会计研究中的非参数分析

Frank Murphy, Stephanie Miller
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引用次数: 2

摘要

统计软件包和计算能力的进步使得实证研究人员可以使用各种形式的非参数估计。然而,这些方法在会计研究中没有得到充分利用,许多会计研究人员可能对如何应用这些工具有有限的了解。研究了两种非参数估计技术:核密度估计和局部加权回归。我们专注于这些方法的实际实现,包括它们可能有用的设置,研究人员可以自由判断的关键输入,以及编程的示例代码。我们通过提供两个说明性的例子来说明非参数技术如何在会计中使用,从而为税务、审计和方法论文献做出贡献。首先,我们使用核密度估计分析了金融服务业有效税率(ETRs)的时间趋势。我们的研究结果表明,随着时间的推移,金融服务公司之间的ETRs分布已经变得不那么集中在平均值周围,而在低于平均值的ETRs中出现了更多的概率质量。其次,我们使用非参数回归研究了审计费用与规模之间的关系,并证明由于样本损耗而忽略小企业可能会引入非线性关系。如果不将数据可视化,这个结果并不明显,并且很难使用OLS回归来辨别。此外,我们展示了跨会计研究广泛领域的非参数分析的灵活性,并讨论了如何使用这些技术来补充普通最小二乘回归并指导研究设计选择。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Nonparametric Analysis in Accounting Research
Advancements in statistical packages and computing power have made various forms of nonparametric estimation accessible to empirical researchers. However, these methods have been underutilized in accounting research, and many accounting researchers may have limited exposure on how to apply these tools. This study explores two nonparametric estimation techniques: kernel density estimation and locally weighted regression. We focus on the practical implementation of these methods, including settings in which they may be useful, key inputs over which researchers have discretion, and sample code to program them. We contribute to the tax, audit, and methodological literatures by providing two illustrative examples of how nonparametric techniques may be used in accounting. First, we analyze time-trends of effective tax rates (ETRs) in the financial service industry using kernel density estimates. Our results document that the distribution of ETRs among financial services firms has become less focused around the mean over time, with more probability mass occurring for below-average ETRs. Second, we study the relation between audit fees and size using nonparametric regression and document that omitting small firms due to sample attrition may introduce nonlinearity to the relation. This result is not readily apparent without visualizing the data and is difficult to discern using OLS regressions. Additionally, we demonstrate the flexibility of nonparametric analysis across broad areas of accounting research and discuss how these techniques may be used to complement ordinary least squares regression and guide research design choices.
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