极值推理:计算计数回归模型中的极端值

IF 2.4 1区 社会学 Q1 INTERNATIONAL RELATIONS International Studies Quarterly Pub Date : 2024-11-11 DOI:10.1093/isq/sqae137
David Randahl, Johan Vegelius
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引用次数: 0

摘要

偶尔(但并非总是)产生极端值的过程是众所周知的建模难点,因为少量的极端观测值可能会对结果产生巨大影响。处理极值的现有方法往往是任意的,使研究人员在这个问题上缺乏指导。在本文中,我们提出了一个极值和零膨胀负二项(EVZINB)回归模型,该模型允许对极值和非极值观测数据分别建模,以解决这一问题。EVZINB 模型为极值数据建模提供了一个优雅的解决方案,并允许研究人员对极值和非极值观测数据进行额外的推断。我们通过复制一项关于联合国维和人员的部署对针对平民的单方面暴力行为的影响的研究,说明了 EVZINB 模型的实用性。
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Inference with Extremes: Accounting for Extreme Values in Count Regression Models
Processes that occasionally, but not always, produce extreme values are notoriously difficult to model, as a small number of extreme observations may have a large impact on the results. Existing methods for handling extreme values are often arbitrary and leave researchers without guidance regarding this problem. In this paper, we propose an extreme value and zero-inflated negative binomial (EVZINB) regression model, which allows for separate modeling of extreme and nonextreme observations to solve this problem. The EVZINB model offers an elegant solution to modeling data with extreme values and allows researchers to draw additional inferences about both extreme and nonextreme observations. We illustrate the usefulness of the EVZINB model by replicating a study on the effects of the deployment of UN peacekeepers on one-sided violence against civilians.
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来源期刊
CiteScore
4.10
自引率
7.70%
发文量
71
期刊介绍: International Studies Quarterly, the official journal of the International Studies Association, seeks to acquaint a broad audience of readers with the best work being done in the variety of intellectual traditions included under the rubric of international studies. Therefore, the editors welcome all submissions addressing this community"s theoretical, empirical, and normative concerns. First preference will continue to be given to articles that address and contribute to important disciplinary and interdisciplinary questions and controversies.
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