Abstract

This article compares baseline, average, and longitudinal data analysis methods for identifying genetic variants in genome-wide association study using the Genetic Analysis Workshop 18 data. We apply methods that include (a) linear mixed models with baseline measures, (b) random intercept linear mixed models with mean measures outcome, and (c) random intercept linear mixed models with longitudinal measurements. In the linear mixed models, covariates are included as fixed effects, whereas relatedness among individuals is incorporated as the variance-covariance structure of the random effect for the individuals. The overall strategy of applying linear mixed models decorrelate the data is based on Aulchenko et al.'s GRAMMAR. By analyzing systolic and diastolic blood pressure, which are used separately as outcomes, we compare the 3 methods in identifying a known genetic variant that is associated with blood pressure from chromosome 3 and simulated phenotype data. We also analyze the real phenotype data to illustrate the methods. We conclude that the linear mixed model with longitudinal measurements of diastolic blood pressure is the most accurate at identifying the known single-nucleotide polymorphism among the methods, but linear mixed models with baseline measures perform best with systolic blood pressure as the outcome.

Highlights

  • Hypertension is a major morbidity and mortality risk factor for stroke, myocardial infarction, heart failure, and end-stage renal disease [1]

  • genome-wide association studies (GWAS) data the covariates are included as fixed effects, whereas kinship among individuals is incorporated as a variance-covariance structure of the random effect for the individuals

  • Simulated data analysis We investigated the performance of the 3 Linear mixed models (LMMs) for selecting a known associated singlenucleotide polymorphism (SNP) from simulation studies

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Summary

Introduction

Hypertension is a major morbidity and mortality risk factor for stroke, myocardial infarction, heart failure, and end-stage renal disease [1]. It is a multifactorial disorder resulting from inheritance of several susceptibility genes, as well as multiple environmental determinants, including weight control, dietary intake, physical activity, and alcohol consumption [2]. Linear mixed models (LMMs) are widely used in controlling for phenotypes and relatedness within GWAS [7]. The first step optimizes a reduced LMM with the genetic marker effect excluded. The residual from the reduced LMM is fitted as the dependent variable to test each marker in a linear model

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