Bayesian oligogenic analysis of quantitative and qualitative traits in general pedigrees
- 12 October 2001
- journal article
- research article
- Published by Wiley in Genetic Epidemiology
- Vol. 21 (3) , 224-242
- https://doi.org/10.1002/gepi.1031
Abstract
A Bayesian method for multipoint oligogenic analysis of quantitative and qualitative traits is presented. This method can be applied to general pedigrees, which do not necessarily have to be “peelable” and can have large numbers of markers. The number of quantitative/qualitative trait loci (QTL), their map positions in the genome, and phenotypic effects (mode of inheritances) are all estimated simultaneously within the same framework. The summaries of the estimated parameters are based on the marginal posterior distributions that are obtained through Markov chain Monte Carlo (MCMC) methods. The method uses founder alleles together with segregation indicators in order to determine the genotypes of the trait loci of all individuals in the pedigree. To improve mixing properties of the sampler, we propose (1) joint sampling of map position and segregation indicators, (2) omitting data augmentation for untyped or uninformative markers (homozygous parent), and (3) updating several markers jointly within a single block. The performance of the method was tested with two replicate GAW10 data sets (considering two levels of available marker information). The results were concordant and similar to those presented earlier with other methods. These analyses clearly illustrate the utility and wide applicability of the method. Genet. Epidemiol. 21:224–242, 2001.Keywords
Funding Information
- Academy of Finland (40225, 42780)
This publication has 50 references indexed in Scilit:
- A Tutorial on Reversible Jump MCMC with a View toward Applications in QTL‐mappingInternational Statistical Review, 2001
- MCMC Estimation of Multi‐locus Genome Sharing and Multipoint Gene Location ScoresInternational Statistical Review, 2000
- On the Application of Markov Chain Monte Carlo Methods to Genetic Analyses on Complex PedigreesInternational Statistical Review, 2000
- Blocking Gibbs sampling in the mixed inheritance model using graph theoryGenetics Selection Evolution, 1999
- Statistical Evidence: A Likelihood ParadigmAmerican Journal of Human Genetics, 1998
- Missense Mutations in Disease Genes: A Bayesian Approach to Evaluate CausalityAmerican Journal of Human Genetics, 1998
- Reversible jump Markov chain Monte Carlo computation and Bayesian model determinationBiometrika, 1995
- Annealing Markov Chain Monte Carlo with Applications to Ancestral InferenceJournal of the American Statistical Association, 1995
- Bayes FactorsJournal of the American Statistical Association, 1995
- Monte Carlo Likelihood in Genetic MappingStatistical Science, 1994