Machine Learning in Predicting Child Malnutrition: A Meta-Analysis of Demographic and Health Surveys Data
Abstract
:1. Introduction
2. Materials and Methods
2.1. Literature Search
2.2. Study Inclusion Criteria
2.3. Study Selection Process
2.4. Data Extraction
2.5. Quality Assessment
2.6. Data Synthesis and Statistical Analysis
2.7. Sensitivity Analysis and Subgroup Analysis
2.8. Publication Bias
3. Results
3.1. Search Results and Study Selection Process
3.2. Summary of Included Study Characteristics
3.3. ML in Stunting Assessment
3.4. ML in Wasting Assessment
3.5. ML in Underweight Assessment
3.6. Identified Predictive Features
3.7. Heterogeneity Assessment
3.8. Risk of Bias Assessment
4. Discussion
5. Conclusions
Supplementary Materials
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
References
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Reference | Country | Purpose of Study | Source of Data | Form of Malnutrition Addressed | Prevalence | Missing Value Imputation |
---|---|---|---|---|---|---|
[26] | Rwanda | Predicting childhood stunting | RDHS (2019–2020) | Stunting | 33.35% | K-nearest-neighbors imputer |
[27] | Papua New Guinea | Predicting stunting and the key predictors | PNG DHS (2016–2018) | Stunting | 39.70% | Missing indicator method (MIM) |
[28] | Sub-Saharan Africa | Predicting malnutrition | DHS data from 14 SSA countries | Stunting | Malnourished 39.3% | Manual elimination of missing/irrelevant information |
[29] | Ethiopia | Predicting malnutrition | EDHS-2016 | Stunting Wasting Underweight | (Stunted 38.4%) (Wasted 10%) (Underweight 23.3%) (Malnutrition 46.6%) | NR |
[30] | Zambia | Predicting childhood stunting | ZDHS-2018 | Stunting | 34.2% | Missing instances were dropped |
[31] | Bangladesh | Predicting stunting and the key predictors | BDHS-2014 | Stunting | 36.4% | Filtering procedure |
[7] | Bangladesh | Predicting malnutrition and the key predictors | BDHS-2014 | Stunting Wasting Underweight | (Stunted 35.4%) (Wasted 5.4%) (Underweight 32.8%) | NR |
[32] | Bangladesh | Predicting stunting and interaction between the predictors | BDHS-2014 | Stunting | 36.50% | Excluded the missing values |
[33] | Bangladesh | Predicting malnutrition with the ANN approach | BDHS-2014 | Stunting Wasting Underweight | NR | NR |
[34] | Bangladesh | Predicting childhood stunting | BDHS-2014 | Stunting | 36.18% | Excluded the missing values |
[35] | Bangladesh | Predicting childhood malnutrition | BDHS-2014 | Underweight | 32.90% | Excluded the missing values |
Reference | Sample Size | Train and Test (%) | Feature Selection | ML Algorithms | Performance Metrics | Method of Validation | Feature Importance |
---|---|---|---|---|---|---|---|
[26] | 3814 | NR | Chi-square and SMOTE for balancing data | Support vector machines, naïve Bayes, random forest, logistic regression, and extreme gradient boosting | Confusion matrix, receiver operating characteristic curve, accuracy, sensitivity, specificity, F1 score, and area under the curve (AUC). | 10-fold cross-validation | NR |
[27] | 3380 | Training 90% and test 10% | Embedded LASSO and the wrapped random forest–recursive feature elimination (RF-RFE) | Logistic regression, a conditional decision tree, a support vector machine with a radial basis function kernel, and an extreme gradient boosting machine (XGBoost) | AUC, accuracy, precision, recall, F1 score | 10-fold cross-validation | Shapley additive explanations (SHAP) |
[28] | 56,243 | Training 80% and test 20% | Gini importance | The research used bagging, boosting, and voting on random forest, decision tree, extreme gradient boosting, and k-nearest neighbors to generate the MVBHE model. | Accuracy, precision, recall, and the F1 score | 10-fold cross-validation | NR |
[29] | 9471 | Training 70% and test 30% | Based on retrospective information | XGBoost, generalized linear model (GLM), NNet, RF, k-NN) using ‘Stacking’ | Confusion matrix, prediction, accuracy, sensitivity, and specificity | 10-fold cross-validation | Mean decrease Gini |
[30] | 6799 | Training 70% and test 30% | Random forest | Logistic regression, random forest, support vector machine (SVM), naïve Bayes, and extreme gradient boosting (XGBoost) | Accuracy, recall, sensitivity, specificity, precision, F1 score, Cohen’s kappa, and area under the curve (AUC) | 3-fold cross-validation | Random forest |
[31] | 7256 | Training 70% and test 30% | Decision tree algorithm, Support vector machine (SVM) and artificial neural network (ANN) | Precision, recall, F1 score | N/A | ||
[7] | 7079 | NR | Chi-square analysis | Support vector machine (SVM), random forest (RF), and LR | Accuracy and area under the curve (AUC) | 10-fold CV | NR |
[32] | 6170 | NR | Based on the literature review and pre-analysis | Classification tree, ensemble of trees | Accuracy, sensitivity, specificity, and the area under the receiver operating characteristic curve (ROC) | 10-fold cross-validation | NR |
