SurvivalGWAS_SV
SurvivalGWAS_SV performs genome-wide association analyses of time-to-event (survival) outcomes using imputed genotype dosages to enable pharmacogenetic identification of genetic markers associated with treatment response.
Key Features:
- Time-to-event models: Supports Cox proportional hazards and Weibull regression for survival analysis.
- Genotype dosage model: Uses imputed genotypes under a dosage model for association testing.
- Covariate modeling: Adjusts for multiple covariates and incorporates SNP–covariate interaction effects.
- Parallel computing: Compatible with high-performance parallel computing clusters to process large GWAS datasets without memory constraints.
- Implementation and platforms: Implemented in C# and runs on Linux, Mac OS X, and Windows.
Scientific Applications:
- Pharmacogenetic GWAS: Association testing of genetic variants with drug response using time-to-event outcomes.
- Biomarker discovery: Identification of genetic biomarkers associated with patient responses to treatments.
- Large-scale survival GWAS: Analysis of extensive genomic datasets for time-to-event associations across diverse diseases.
- Personalized medicine research: Enabling discovery of genetic determinants of treatment outcomes to support individualized therapeutic strategies.
Methodology:
Models time-to-event outcomes using imputed genotype dosages under a dosage model, fitting Cox proportional hazards or Weibull regression with covariate adjustment and SNP–covariate interaction terms; implemented in C# and parallelizable for cluster deployment to avoid memory constraints.
Topics
Details
- License:
- GPL-3.0
- Tool Type:
- command-line tool
- Operating Systems:
- Linux, Windows, Mac
- Programming Languages:
- C#
- Added:
- 7/21/2018
- Last Updated:
- 12/10/2018
Operations
Data Inputs & Outputs
Sequence analysis
Outputs
Publications
Syed H, Jorgensen AL, Morris AP. SurvivalGWAS_SV: software for the analysis of genome-wide association studies of imputed genotypes with “time-to-event” outcomes. BMC Bioinformatics. 2017;18(1). doi:10.1186/s12859-017-1683-z. PMID:28525968. PMCID:PMC5438515.