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Gibrat's law and quantile regressions: An application to firm growth

机译:吉布拉特定律和分位数回归:对企业成长的应用

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摘要

The nexus between firm growth, size and age in U.S. manufacturing is examined through the lens of quantile regression models. This methodology allows us to overcome serious shortcomings entailed by linear regression models employed by much of the existing literature, unveiling a number of important properties. Size pushes both low and high performing firms towards the median rate of growth, while age is never advantageous, and more so as firms are relatively small and grow faster. These findings support theoretical generalizations of Gibrat's law that allow size to affect the variance of the growth process, but not its mean (Cordoba, 2008). (C) 2018 Elsevier B.V. All rights reserved.
机译:通过分位数回归模型可以检验美国制造业中企业成长,规模和年龄之间的关系。这种方法使我们能够克服许多现有文献所采用的线性回归模型所带来的严重缺陷,从而揭示了许多重要特性。规模将低绩效企业和高绩效企业都推向中值增长率,而年龄则永远都不有利,而随着企业规模相对较小且增长速度更快,企业的规模就更大。这些发现支持了吉布拉特定律的理论概括,该规律允许大小影响增长过程的方差,但不影响其均值(Cordoba,2008年)。 (C)2018 Elsevier B.V.保留所有权利。

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