使用复发生存函数的非参数估计的贫困研究

Anna Sączewska-Piotrowska
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引用次数: 0

摘要

本文分析了家庭的贫困持续时间和非贫困持续时间。为此,使用了复发事件的生存函数估计器:Wang-Chang估计器和Pena, Strawderman和Hollander提出的两个估计器(IIDPLE和FRMLE)。我们可以得出结论,长期摆脱贫困的生存概率大于长期贫困的生存概率。基于图形方法,我们可以得出结论,贫困生存和摆脱贫困的最佳估计是FRMLE。这意味着我们不能假设家庭内部的相互发生时间是独立的和均匀分布的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Poverty Study Using Nonparametric Estimation of Recurrent Survival Function
The article analyses households’ poverty and nonpoverty duration. For this purpose survival function estimators for recurrent events were used: Wang-Chang estimator and two estimators proposed by Pena, Strawderman and Hollander (IIDPLE and FRMLE). We can conclude that survival probability for a long time out of poverty is greater than in the case of survival in poverty. Based on the graphical method we can conclude that the best estimator of survival in poverty and out of poverty is FRMLE. It means that we cannot assume that interoccurrence times within households are independent and identically distributed.
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