A general framework for the evaluation of genetic association studies using multiple marginal models

Research output: Contribution to journalArticleResearchpeer review

Authors

  • Andreas Kitsche
  • Christian Ritz
  • Ludwig A. Hothorn

Research Organisations

External Research Organisations

  • University of Copenhagen
View graph of relations

Details

Original languageEnglish
Pages (from-to)150-172
Number of pages23
JournalHuman heredity
Volume81
Issue number3
Early online date22 Dec 2016
Publication statusE-pub ahead of print - 22 Dec 2016

Abstract

Objective: In this study, we present a simultaneous inference procedure as a unified analysis framework for genetic association studies. Methods: The method is based on the formulation of multiple marginal models that reflect different modes of inheritance. The basic advantage of this methodology is that no explicit formulation of the correlation between the test statistics is required. Moreover, the genotype scores are considered as a quantitative explanatory variable, i.e., regression models are used. Results: The proposed approach covers a wide variety of endpoints (binary, count, quantitative, and time-to-event data). In addition, multiple endpoints of different types can be assessed simultaneously. This allows the detection of pleiotropic effects while taking the mode of inheritance into account. Moreover, multiple loci can be assessed simultaneously. Conclusion: The flexibility of the proposed approach is demonstrated while analyzing a variety of data examples.

Keywords

    Generalized linear models, Genetic association, Pleiotropy, Simultaneous inference

ASJC Scopus subject areas

Cite this

A general framework for the evaluation of genetic association studies using multiple marginal models. / Kitsche, Andreas; Ritz, Christian; Hothorn, Ludwig A.
In: Human heredity, Vol. 81, No. 3, 22.12.2016, p. 150-172.

Research output: Contribution to journalArticleResearchpeer review

Kitsche A, Ritz C, Hothorn LA. A general framework for the evaluation of genetic association studies using multiple marginal models. Human heredity. 2016 Dec 22;81(3):150-172. Epub 2016 Dec 22. doi: 10.1159/000448477
Kitsche, Andreas ; Ritz, Christian ; Hothorn, Ludwig A. / A general framework for the evaluation of genetic association studies using multiple marginal models. In: Human heredity. 2016 ; Vol. 81, No. 3. pp. 150-172.
Download
@article{4d2262d8aa4c4b1f8ea8f77005485974,
title = "A general framework for the evaluation of genetic association studies using multiple marginal models",
abstract = "Objective: In this study, we present a simultaneous inference procedure as a unified analysis framework for genetic association studies. Methods: The method is based on the formulation of multiple marginal models that reflect different modes of inheritance. The basic advantage of this methodology is that no explicit formulation of the correlation between the test statistics is required. Moreover, the genotype scores are considered as a quantitative explanatory variable, i.e., regression models are used. Results: The proposed approach covers a wide variety of endpoints (binary, count, quantitative, and time-to-event data). In addition, multiple endpoints of different types can be assessed simultaneously. This allows the detection of pleiotropic effects while taking the mode of inheritance into account. Moreover, multiple loci can be assessed simultaneously. Conclusion: The flexibility of the proposed approach is demonstrated while analyzing a variety of data examples.",
keywords = "Generalized linear models, Genetic association, Pleiotropy, Simultaneous inference",
author = "Andreas Kitsche and Christian Ritz and Hothorn, {Ludwig A.}",
year = "2016",
month = dec,
day = "22",
doi = "10.1159/000448477",
language = "English",
volume = "81",
pages = "150--172",
journal = "Human heredity",
issn = "0001-5652",
publisher = "S. Karger AG",
number = "3",

}

Download

TY - JOUR

T1 - A general framework for the evaluation of genetic association studies using multiple marginal models

AU - Kitsche, Andreas

AU - Ritz, Christian

AU - Hothorn, Ludwig A.

PY - 2016/12/22

Y1 - 2016/12/22

N2 - Objective: In this study, we present a simultaneous inference procedure as a unified analysis framework for genetic association studies. Methods: The method is based on the formulation of multiple marginal models that reflect different modes of inheritance. The basic advantage of this methodology is that no explicit formulation of the correlation between the test statistics is required. Moreover, the genotype scores are considered as a quantitative explanatory variable, i.e., regression models are used. Results: The proposed approach covers a wide variety of endpoints (binary, count, quantitative, and time-to-event data). In addition, multiple endpoints of different types can be assessed simultaneously. This allows the detection of pleiotropic effects while taking the mode of inheritance into account. Moreover, multiple loci can be assessed simultaneously. Conclusion: The flexibility of the proposed approach is demonstrated while analyzing a variety of data examples.

AB - Objective: In this study, we present a simultaneous inference procedure as a unified analysis framework for genetic association studies. Methods: The method is based on the formulation of multiple marginal models that reflect different modes of inheritance. The basic advantage of this methodology is that no explicit formulation of the correlation between the test statistics is required. Moreover, the genotype scores are considered as a quantitative explanatory variable, i.e., regression models are used. Results: The proposed approach covers a wide variety of endpoints (binary, count, quantitative, and time-to-event data). In addition, multiple endpoints of different types can be assessed simultaneously. This allows the detection of pleiotropic effects while taking the mode of inheritance into account. Moreover, multiple loci can be assessed simultaneously. Conclusion: The flexibility of the proposed approach is demonstrated while analyzing a variety of data examples.

KW - Generalized linear models

KW - Genetic association

KW - Pleiotropy

KW - Simultaneous inference

UR - http://www.scopus.com/inward/record.url?scp=85008324879&partnerID=8YFLogxK

U2 - 10.1159/000448477

DO - 10.1159/000448477

M3 - Article

C2 - 28002824

AN - SCOPUS:85008324879

VL - 81

SP - 150

EP - 172

JO - Human heredity

JF - Human heredity

SN - 0001-5652

IS - 3

ER -