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Detecting Multiple Influential Observations in High Dimensional Linear Regression

机译:在高维线性回归中检测多个有影响的观测值

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In this paper, we consider the detection of multiple influential observations in high dimensional regression, where the p number of covariates is much larger than sample size n. Detection of influential observations in high dimensional regression is challenging. In the case of single influential observation, Zhao et al. (2013) developed a method called High dimensional Influence Measure (HIM). However, the result of HIM is not applicable to the case of multiple influential observations, where the detection of influential observations is much more complicated than the case of single influential observation. We propose in this paper a new method based on the multiple deletion to detect the multiple influential.
机译:在本文中,我们考虑在高维回归中检测多个有影响的观测值,其中协变量的p数远大于样本大小n。在高维回归中检测有影响的观测数据具有挑战性。在单项影响观察的情况下,Zhao等人。 (2013年)开发了一种称为“高维影响度量”(HIM)的方法。但是,HIM的结果不适用于多个有影响的观察的情况,在这种情况下,有影响的观察的检测要比单个有影响的观察的情况复杂得多。在本文中,我们提出了一种基于多重删除的新方法来检测多重影响。

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