Calibrating parametric subject-specific risk estimation
For modern evidence-based medicine, decisions on disease prevention or management strategies are often guided by a risk index system. For each individual, the system uses his/her baseline information to estimate the risk of experiencing a future disease-related clinical event. Such a risk scoring sc...
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          | Published in | Biometrika Vol. 97; no. 2; pp. 389 - 404 | 
|---|---|
| Main Authors | , , , , | 
| Format | Journal Article | 
| Language | English | 
| Published | 
        Oxford
          Oxford University Press
    
        01.06.2010
     Biometrika Trust, University College London Oxford University Press for Biometrika Trust Oxford Publishing Limited (England)  | 
| Series | Biometrika | 
| Subjects | |
| Online Access | Get full text | 
| ISSN | 0006-3444 1464-3510 1464-3510  | 
| DOI | 10.1093/biomet/asq012 | 
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| Abstract | For modern evidence-based medicine, decisions on disease prevention or management strategies are often guided by a risk index system. For each individual, the system uses his/her baseline information to estimate the risk of experiencing a future disease-related clinical event. Such a risk scoring scheme is usually derived from an overly simplified parametric model. To validate a model-based procedure, one may perform a standard global evaluation via, for instance, a receiver operating characteristic analysis. In this article, we propose a method to calibrate the risk index system at a subject level. Specifically, we developed point and interval estimation procedures for t-year mortality rates conditional on the estimated parametric risk score. The proposals are illustrated with a dataset from a large clinical trial with post-myocardial infarction patients. | 
    
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| AbstractList | For modern evidence-based medicine, decisions on disease prevention or management strategies are often guided by a risk index system. For each individual, the system uses his/her baseline information to estimate the risk of experiencing a future disease-related clinical event. Such a risk scoring scheme is usually derived from an overly simplified parametric model. To validate a model-based procedure, one may perform a standard global evaluation via, for instance, a receiver operating characteristic analysis. In this article, we propose a method to calibrate the risk index system at a subject level. Specifically, we developed point and interval estimation procedures for t-year mortality rates conditional on the estimated parametric risk score. The proposals are illustrated with a dataset from a large clinical trial with post-myocardial infarction patients.For modern evidence-based medicine, decisions on disease prevention or management strategies are often guided by a risk index system. For each individual, the system uses his/her baseline information to estimate the risk of experiencing a future disease-related clinical event. Such a risk scoring scheme is usually derived from an overly simplified parametric model. To validate a model-based procedure, one may perform a standard global evaluation via, for instance, a receiver operating characteristic analysis. In this article, we propose a method to calibrate the risk index system at a subject level. Specifically, we developed point and interval estimation procedures for t-year mortality rates conditional on the estimated parametric risk score. The proposals are illustrated with a dataset from a large clinical trial with post-myocardial infarction patients. For modern evidence-based medicine, decisions on disease prevention or management strategies are often guided by a risk index system. For each individual, the system uses his/her baseline information to estimate the risk of experiencing a future disease-related clinical event. Such a risk scoring scheme is usually derived from an overly simplified parametric model. To validate a model-based procedure, one may perform a standard global evaluation via, for instance, a receiver operating characteristic analysis. In this article, we propose a method to calibrate the risk index system at a subject level. Specifically, we developed point and interval estimation procedures for t-year mortality rates conditional on the estimated parametric risk score. The proposals are illustrated with a dataset from a large clinical trial with post-myocardial infarction patients. For modern evidence-based medicine, decisions on disease prevention or management strategies are often guided by a risk index system. For each individual, the system uses his/her baseline information to estimate the risk of experiencing a future disease-related clinical event. Such a risk scoring scheme is usually derived from an overly simplified parametric model. To validate a model-based procedure, one may perform a standard global evaluation via, for instance, a receiver operating characteristic analysis. In this article, we propose a method to calibrate the risk index system at a subject level. Specifically, we developed point and interval estimation procedures for t-year mortality rates conditional on the estimated parametric risk score. The proposals are illustrated with a dataset from a large clinical trial with post-myocardial infarction patients. Copyright 2010, Oxford University Press. For modern evidence-based medicine, decisions on disease prevention or management strategies are often guided by a risk index system. For each individual, the system uses his/her baseline information to estimate the risk of experiencing a future disease-related clinical event. Such a risk scoring scheme is usually derived from an overly simplified parametric model. To validate a model-based procedure, one may perform a standard global evaluation via, for instance, a receiver operating characteristic analysis. In this article, we propose a method to calibrate the risk index system at a subject level. Specifically, we developed point and interval estimation procedures for t-year mortality rates conditional on the estimated parametric risk score. The proposals are illustrated with a dataset from a large clinical trial with post-myocardial infarction patients. [PUBLICATION ABSTRACT]  | 
    
| Author | CAI, T. TIAN, L. WEI, L. J. UNO, HAJIME SOLOMON, SCOTT D.  | 
    
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| Keywords | Biometrics Myocardial infarction Parameter estimation Conditional distribution Non parametric estimation Cardiovascular disease Nonparametric functional estimation Parametric model Parametric method Prevention Medical science Clinical trial Mortality ROC analysis Statistical estimation Parametric estimation Risk index Functional Medicine Statistical method Survival analysis Risk estimation Cox model Point estimation Receiver operating characteristic curves Cardiovascular diseases  | 
    
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| SubjectTerms | Applications Biology, psychology, social sciences Cardiovascular diseases Confidence interval Consistent estimators Cox model Datasets Estimating techniques Estimators Evidence-based medicine Exact sciences and technology General topics Heart attacks Interval estimators Mathematics Medical sciences Modeling Mortality Myocardial infarction Nonparametric functional estimation Parameter estimation Parametric inference Parametric models Point estimators Probability and statistics Risk assessment Risk index ROC analysis Sciences and techniques of general use Statistics Studies Survival analysis  | 
    
| Title | Calibrating parametric subject-specific risk estimation | 
    
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