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A note on the linear and annuity class of depreciation methods

机译:关于折旧方法的线性和年金类别的注释

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Depreciation methods are used for allocating acquisition costs of long-lived assets to individual years that benefit from those assets, e.g., in connection with product pricing and regulation of public utilities. The following depreciation methods are sometimes mentioned together in the literature: Nominal linear, real linear, nominal annuity, and real annuity. All are shown to be special cases of one generic formula. For that reason, they are referred to collectively as the linear and annuity class of depreciation methods. The members of this class are ranked (to the extent possible) by their book values. Such a ranking indicates the relative depreciation rates of the class members, and also relative savings due to tax-deductible depreciation. Two applications of members of the linear and annuity class are discussed, to product pricing in classical equilibrium theory, and to incentives for undertaking an investment project. The essential insight from this note is that it is meaningful to group the members of the linear and annuity class into one well-defined class of depreciation methods.
机译:折旧方法用于将长期资产的购置成本分配给受益于这些资产的个别年份,例如,与产品定价和公共事业监管有关的年份。文献中有时会同时提及以下折旧方法:标称线性,实际线性,标称年金和实际年金。全部显示为一种通用公式的特例。因此,它们统称为折旧方法的线性和年金类。此类成员按其账面价值排名(在可能的情况下)。这样的排名表明类别成员的相对折旧率,以及由于可扣税的折旧而产生的相对节省。讨论了线性和年金类成员的两种应用,包括经典均衡理论中的产品定价和进行投资项目的激励。从此注释中得出的基本见解是,将线性和年金类别的成员分组为一种定义明确的折旧方法类别是有意义的。

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