Heritability estimation using genetic similarity representation

2026-09-06

AI Summary

本文针对GWAS中遗传力估计问题，提出了一种基于相似性表示的新方法SMILE，通过Gram矩阵模型化表型相似性和遗传相似性关系，提高了估计的稳健性。

Abstract

We introduce a similarity representation framework for robust heritability estimation in Genome-Wide Association Studies (GWAS). This problem parallels the signal-to-noise ratio estimation problem in linear models with a large number of predictors. Traditional fixed- and random-effects methods for heritability estimation often impose restrictive assumptions on regression coefficients or the design (genotype) matrix. These assumptions are usually violated by the heterogeneous effects of genetic variants (regression coefficients) that depend on the genotype distribution and the correlation among genotypes due to linkage disequilibrium. This leads to the non-robust estimation of heritability in practice. To overcome these limitations, we propose a SiMILarity rEpresentation method (SMILE) which models the relationship between the outcome similarity and genetic similarity through Gram matrices. SMILE represents genetic similarity using a weighted Gram matrix of genotypes, where a data-dependent weight matrix is used to disentangle the heterogeneous variant effects from the genotype distribution. SMILE includes the classical random-effects model as a special case and improves the fixed-effects model by not requiring accurate estimation of the precision matrix or the regression coefficients. We develop a scalable implementation for efficient analysis of large biobank GWAS data. Extensive simulations and the analysis of the UK Biobank data demonstrate the robustness of the proposed method over the existing methods across a range of genetic architectures, and show that SMILE provides a versatile approach for heritability estimation.

Problem

• heritability estimation
• genetic similarity
• heterogeneous effects
• linkage disequilibrium
• GWAS

Innovation

• SiMILarity rEpresentation method (SMILE)
• Genetic Similarity
• Gram Matrices
• Heterogeneous Variant Effects
• Scalable Implementation