Hidden in Plain Sight: Influential Sets in Linear Models

Nikolas Kuschnig, Gregor Zens, J. Cuaresma
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引用次数: 4

Abstract

Assessing the robustness of the results of econometric analysis is a long standing subject of lively research. The majority of the literature focuses on sensitivity to model specification, while the quantification of sensitivity to sets of influential observations has received relatively little attention. A major obstacle in this context is masking, a phenomenon where influential observations obscure each other, which makes their identification particularly challenging. We show how inferential measures are affected by influential sets of observations and present two adaptive algorithms aimed at identifying such sets. We demonstrate the merits of these algorithms via simulation studies and empirical applications. These exercises show that masking problems and a pronounced sensitivity to influential sets are present in a wide range of scenarios. Overall, our findings suggest that increased attention to influential sets is warranted and comprehensive robustness measures for regression analysis are required.
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隐藏在普通视线:线性模型中的影响集
评估计量经济分析结果的稳健性是一个长期活跃的研究课题。大多数文献关注的是对模型规格的敏感性,而对有影响的观测集的敏感性的量化得到的关注相对较少。在这方面的一个主要障碍是掩蔽,这是一种有影响的观测相互掩盖的现象,这使得它们的识别特别具有挑战性。我们展示了推断度量如何受到有影响力的观察集的影响,并提出了两种旨在识别这些集的自适应算法。我们通过仿真研究和实证应用证明了这些算法的优点。这些练习表明,在各种各样的情景中都存在掩盖问题和对影响集的明显敏感性。总体而言,我们的研究结果表明,有必要增加对影响集的关注,并需要对回归分析采取全面的稳健性措施。
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