指数函数折现公式有多好?实验研究

U. Ben-Zion, Yochanan Shachmurove, Joseph Yagil
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摘要

本文估计了指数函数错估的程度,它随给定产品价格水平的变化,以及它的预期增长率。本文考察了其他数学函数,如线性函数、二次函数和三次函数,是否符合个体决策者的折现和复合过程。本研究利用熟悉指数函数贴现公式的被试,发现个体低估了指数函数给出的复利贴现公式,而高估了线性函数给出的单利贴现公式。这些发现可以归因于心理学中讨论的过度反应、过度自信、心理会计和狭隘框架行为。
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How Good is the Exponential Function Discounting Formula?: An Experimental Study
This paper estimates the degree of the exponential-function misvaluation, its variation with given product price level, and its expected growth rate. The paper examines whether other mathematical functions, such as linear, quadratic and cubic functions, conform to the discounting and compounding processes of individual decision makers. Using subjects familiar with the exponential function discounting formula, this study finds that individuals undervalue the compound interest discounting formula given by the exponential function and overvalue the simple interest discounting formula given by the linear function. These findings can be attributed to the overreaction, overconfidence, mental accounting and narrow-framing behaviors discussed in psychology.
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