Logarithmic Depreciation

Evan W. Anderson, W. Brock
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引用次数: 4

Abstract

This paper studies logarithmic depreciation which is similar to conventional geometric depreciation, except that capital and investment are replaced by their logarithms. We provide empirical and theoretical evidence that logarithmic depreciation can account for capital depreciation better than geometric depreciation and about as well as a more general method that has an additional parameter. We document that consumption and investment decisions in the United States and other countries appear to be made under the erroneous assumption that capital approximately depreciates geometrically and the welfare losses from doing so are large.
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对数折旧
本文研究的对数折旧与传统的几何折旧类似,只是将资本和投资用其对数代替。我们提供了经验和理论证据,证明对数折旧可以比几何折旧更好地解释资本折旧,并且大约是具有附加参数的更一般的方法。我们证明,美国和其他国家的消费和投资决策似乎是在错误的假设下做出的,即资本大致呈几何级数贬值,这样做造成的福利损失很大。
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