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首页> 外文期刊>American Journal of Mathematics and Statistics >Parametric Models and Future Event Prediction Base on Right Censored Data
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Parametric Models and Future Event Prediction Base on Right Censored Data

机译:基于右删失数据的参数模型与未来事件预测

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In this paper, we developed a parametric displacement models base on the time that the Internally Displaced Persons (IDPs) took to return from IDPs Camps to their ancestral homes in Northern Uganda. The objective is to analyze the displaced proportion of the IDPs using suitable time-to-event parametric models. The accelerated failure time (AFT) models (Weibull, Exponential and log-logistic) were considered. A retrospective data of seven years study of 590 subjects is considered. Maximum likelihood method together with the Davidon-Fletcher- Powell optimization algorithm in MATLAB is used in the estimation of the parameters of the models. The estimated displaced proportions of these AFT models are used in predicting the displaced proportion of the IDPs at a time t. Weibull and exponential models provided better estimates of the displaced proportion of the IDPs due to their good convergence power to four decimal points and predicted the 2027 and 2044 respectively as the year when the displaced proportion can be approximated to be zero.
机译:在本文中,我们基于内部流离失所者从国内流离失所者营地返回乌干达北部祖先家园所花费的时间,建立了参数化流离失所模型。目的是使用适当的事件时间参数模型来分析国内流离失所者的流离失所比例。考虑了加速故障时间(AFT)模型(Weibull,指数和对数逻辑)。考虑了590名受试者的7年研究回顾性数据。最大似然法与MATLAB中的Davidon-Fletcher-Powell优化算法一起用于模型参数的估计。这些AFT模型的估计位移比例用于预测在时间t内IDP的位移比例。 Weibull模型和指数模型提供了对国内流离失所者流离失所比例的更好估计,因为它们具有良好的收敛能力至四个小数点,并分别预测2027年和2044年为流离失所比例可以近似为零的年份。

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