Estimating TFP in the Presence of Outliers and Leverage Points: An Examination of the Klems Dataset

R. Macdonald
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引用次数: 5

Abstract

This paper examines the effect of aberrant observations in the Capital, Labour, Energy, Materials and Services (KLEMS) database and a method for dealing with them. The level of disaggregation, data construction and economic shocks all potentially lead to aberrant observations that can influence estimates and inference if care is not exercised. Commonly applied pre-tests, such as the augmented Dickey-Fuller and the Kwaitkowski, Phillips, Schmidt and Shin tests, need to be used with caution in this environment because they are sensitive to unusual data points. Moreover, widely known methods for generating statistical estimates, such as Ordinary Least Squares, may not work well when confronted with aberrant observations. To address this, a robust method for estimating statistical relationships is illustrated.
在存在异常值和杠杆点的情况下估计TFP:对Klems数据集的检验
本文研究了资本、劳动力、能源、材料和服务(KLEMS)数据库中异常观测的影响以及处理它们的方法。分解程度、数据构造和经济冲击都可能导致异常的观察结果,如果不加以注意,这些观察结果可能影响估计和推断。通常应用的预测试,如增强的Dickey-Fuller和Kwaitkowski, Phillips, Schmidt和Shin测试,在这种环境下需要谨慎使用,因为它们对不寻常的数据点很敏感。此外,众所周知的产生统计估计的方法,如普通最小二乘法,在面对异常观测时可能无法很好地工作。为了解决这个问题,说明了一种估计统计关系的稳健方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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