仔细考虑在兴趣量的点估计中模拟引起的偏差

IF 2.5 2区 社会学 Q1 POLITICAL SCIENCE
Carlisle Rainey
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引用次数: 0

摘要

政治方法学中的一些工作建议,应用研究人员通过模拟模型系数,将这些模拟系数转换为模拟感兴趣量,然后对模拟感兴趣的量取平均值,来获得感兴趣量的点估计值(例如,CLARIFY)。但其他工作建议应用研究人员直接转换系数估计值来估计感兴趣的数量。我指出,这两种方法是不可互换的,并考察了它们的性质。我表明,模拟方法复合了Rainey(2017)确定的转化诱导的偏差,添加了方向和大小与转化诱导的偏见相似的偏见。我将这种容易避免的额外偏差称为“模拟引起的偏差”。即使研究人员使用模拟来估计标准误差,他们也应该直接转换系数估计的最大似然估计,以获得感兴趣量的点估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A careful consideration of CLARIFY: simulation-induced bias in point estimates of quantities of interest
Some work in political methodology recommends that applied researchers obtain point estimates of quantities of interest by simulating model coefficients, transforming these simulated coefficients into simulated quantities of interest, and then averaging the simulated quantities of interest (e.g., CLARIFY). But other work advises applied researchers to directly transform coefficient estimates to estimate quantities of interest. I point out that these two approaches are not interchangeable and examine their properties. I show that the simulation approach compounds the transformation-induced bias identified by Rainey (2017), adding bias with direction and magnitude similar to the transformation-induced bias. I refer to this easily avoided additional bias as “simulation-induced bias.” Even if researchers use simulation to estimate standard errors, they should directly transform maximum likelihood estimates of coefficient estimates to obtain point estimates of quantities of interest.
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CiteScore
8.10
自引率
0.00%
发文量
54
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