METAGEN
METAGEN performs meta-analysis of genome-wide association studies (GWAS) by applying fixed- and random-effects logistic regression models to summary data and treating multiple genotypes as independent variables to enable robust association testing.
Key Features:
- Robust Statistical Methods: Implements Cochran-Armitage Trend Test (CATT) under recessive, additive, and dominant inheritance models, the Maximum Efficiency Robust Test statistic (MAX), and the MIN2 statistic to maximize power while preserving nominal type I error.
- Modeling Framework: Uses fixed- and random-effects logistic regression and explicitly treats multiple genotypes as independent variables for association analysis.
- Asymptotic Distribution Calculation: Calculates asymptotic null distributions for MAX and MIN2 using numerical integration.
- Meta-Analysis Weighting: Supports meta-analysis with summary data using weights based on the reciprocal of combined cases and controls in both fixed and random effects settings.
- Implementation: Implemented in the statistical package Stata.
Scientific Applications:
- GWAS Analysis: Provides robust testing strategies to address unknown genetic models in GWAS and improve detection of genotype–phenotype associations.
- Meta-Analysis: Enables synthesis of summary GWAS data across multiple studies using fixed and random effects to assess genetic associations across populations.
Methodology:
Implements CATT for recessive, additive, and dominant models, MAX and MIN2 statistics; derives asymptotic null distributions for MAX and MIN2 via numerical integration; applies these tests in fixed- and random-effects meta-analysis using summary data weighted by the reciprocal of combined cases and controls; implemented in Stata.
Topics
Details
- Tool Type:
- command-line tool, plugin
- Operating Systems:
- Linux
- Added:
- 7/27/2017
- Last Updated:
- 11/25/2024
Operations
Publications
Dimou NL, Tsirigos KD, Elofsson A, Bagos PG. GWAR: robust analysis and meta-analysis of genome-wide association studies. Bioinformatics. 2017;33(10):1521-1527. doi:10.1093/bioinformatics/btx008. PMID:28108451.