       Impact factor: 2.135

Review 2.  Analysing biological pathways in genome-wide association studies.

Authors:  Kai Wang; Mingyao Li; Hakon Hakonarson
Journal:  Nat Rev Genet       Date:  2010-12       Impact factor: 53.242

3.  Gene-based interaction analysis by incorporating external linkage disequilibrium information.

Authors:  Jing He; Kai Wang; Andrew C Edmondson; Daniel J Rader; Chun Li; Mingyao Li
Journal:  Eur J Hum Genet       Date:  2010-10-06       Impact factor: 4.246

4.  Voxelwise gene-wide association study (vGeneWAS): multivariate gene-based association testing in 731 elderly subjects.

Authors:  Derrek P Hibar; Jason L Stein; Omid Kohannim; Neda Jahanshad; Andrew J Saykin; Li Shen; Sungeun Kim; Nathan Pankratz; Tatiana Foroud; Matthew J Huentelman; Steven G Potkin; Clifford R Jack; Michael W Weiner; Arthur W Toga; Paul M Thompson
Journal:  Neuroimage       Date:  2011-04-08       Impact factor: 6.556

5.  ATOM: a powerful gene-based association test by combining optimally weighted markers.

Authors:  Mingyao Li; Kai Wang; Struan F A Grant; Hakon Hakonarson; Chun Li
Journal:  Bioinformatics       Date:  2008-12-15       Impact factor: 6.937

Review 6.  Network.assisted analysis to prioritize GWAS results: principles, methods and perspectives.

Authors:  Peilin Jia; Zhongming Zhao
Journal:  Hum Genet       Date:  2014-02       Impact factor: 4.132

7.  A fast multilocus test with adaptive SNP selection for large-scale genetic-association studies.

Authors:  Han Zhang; Jianxin Shi; Faming Liang; William Wheeler; Rachael Stolzenberg-Solomon; Kai Yu
Journal:  Eur J Hum Genet       Date:  2013-09-11       Impact factor: 4.246

8.  ADAPTIVE-WEIGHT BURDEN TEST FOR ASSOCIATIONS BETWEEN QUANTITATIVE TRAITS AND GENOTYPE DATA WITH COMPLEX CORRELATIONS.

Authors:  Xiaowei Wu; Ting Guan; Dajiang J Liu; Luis G León Novelo; Dipankar Bandyopadhyay
Journal:  Ann Appl Stat       Date:  2018-09-11       Impact factor: 2.083

9.  Adaptive testing for multiple traits in a proportional odds model with applications to detect SNP-brain network associations.

Authors:  Junghi Kim; Wei Pan
Journal:  Genet Epidemiol       Date:  2017-02-13       Impact factor: 2.135

10.  Genetic association test for multiple traits at gene level.

Authors:  Xiaobo Guo; Zhifa Liu; Xueqin Wang; Heping Zhang
Journal:  Genet Epidemiol       Date:  2012-10-02       Impact factor: 2.135

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