Methods for the Genetic Epidemiology of Complex Traits (GM-46255-17) Techniques will be developed for genetic analysis of complex diseases segregating in extended pedigrees of arbitrary structure. Cardiovascular, neurological and behavioral traits are among those having both environmental and genetic components. However, identification of genes contributing to increased risk of related disorders has been limited by both computational and statistical constraints. The development of Markov chain Monte Carlo (MCMC) methods has helped to overcome these limitations, providing information for gene localization, trait model estimation, haplotype analysis, and genetic map analyses, using data on extended pedigrees. The research now proposed is concerned with the extension of MCMC methods in several areas. Improved methods will be developed for the MCMC analysis of gene descent in extended pedigrees, given data at a dense genome screen of markers, together with the use of these gene descent patterns in joint multilocus linkage and segregation analysis of complex traits. Models for discrete and quantitative trait phenotypes in these analyses will be extended to include epistasis and pleiotropy. MCMC-based likelihood-ratio methods for assessment of trait-model robustness will be incorporated into our toolkit. Further, methods will be developed for assessment of the statistical significance of linkage findings, including correction for multiple testing at linked genome locations. Conditional on marker data, trait-data resimulation and permutation will be used to develop measures of significance. Also, the conditional distributions of gene descent at marker locations will be used to provide both measures of significance and confidence sets for trait-locus locations. Methods will also be developed for the use of patterns of gene descent realized conditional on marker data in the analysis of genetic maps and marker models, including multi-SNP haplotypes and copy-number variants in these analyses. The impact of marker map and model uncertainty on linkage findings will be investigated. In using multiple dense SNPs as markers, methods for incorporating linkage disequilibrium (LD) into the analysis of family data will be developed. The impact of LD on MCMC-based methods of haplotype inference, estimation of identity by descent (ibd) over regions, and lod score analyses will be investigated. Methods will be evaluated by analyses on several simulated and real data sets, including pedigrees segregating cardiovascular disease or behavioral disorders. These real data sets include several on which are available genome-wide marker screens or more localized multigene haplotypes. Finally, software will be developed that implements these methods, and will be documented and released for use by practitioners.

Agency
National Institute of Health (NIH)
Institute
National Institute of General Medical Sciences (NIGMS)
Type
Method to Extend Research in Time (MERIT) Award (R37)
Project #
5R37GM046255-19
Application #
7742673
Study Section
Biostatistical Methods and Research Design Study Section (BMRD)
Program Officer
Krasnewich, Donna M
Project Start
1991-09-01
Project End
2012-11-30
Budget Start
2009-12-01
Budget End
2010-11-30
Support Year
19
Fiscal Year
2010
Total Cost
$374,276
Indirect Cost
Name
University of Washington
Department
Biostatistics & Other Math Sci
Type
Schools of Arts and Sciences
DUNS #
605799469
City
Seattle
State
WA
Country
United States
Zip Code
98195
Wang, Bowen; Sverdlov, Serge; Thompson, Elizabeth (2017) Efficient Estimation of Realized Kinship from Single Nucleotide Polymorphism Genotypes. Genetics 205:1063-1078
Sverdlov, Serge; Thompson, Elizabeth (2017) Combinatorial Methods for Epistasis and Dominance. J Comput Biol 24:267-279
Blue, Elizabeth M; Brown, Lisa A; Conomos, Matthew P et al. (2016) Estimating relationships between phenotypes and subjects drawn from admixed families. BMC Proc 10:357-362
Saad, Mohamad; Nato Jr, Alejandro Q; Grimson, Fiona L et al. (2016) Identity-by-descent estimation with population- and pedigree-based imputation in admixed family data. BMC Proc 10:295-301
Wijsman, Ellen M (2016) Family-based approaches: design, imputation, analysis, and beyond. BMC Genet 17 Suppl 2:9
Raffa, Jesse D; Thompson, Elizabeth A (2016) Power and Effective Study Size in Heritability Studies. Stat Biosci 8:264-283
Glazner, Chris; Thompson, Elizabeth (2015) Pedigree-Free Descent-Based Gene Mapping from Population Samples. Hum Hered 80:21-35
Nato Jr, Alejandro Q; Chapman, Nicola H; Sohi, Harkirat K et al. (2015) PBAP: a pipeline for file processing and quality control of pedigree data with dense genetic markers. Bioinformatics 31:3790-8
Cheung, Charles Y K; Marchani Blue, Elizabeth; Wijsman, Ellen M (2014) A statistical framework to guide sequencing choices in pedigrees. Am J Hum Genet 94:257-67
Thornton, Timothy; Conomos, Matthew P; Sverdlov, Serge et al. (2014) Estimating and adjusting for ancestry admixture in statistical methods for relatedness inference, heritability estimation, and association testing. BMC Proc 8:S5

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