ArticleAmerican journal of human genetics2024
MagicalRsq-X: A cross-cohort transferable genotype imputation quality metric.
Article in American journal of human genetics, 2024. The graph could read no effect estimate from its abstract, so it casts no vote on the map. Cited by 4 papers.
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Who cites it
4 citing papers in PubMed.
- Advances in haplotype phasing and genotype imputation.Nature reviews. Genetics · 2026Review
- Recommendations for responsible use of population descriptors in polygenic risk score development.Nature genetics · 2025Review
- Opportunities and challenges of local ancestry in genetic association analyses.American journal of human genetics · 2025Review
- Polygenic Scores of Cardiometabolic Risk Factors in American Indian Adults.JAMA network open · 2025Article
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Authors and funding
27 authors.
Funding
Abstract
Since genotype imputation was introduced, researchers have been relying on the estimated imputation quality from imputation software to perform post-imputation quality control (QC). However, this quality estimate (denoted as Rsq) performs less well for lower-frequency variants. We recently published MagicalRsq, a machine-learning-based imputation quality calibration, which leverages additional typed markers from the same cohort and outperforms Rsq as a QC metric. In this work, we extended the original MagicalRsq to allow cross-cohort model training and named the new model MagicalRsq-X. We removed the cohort-specific estimated minor allele frequency and included linkage disequilibrium scores and recombination rates as additional features. Leveraging whole-genome sequencing data from TOPMed, specifically participants in the BioMe, JHS, WHI, and MESA studies, we performed comprehensive cross-cohort evaluations for predominantly European and African ancestral individuals based on their inferred global ancestry with the 1000 Genomes and Human Genome Diversity Project data as reference. Our results suggest MagicalRsq-X outperforms Rsq in almost every setting, with 7.3%-14.4% improvement in squared Pearson correlation with true R
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