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The structure of the distributions of cash flows and discount rates in multiperiod valuation problems

机译:多时期估值问题中现金流量和折现率的分布结构

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In capital budgeting problems future cash flows are discounted using the expected one-period returns of the investment. In this paper we relate this approach to the assumption that markets are free of arbitrage. Our goal is to uncover implicit assumptions on the set of cash flow distributions that are suitable for the capital budgeting method. Our results are twofold. First we obtain that for deterministic cost of capital the set of admissible cash flow distributions is large in the sense that no particular structure of the evolution of the distributions is implied. We give stylized examples that demonstrate that even strong assumptions on the return distributions do not restrain the shape of the cash flow distributions. This shows that Fama's assertion that the distributions of one-period single returns become more and more skewed cannot be generalized to multiperiod budgeting problems. Secondly, in a subsequent analysis we characterize the cash flow distributions under the additional assumption of a deterministic dividend yield. In this case a linear relationship between returns and cash flows obtains.
机译:在资本预算问题中,未来现金流量使用投资的预期一期收益折现。在本文中,我们将这种方法与市场没有套利的假设联系起来。我们的目标是发现适用于资本预算方法的现金流量分配的隐含假设。我们的结果是双重的。首先,我们得到的结果是,对于确定性的资本成本而言,在没有暗示特定分布演变的意义上,可允许的现金流量分配的集合很大。我们给出了一些程式化的示例,这些示例表明即使对收益分配的强有力假设也不会限制现金流量分配的形状。这表明,Fama的论断认为一期单项收益的分布变得越来越偏斜,这不能归结为多期预算问题。其次,在随后的分析中,我们在确定性股息收益率的附加假设下描述了现金流量分配的特征。在这种情况下,将获得收益与现金流量之间的线性关系。

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