Bayesian zero-inflated regression model with application to under-five child mortality
Abstract Under-five mortality is defined as the likelihood of a child born alive to die between birth and fifth birthday. Mortality of under the age of five has been the most targets of public health policies and may be a common indicator of mortality levels. Thus, this study aimed to assess the und...
Main Authors: | , |
---|---|
Format: | Article |
Language: | English |
Published: |
SpringerOpen
2021-01-01
|
Series: | Journal of Big Data |
Subjects: | |
Online Access: | https://doi.org/10.1186/s40537-020-00389-4 |
id |
doaj-e263d59d99cb470fb00fdbf709bdef7e |
---|---|
record_format |
Article |
spelling |
doaj-e263d59d99cb470fb00fdbf709bdef7e2021-01-10T13:01:55ZengSpringerOpenJournal of Big Data2196-11152021-01-018112310.1186/s40537-020-00389-4Bayesian zero-inflated regression model with application to under-five child mortalityMekuanint Simeneh Workie0Abebaw Gedef Azene1Department of Mathematical and Statistical Modeling (Statistics), Bahir Dar Institute of Technology-Bahir Dar UniversityDepartment of Epidemiology and Biostatistics, School of Public Health, College of Medicine and Health Science, Bahir Dar UniversityAbstract Under-five mortality is defined as the likelihood of a child born alive to die between birth and fifth birthday. Mortality of under the age of five has been the most targets of public health policies and may be a common indicator of mortality levels. Thus, this study aimed to assess the under-five child mortality and modeling Bayesian zero-inflated regression model of the determinants of under-five child mortality. A community-based cross-sectional study was conducted using the 2016 Ethiopia Demographic and Health Survey data. The sample was stratified and selected in a two-stage cluster sampling design. The Bayesian analytic approach was applied to model the mixture arrangement inherent in zero-inflated count data by using the negative Binomial–logit hurdle model. About 71.09% of the mothers had not faced any under-five deaths in their lifetime while 28.91% of the women experienced the death of their under-five children and the data were found to have excess zeros. From Bayesian Negative Binomial—logit hurdle model it was found that twin (OR = 1.56; HPD CrI 1.23, 1.94), Primary and Secondary education (OR = 0.68; HPD CrI 0.59, 0.79), mother’s age at the first birth: 16–25 (OR = 0.83; HPD CrI 0.75, 0.92) and ≥ 26 (OR = 0.71; HPD CrI 0.52, 0.95), using contraceptive method (OR = 0.73; HPD CrI 0.64, 0.84) and antenatal visits during pregnancy (OR = 0.83; HPD CrI 0.75, 0.92) were statistically associated with the number of non-zero under-five deaths in Ethiopia. The finding from the Bayesian Negative Binomial–logit hurdle model is getting popular in data analysis than the Negative Binomial–logit hurdle model because the technique is more robust and precise. Furthermore, Using the Bayesian Negative Binomial–logit hurdle model helps in selecting the most significant factor: mother’s education, Mothers age, Birth order, type of birth, mother’s age at the first birth, using a contraceptive method, and antenatal visits during pregnancy were the most important determinants of under-five child mortality.https://doi.org/10.1186/s40537-020-00389-4Under-five deathBayesian approachZero-inflated regressionMCMCEthiopia |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Mekuanint Simeneh Workie Abebaw Gedef Azene |
spellingShingle |
Mekuanint Simeneh Workie Abebaw Gedef Azene Bayesian zero-inflated regression model with application to under-five child mortality Journal of Big Data Under-five death Bayesian approach Zero-inflated regression MCMC Ethiopia |
author_facet |
Mekuanint Simeneh Workie Abebaw Gedef Azene |
author_sort |
Mekuanint Simeneh Workie |
title |
Bayesian zero-inflated regression model with application to under-five child mortality |
title_short |
Bayesian zero-inflated regression model with application to under-five child mortality |
title_full |
Bayesian zero-inflated regression model with application to under-five child mortality |
title_fullStr |
Bayesian zero-inflated regression model with application to under-five child mortality |
title_full_unstemmed |
Bayesian zero-inflated regression model with application to under-five child mortality |
title_sort |
bayesian zero-inflated regression model with application to under-five child mortality |
publisher |
SpringerOpen |
series |
Journal of Big Data |
issn |
2196-1115 |
publishDate |
2021-01-01 |
description |
Abstract Under-five mortality is defined as the likelihood of a child born alive to die between birth and fifth birthday. Mortality of under the age of five has been the most targets of public health policies and may be a common indicator of mortality levels. Thus, this study aimed to assess the under-five child mortality and modeling Bayesian zero-inflated regression model of the determinants of under-five child mortality. A community-based cross-sectional study was conducted using the 2016 Ethiopia Demographic and Health Survey data. The sample was stratified and selected in a two-stage cluster sampling design. The Bayesian analytic approach was applied to model the mixture arrangement inherent in zero-inflated count data by using the negative Binomial–logit hurdle model. About 71.09% of the mothers had not faced any under-five deaths in their lifetime while 28.91% of the women experienced the death of their under-five children and the data were found to have excess zeros. From Bayesian Negative Binomial—logit hurdle model it was found that twin (OR = 1.56; HPD CrI 1.23, 1.94), Primary and Secondary education (OR = 0.68; HPD CrI 0.59, 0.79), mother’s age at the first birth: 16–25 (OR = 0.83; HPD CrI 0.75, 0.92) and ≥ 26 (OR = 0.71; HPD CrI 0.52, 0.95), using contraceptive method (OR = 0.73; HPD CrI 0.64, 0.84) and antenatal visits during pregnancy (OR = 0.83; HPD CrI 0.75, 0.92) were statistically associated with the number of non-zero under-five deaths in Ethiopia. The finding from the Bayesian Negative Binomial–logit hurdle model is getting popular in data analysis than the Negative Binomial–logit hurdle model because the technique is more robust and precise. Furthermore, Using the Bayesian Negative Binomial–logit hurdle model helps in selecting the most significant factor: mother’s education, Mothers age, Birth order, type of birth, mother’s age at the first birth, using a contraceptive method, and antenatal visits during pregnancy were the most important determinants of under-five child mortality. |
topic |
Under-five death Bayesian approach Zero-inflated regression MCMC Ethiopia |
url |
https://doi.org/10.1186/s40537-020-00389-4 |
work_keys_str_mv |
AT mekuanintsimenehworkie bayesianzeroinflatedregressionmodelwithapplicationtounderfivechildmortality AT abebawgedefazene bayesianzeroinflatedregressionmodelwithapplicationtounderfivechildmortality |
_version_ |
1724341925397397504 |