金融统计数据

Jonathan B. Cohn, Zack Liu, M. Wardlaw
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引用次数: 23

摘要

本文探讨了在实证公司财务研究中使用基于计数数据的结果变量,如公司专利。我们证明,回归1的对数加上协变量的计数(“LOG1PLUS”回归)的常见做法会对感兴趣的对象产生有偏差和不一致的估计,并且缺乏有意义的解释。泊松回归具有简单的解释,并在标准的外生性假设下产生无偏和一致的估计,尽管如果计数数据过度分散,它们会失去效率。复制最近几篇关于企业专利的论文,我们发现LOG1PLUS和泊松回归经常产生有意义的不同估计,并且LOG1PLUS回归的偏差可能很大。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Count Data in Finance
This paper examines the use of count data-based outcome variables such as corporate patents in empirical corporate finance research. We demonstrate that the common practice of regressing the log of one plus the count on covariates ("LOG1PLUS" regression) produces biased and inconsistent estimates of objects of interest and lacks meaningful interpretation. Poisson regressions have simple interpretations and produce unbiased and consistent estimates under standard exogeneity assumptions, though they lose efficiency if the count data is overdispersed. Replicating several recent papers on corporate patenting, we find that LOG1PLUS and Poisson regressions frequently produce meaningfully different estimates and that bias in LOG1PLUS regressions is likely large.
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