基于机器学习的糖尿病预测模型的性能评估

R. Deo, S. Panigrahi
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引用次数: 6

摘要

糖尿病是一种影响所有年龄组的主要慢性疾病。它在世界范围内越来越流行。某些因素会增加个体患糖尿病的几率。基于预测的建模以前已用于提供基于预防的糖尿病方法。预测模型主要是基于回归和特征消除。本文提出了一种基于机器学习的方法,基于特定的生活方式和人口因素来预测个体糖尿病的发生。使用了一个公开可用的数据集-连续NHANES。为了解释由于缺失数据和类别不平衡数据而导致的小数据量,应用了某些统计技术。通过Gower距离计算,采用合成少数过抽样技术,避免了数据的类不平衡。此外,采用主成分分析作为特征提取技术。利用MATLAB开发预测模型。使用了包含140个数据样本和11个预测变量(转换为8个主成分)的数据集。输出变量分为糖尿病和非糖尿病两类。训练数据集有98个样本和42个样本,分别用于训练和测试。提出了袋装树和线性支持向量机两种机器学习模型。评估了两种验证技术- 5倍交叉验证和保留验证。线性支持向量机模型使用5倍交叉验证和hold out验证方法(两种情况下的AUC均为0.908)获得了91%(90.82%,测试数据)的最高准确率。
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Performance Assessment of Machine Learning Based Models for Diabetes Prediction
Diabetes is a major chronic disease which impacts all age groups. It has increasing prevalence worldwide. Certain factors increase the chances of diabetes occurrence in individuals. Prediction-based modeling has been used previously to provide a prevention based approach to diabetes. Prediction models have predominantly been based on regression and feature elimination. In this paper, a machine learning-based approach is presented to predict the individual diabetes occurrence based on specific lifestyle, and demographic factors. A publicly available dataset - continuous NHANES, was used. To account for small data size due to missing data and class imbalanced data, certain statistical techniques were applied. Synthetic minority over sampling technique was used via Gower’s distance calculation to avoid class imbalanced data. Additionally, principal component analysis was used as a feature extraction technique. Predictive models were developed using MATLAB. A dataset with 140 data samples and 11 predictor variables (converted to eight principal components) was used. The output variable had two classes - diabetic and not diabetic. A training data set of 98 and 42 samples for training and testing respectively. Two machine learning models - bagged trees and linear SVM were developed. Two validation techniques - 5- fold cross validation and holdout validation were assessed. The highest accuracy of 91% (90.82%, on test data) was obtained by the linear SVM model using both 5-fold cross validation and hold out validation approaches (AUC of 0.908 in both cases).
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