[33] | 6995 | Training 90% and test 10% | Literature review | Support vector machine (SVM) classifier, decision tree classifier, naïve Bayes classifier, and random forest classifier besides the artificial neural network (ANN) | Accuracy | 10-fold cross-validation | Backward elimination on the predictive model |
[34] | 6044 | Training 66.67% and test 33.33% | Bivariate analysis, logistic regression model with stepwise variable selection | Gradient boosting, random forests, support vector machines, classification tree, logistic regression, linear discriminant analysis, neural network, regularized discriminant analysis, and logistic regression | Sensitivity, specificity, area under the receiver operating characteristic curve (AUC), and F-measure | 3-fold cross-validation | NR |
[35] | 6863 | Training 75% and test 25% | Chi-square analysis | Linear discriminant analysis, K-nearest neighbors, support vector machines, random forest, and logistic regression | Accuracy, sensitivity, specificity, and Cohen’s k statistic | 10-fold cross-validation | RF feature selection |
Reference | Findings | Best Predictive Features | Conclusion | Software/Tool Used |
---|---|---|---|---|
[26] | Gradient boosting classifier significantly outperformed other methods, identifying stunted children at 79.33% accuracy. | Mother’s height, water source distance, child’s age, birth weight, anemia history. | Model can help detect early stages of stunting and wasting. | Python as statistical software. |
[27] | LASSO-XGB combined model provided best predictions. | Highlands region, age of the child, breastfeeding duration, maternal BMI. | Combining LASSO and XGBoost best predicted outcomes. | Data processing: STATA 17.0, Analyses: RStudio 4.1.2 |
[28] | Random forest algorithm had the highest accuracy. | Mother’s age, income index, birth order, child’s weight, anemia history. | The MVBHE model is recommended for its accuracy and robustness. | SPSS version 26 for experimental run. |
[29] | XGBTree algorithm worked best for stunting and wasting. | Time to water source, anemia history, child birth weight, mother’s education level. | Findings support improvement in access to clean water and maternal education. | The R programming language (version 3.6.0). |
[30] | Random forest was the best performing model for the dataset. | Child’s and mother’s social and economic features. | Study demonstrates potential of machine learning in health outcome prediction. | Python version 3.10.2. |
[31] | Decision tree accuracy was 74%, SVM was 72%, and KNN was 69%. | Mother’s highest education level, child’s age, birth order, child’s weight. | Addressing demographic, socioeconomic, and nutritional factors can improve outcomes. | SPSS version 23.0 for data cleaning. |
[7] | RF accurately classified stunting, wasting, and underweight categories. | Region, child’s age, father’s education, mother’s BMI. | Identification and prediction of childhood malnutrition using RF. | STATA version 14 and R i386 4.0.0. |
[32] | Decision tree rules yielded more accurate results compared to other models. | Wealth, area and division of residence, mother’s education level. | Tailored interventions based on socioeconomic and demographic factors are needed. | R (version 3.6.0). |
[33] | ANN approach showed best results with accuracy higher than other models. | Residence, sex of the child, father’s education, mother’s BMI, household size. | Deep learning can effectively determine malnutrition status. | Python “numpy” library, Tensorflow (https://www.tensorflow.org), “Keras”. |
[34] | GBOOST had the highest accuracy among the methods evaluated. | Child age, wealth index, maternal education, previous birth interval. | ML can support building accurate prediction models for malnutrition. | NR |
[35] | RF algorithm demonstrated the best performance for classification tasks. | Child’s age, mother’s education, wealth index, mother’s BMI. | Recommends RF classification with RF regression for precise results. | NR |
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Rao, B.; Rashid, M.; Hasan, M.G.; Thunga, G. Machine Learning in Predicting Child Malnutrition: A Meta-Analysis of Demographic and Health Surveys Data. Int. J. Environ. Res. Public Health 2025, 22, 449. https://doi.org/10.3390/ijerph22030449
Rao B, Rashid M, Hasan MG, Thunga G. Machine Learning in Predicting Child Malnutrition: A Meta-Analysis of Demographic and Health Surveys Data. International Journal of Environmental Research and Public Health. 2025; 22(3):449. https://doi.org/10.3390/ijerph22030449
Chicago/Turabian StyleRao, Bhagyajyothi, Muhammad Rashid, Md Gulzarull Hasan, and Girish Thunga. 2025. "Machine Learning in Predicting Child Malnutrition: A Meta-Analysis of Demographic and Health Surveys Data" International Journal of Environmental Research and Public Health 22, no. 3: 449. https://doi.org/10.3390/ijerph22030449
APA StyleRao, B., Rashid, M., Hasan, M. G., & Thunga, G. (2025). Machine Learning in Predicting Child Malnutrition: A Meta-Analysis of Demographic and Health Surveys Data. International Journal of Environmental Research and Public Health, 22(3), 449. https://doi.org/10.3390/ijerph22030449