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NONPARAMETRIC ESTIMATION OF EXTREME CONDITIONAL QUANTILES

机译:条件极值的非参数估计

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摘要

The estimation of extreme conditional quantiles is an important issue in different scientific disciplines. Up to now, the extreme value literature focused mainly on estimation procedures based on independent and identically distributed samples. Our contribution is a two-step procedure for estimating extreme conditional quantiles. In a first step nonextreme conditional quantiles are estimated nonparametrically using a local version of [Koenker, R. and Bassett, G. (1978). Regression quantiles. Econometrica, 46, 33-50.] regression quantile methodology. Next, these nonparametric quantile estimates are used as analogues of univariate order statistics in procedures for extreme quantile estimation. The performance of the method is evaluated for both heavy tailed distributions and distributions with a finite right endpoint using a small sample simulation study. A bootstrap procedure is developed to guide in the selection of an optimal local bandwidth. Finally the procedure is illustrated in two case studies.
机译:极端条件分位数的估计是不同科学学科中的重要问题。到目前为止,极值文献主要集中在基于独立且分布均匀的样本的估计程序上。我们的贡献是估算极端条件分位数的两步过程。第一步,使用[Koenker,R.和Bassett,G.(1978)的本地版本,非参数地估计非极端条件分位数。回归分位数。 Econometrica,46,33-50。]回归分位数方法。接下来,将这些非参数分位数估计值用作极端分位数估计程序中的单变量阶次统计量的类似物。使用小样本模拟研究,针对重尾分布和右端点有限的分布评估了该方法的性能。开发了引导程序以指导最佳本地带宽的选择。最后,在两个案例研究中说明了该过程。

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