A stochastic inference of de novo CNV detection and association test in multiplex schizophrenia families
The copy number variation (CNV) is a type of genetic variation in the genome. It is measured based on signal intensity measures and can be assessed repeatedly to reduce the uncertainty in PCR-based typing. Studies have shown that CNVs may lead to phenotypic variation and modification of disease expr...
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doaj-da8d7921963a48d6885d8f7ec5f983292020-11-24T21:30:08ZengFrontiers Media S.A.Frontiers in Genetics1664-80212013-09-01410.3389/fgene.2013.0018551888A stochastic inference of de novo CNV detection and association test in multiplex schizophrenia familiesShi-Heng eWang0Wei J. Chen1Wei J. Chen2Wei J. Chen3Wei J. Chen4Yu-Chin eTsai5Yung-Hsiang eHuang6Hai-Gwo eHwu7Chuhsing Kate eHsiao8Chuhsing Kate eHsiao9Chuhsing Kate eHsiao10National Taiwan UniversityNational Taiwan UniversityNational Taiwan UniversityNational Taiwan UniversityNational Taiwan UniversityNational Taiwan UniversityNational Center for High-Performance Computing, National Applied Research Laboratories, Hsinchu, TaiwanNational Taiwan UniversityNational Taiwan UniversityNational Taiwan UniversityNational Taiwan UniversityThe copy number variation (CNV) is a type of genetic variation in the genome. It is measured based on signal intensity measures and can be assessed repeatedly to reduce the uncertainty in PCR-based typing. Studies have shown that CNVs may lead to phenotypic variation and modification of disease expression. Various challenges exist, however, in the exploration of CNV-disease association. Here we construct latent variables to infer the discrete CNV values and to estimate the probability of mutations. In addition, we propose to pool rare variants to increase the statistical power and we conduct family studies to mitigate the computational burden in determining the composition of CNVs on each chromosome. The aim is to explore in a stochastic sense the association between the collapsing CNV variants and disease status with a Bayesian hierarchical model. This model assigns integers in a probabilistic sense to the quantitatively measured copy numbers, and is able to test simultaneously the association for all variants of interest in a regression framework. This integrative model can account for the uncertainty in copy number assignment and differentiate if the variation was de novo or inherited on the basis of posterior probabilities. For family studies, this model can accommodate the dependence within family members and among repeated CNV data. Moreover, the Mendelian rule can be assumed under this model and yet the genetic variation, including de novo and inherited variation, can still be included and quantified directly for each individual. Finally, simulation studies show that this model has high true positive and low false positive rates in the detection of de novo mutation.http://journal.frontiersin.org/Journal/10.3389/fgene.2013.00185/fullBayesian modelMendelian inconsistencyCNV association testde novo CNV detectionschizophrenia multiplex familyrandom mutation parameter |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Shi-Heng eWang Wei J. Chen Wei J. Chen Wei J. Chen Wei J. Chen Yu-Chin eTsai Yung-Hsiang eHuang Hai-Gwo eHwu Chuhsing Kate eHsiao Chuhsing Kate eHsiao Chuhsing Kate eHsiao |
spellingShingle |
Shi-Heng eWang Wei J. Chen Wei J. Chen Wei J. Chen Wei J. Chen Yu-Chin eTsai Yung-Hsiang eHuang Hai-Gwo eHwu Chuhsing Kate eHsiao Chuhsing Kate eHsiao Chuhsing Kate eHsiao A stochastic inference of de novo CNV detection and association test in multiplex schizophrenia families Frontiers in Genetics Bayesian model Mendelian inconsistency CNV association test de novo CNV detection schizophrenia multiplex family random mutation parameter |
author_facet |
Shi-Heng eWang Wei J. Chen Wei J. Chen Wei J. Chen Wei J. Chen Yu-Chin eTsai Yung-Hsiang eHuang Hai-Gwo eHwu Chuhsing Kate eHsiao Chuhsing Kate eHsiao Chuhsing Kate eHsiao |
author_sort |
Shi-Heng eWang |
title |
A stochastic inference of de novo CNV detection and association test in multiplex schizophrenia families |
title_short |
A stochastic inference of de novo CNV detection and association test in multiplex schizophrenia families |
title_full |
A stochastic inference of de novo CNV detection and association test in multiplex schizophrenia families |
title_fullStr |
A stochastic inference of de novo CNV detection and association test in multiplex schizophrenia families |
title_full_unstemmed |
A stochastic inference of de novo CNV detection and association test in multiplex schizophrenia families |
title_sort |
stochastic inference of de novo cnv detection and association test in multiplex schizophrenia families |
publisher |
Frontiers Media S.A. |
series |
Frontiers in Genetics |
issn |
1664-8021 |
publishDate |
2013-09-01 |
description |
The copy number variation (CNV) is a type of genetic variation in the genome. It is measured based on signal intensity measures and can be assessed repeatedly to reduce the uncertainty in PCR-based typing. Studies have shown that CNVs may lead to phenotypic variation and modification of disease expression. Various challenges exist, however, in the exploration of CNV-disease association. Here we construct latent variables to infer the discrete CNV values and to estimate the probability of mutations. In addition, we propose to pool rare variants to increase the statistical power and we conduct family studies to mitigate the computational burden in determining the composition of CNVs on each chromosome. The aim is to explore in a stochastic sense the association between the collapsing CNV variants and disease status with a Bayesian hierarchical model. This model assigns integers in a probabilistic sense to the quantitatively measured copy numbers, and is able to test simultaneously the association for all variants of interest in a regression framework. This integrative model can account for the uncertainty in copy number assignment and differentiate if the variation was de novo or inherited on the basis of posterior probabilities. For family studies, this model can accommodate the dependence within family members and among repeated CNV data. Moreover, the Mendelian rule can be assumed under this model and yet the genetic variation, including de novo and inherited variation, can still be included and quantified directly for each individual. Finally, simulation studies show that this model has high true positive and low false positive rates in the detection of de novo mutation. |
topic |
Bayesian model Mendelian inconsistency CNV association test de novo CNV detection schizophrenia multiplex family random mutation parameter |
url |
http://journal.frontiersin.org/Journal/10.3389/fgene.2013.00185/full |
work_keys_str_mv |
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