CPBayes

CPBayes performs Bayesian meta-analysis of summary-level genetic association data to detect pleiotropic loci and identify the subset of phenotypes associated with each risk locus.


Key Features:

  • Unified Bayesian framework: Employs a spike and slab prior to model association status and effect sizes, distinguishing significant genetic effects from noise.
  • Markov Chain Monte Carlo (Gibbs sampling): Implements fully Bayesian inference via Gibbs sampling to explore complex posterior distributions.
  • Heterogeneity modeling: Accounts for heterogeneity in both the magnitude and direction of genetic effects across different traits.
  • Summary-level data support across study designs: Operates on summary statistics from cohort data and separate studies with overlapping or non-overlapping subjects.
  • Joint pleiotropy testing and trait selection: Simultaneously assesses aggregate-level pleiotropic association and determines the optimal subset of associated traits at a risk locus.
  • Improved trait-selection accuracy: Simulation studies report higher accuracy in selecting associated traits underlying a pleiotropic signal compared with the subset-based meta-analysis ASSET.

Scientific Applications:

  • Cross-phenotype GWAS meta-analysis: Discovery of genetic loci that influence multiple phenotypes using summary statistics from GWAS.
  • Pleiotropy mapping and interpretation: Identification of shared genetic susceptibilities to elucidate the genetic architecture of diseases and traits.
  • Kaiser GERA cohort example: Application to 22 traits identified six independent pleiotropic loci, including a locus at 1q24.2 associated with Dermatophytosis, Hemorrhoids, Iron Deficiency, Osteoporosis, and Peripheral Vascular Disease.

Methodology:

Integrates summary-level data into a unified Bayesian model using a spike and slab prior and performs inference with Gibbs sampling, accounting for heterogeneity in effect magnitude and direction while assessing aggregate pleiotropic association and selecting associated trait subsets.

Topics

Details

Tool Type:
library
Operating Systems:
Linux, Windows, Mac
Programming Languages:
R
Added:
6/30/2018
Last Updated:
11/25/2024

Operations

Publications

Majumdar A, Haldar T, Bhattacharya S, Witte JS. An efficient Bayesian meta-analysis approach for studying cross-phenotype genetic associations. PLOS Genetics. 2018;14(2):e1007139. doi:10.1371/journal.pgen.1007139. PMID:29432419. PMCID:PMC5825176.

PMID: 29432419
PMCID: PMC5825176
Funding: - National Institutes of Health: R01CA201358, R25CA112355

Documentation