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Adaptive Logistic Group Lasso Method for Predicting the No-reflow among the Multiple Types of High-dimensional Variables with Missing Data
Yang, Xianglin ; Tong, Yunhai ; Meng, Xiangfeng ; Zhao, Shuai ; Xu, Zhi ; Li, Yanjun ; Jia, Xin ; Tan, Shaohua
2016
关键词no-reflow EMR adaptive group Lasso k-nearest neighbors (KNN) logistic regression prediction PERCUTANEOUS CORONARY INTERVENTION ELEVATION MYOCARDIAL-INFARCTION STATIN THERAPY REGRESSION SELECTION
英文摘要The prediction of no-reflow phenomenon aroused much attention, because of its independent association with increased in-hospital mortality, malignant arrhythmias, and cardiac failure. Many studies on prediction of no-reflow were carried out focusing on only few predictors. As big data era has been coming, high-dimensional predictors are available for prediction. However, as a common problem, big data analytics in healthcare from the electronic medical record (EMR) system is faced with many challenges, such as missing data processing, multiple types of variables processing and the high-dimensional data prediction. A general method based on improved weighted K-nearest neighbors and adaptive logistic group Lasso was proposed for predicting the no-reflow after cardiac surgery among the multiple types of variables with missing data. Compared with logistic regression, Lasso method, and artificial neural network method, our method has lower misclassification error rate and less complex model for no-reflow prediction, especially when predicting among multiple types of variables with missing data.; National Natural Science Foundation of China [61401417]; State Key Laboratory of Space Medicine Fundamentals and application [SMFA12B09, SMFA13B03]; CPCI-S(ISTP); 1085-1089
语种英语
出处7th IEEE International Conference on Software Engineering and Service Science (ICSESS)
内容类型其他
源URL[http://ir.pku.edu.cn/handle/20.500.11897/470198]  
专题信息科学技术学院
推荐引用方式
GB/T 7714
Yang, Xianglin,Tong, Yunhai,Meng, Xiangfeng,et al. Adaptive Logistic Group Lasso Method for Predicting the No-reflow among the Multiple Types of High-dimensional Variables with Missing Data. 2016-01-01.
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